{"id":27350,"date":"2021-11-04T06:14:49","date_gmt":"2021-11-04T05:14:49","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27350"},"modified":"2021-11-04T06:14:49","modified_gmt":"2021-11-04T05:14:49","slug":"las-cosas-de-la-naturaleza-que-tratamos-de-comprender-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/11\/04\/las-cosas-de-la-naturaleza-que-tratamos-de-comprender-2\/","title":{"rendered":"Las cosas de la Naturaleza que tratamos de comprender"},"content":{"rendered":"<p style=\"text-align: justify;\">Todos sabemos que un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, cuando se encuentra con un anti<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> (materia con antimateria) ambos se destruyen. As\u00ed, en el Universo primitivo, ambas clases de materia estuvieron un tiempo elimin\u00e1ndose la una a la otra y, por una raz\u00f3n que a\u00fan no es bien comprendida, la materia era m\u00e1s abundante que la antimateria, as\u00ed que, lo que ahora vemos es todo materia. Bueno, al menos as\u00ed se cree que pas\u00f3, lo que no impide que exista en el Universo antimateria que, aunque se ha buscado, nunca se encontr\u00f3 fuera de los Laboratorios.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La carrera por la antimateria que podr\u00eda poner nuestro mundo patas arriba -  Nobbot\" \/><img decoding=\"async\" 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alt=\"Resuelto el problema de la antimateria?\" \/><\/p>\n<p style=\"text-align: justify;\">Sobre esta disparidad inicial se ha experimentado mucho, y, en uno de estos experimentos se ha demostrado una peque\u00f1a \u2013 pero significativa \u2013 diferencia de un 1 por ciento entre la cantidad de materia y antimateria producida, lo cual podr\u00eda apuntar a c\u00f3mo lleg\u00f3 a producirse nuestra existencia dominada por la materia.<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda actual, conocida como Modelo Est\u00e1ndarde la f\u00edsica de part\u00edculas, ha predicho alguna violaci\u00f3n de la simetr\u00eda de materia-antimateria, pero no lo suficiente para explicar c\u00f3mo surgi\u00f3 nuestro universo, que consta mayormente de materia y apenas unas trazas de antimateria.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El experimento ALPHA del CERN observa el color de la antimateria por  primera vez | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas,  Astropart\u00edculas y Nuclear\" \/><img decoding=\"async\" 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\" alt=\"Nuevo r\u00e9cord, atrapan en el CERN un \u00e1tomo de antihidr\u00f3geno durante 1000  segundos - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"ALPHA (CERN) logra la medida m\u00e1s precisa de la transici\u00f3n 1S\u20132S en el  antihidr\u00f3geno - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"El antihidr\u00f3geno | Tecnolog\u00edas de la Informaci\u00f3n y de la Comunicaci\u00f3n\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;ALPHA<\/strong>\u00a0es un\u00a0<strong>experimento<\/strong>\u00a0\u00fanico en la instalaci\u00f3n Decelerador Anti<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> del\u00a0<strong>CERN<\/strong>, capaz de producir \u00e1tomos de\u00a0<strong>anti-hidr\u00f3geno<\/strong>\u00a0y mantenerlos en una trampa magn\u00e9tica especialmente dise\u00f1ada, manipul\u00e1ndolos uno a uno. Atrapar \u00e1tomos de\u00a0<strong>antihidr\u00f3geno<\/strong>\u00a0permite estudiarlos mediante <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1seres<\/a> y otras fuentes de radiaci\u00f3n.20 dic 2016&#8243;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Pero, como antes he dicho, ha sido en el Laboratorio donde se ha conseguido aislar y no es la primera vez que el CERN nos sorprende creando\u00a0<strong>\u00e1tomos de antimateria<\/strong>. Ya en 1995 se produjeron artificialmente los primeros nueve \u00e1tomos de anti-hidr\u00f3geno. Pero ahora el experimento ALPHA del CERN ha dado un paso adelante, produciendo y manteniendo con m\u00e1s tiempo \u00e1tomos de antimateria, como apareci\u00f3 publicado en un art\u00edculo en Nature.<\/p>\n<p style=\"text-align: justify;\">Sigamos. Una vez destruidos todos los pares materia antimateria, qued\u00f3 el sobrante de part\u00edculas positivas que es la materia de nuestro universo, La Bari\u00f3nica que emite radiaci\u00f3n electromagn\u00e9tica y est\u00e1 formada por Quarks y Leptones. La otra, esa que llamamos oscura, la dejaremos reposando all\u00ed donde se pueda encontrar (si se encuentra en alguna parte), toda vez que, de ella, no podemos decir mucho con cierta propiedad.<\/p>\n<p style=\"text-align: justify;\">De esa manera se formaron, con esas part\u00edculas positivas y los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (<a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> -formados por Quarks- y <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>), se originaron grandes conglomerados de gas y polvo que giraban lentamente, fragment\u00e1ndose en v\u00f3rtices turbulentos que se condensaban finalmente en estrellas.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Las nebulosas \u2014 Astrobit\u00e1cora\" \/><img decoding=\"async\" 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\" alt=\"Nubes moleculares en Ori\u00f3n \u22c6 Alfredo Madrigal\" \/><\/p>\n<p style=\"text-align: justify;\">Estos conglomerados de gas y polvo pod\u00edan tener extensiones de a\u00f1os luz de di\u00e1metro y, en algunas regiones donde la formaci\u00f3n de estrellas fue muy activa, casi todo el polvo y el gas fue a parar a una estrella u otra. Poco o nada fue lo que quedo en los espacios intermedios. Esto es cierto para los c\u00famulos globulares, las galaxias el\u00edpticas y el n\u00facleo central de las galaxias espirales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"INTRODUCTION TO ASTRONOMY What is Astronomy Astronomy is\" \/><img decoding=\"async\" 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06iCCOp09E298GIMqveKohtZF2d4NQPX+kyyq8EeGRyOnqq9+OVunv6q9Grwv6fAnBRfGMd5y+eqij4nY84N1ExRHkWkj5xRWGEJrUZqXE1bLwmKaAxMMb6JpEMbpv5XJnpyhHfUzOJgCToBAHQbBJsKO0pxCoUlDIV2my6CEmMtTm2q2MDXc0gsJa4aEWI81l00\/g3AOBUawmjXG4auBpRmPXa8yf6SHaHZ9YudULgGmPpmYBgDkt9uODX5qbWta5paQ7xagSRO8+iHj8SHsLRuIWHB+4b\/kqlMTBsDQAm8XUDoAMpTJlQu8LTmBIMyCNQdoKtY+ka3FAdURKzazL6J97i4yUUUAQuzGejh8jvozqNI7DS\/Vb3Z2HDtW66RsksIzK6CN7L1HZzGmTlFrwPxzXRnE7MsuuMWZhwDMIvafZvgD2ea024LOC4N59FKYOXI4W2VrC7TF5dTvPw8i2lAv0V2M2Wti8HlJhK06cErHjOhrX0SNFpIBaDeRI0S9XBjPB30P4W2cIbTAIvYg8xcbqdp0GMyhjy4OaC7wwA7cR6LN+r7T9Mv6zD7f\/wAcYymx4c0ue0nK3VpGmb1XlaLWZS1wh4P5sV63EPBbrYa+WqxsVgh4HkZc2hixEwfKZWep7KyzHqYUtsTzHNLVXNFok\/ZaVai51jcDQrOqYUg3WRQrUY25B8lA1wWpRwrCwcbyI9L76qYjD+ENiI6319r+wQOCb8bU3cSeZK5TxLzx+dVV7iHxYCy0jRbBt0P9fNEBKBbjAALlHw2KDXS0xeeF+NtCln4Z+WS0ZZjNB14dUtTZBRSHT0H6mdnKLGzuUTogopwp3a1O0WMa9wpklk+AuADiNiQLApB0Rz9vmq2aNqDDVaSqOeqkqAGWPhEbVSeZdFS6AhoNeiMKSYSmWGyYhlj45pmlUus3OiNqwiAbv6qIVHYrmsrviSrColxHyHTX2S9WodPny6WfUIXA8Ec\/n9prJOtDdB8rSolYuHN1otfz0Wy6MaaL6MiQmsBiixwKDgsWWiQAbEXAIuI0KXe4gyr8e2nH6K3hNJr2fROy8Y1viiQdtuaze1cVckWk2jQX2WJ2V2oW+F30\/ZOV3ZtP6K6GszkvZhnD5d+geHaXvyueGgg+JxtYJKo4TKHirD5ZZtWuY1XJvTR0JK+jXp14sqYqsCCskYogi8j3TIxIMEwQNuKy\/I5B8E3ROqyZISWTZO1XXt8\/lJvrrOwt5Qu5habG2\/Awh1KVpj4Z\/g+iu+oUIuKlsEJVXOaZEAQZtOxgR1gctVQPdYuFjBggiRO3KxuOabeJQHt4oGZ+IbNxqtHAUnvaDFpjMfpB5nbXVLHDgnUjjyWthe36lLDPw7Q3JUubeKRoZ1GiaJaa9GfVGUuaTpOlwYMenNJZg4+GfMXjaUq97p1XaFQi6RLYbxqIneKIJrCPxCEaqWLkUOmNBAjYaSbnc\/0OC11o6YXzrouhh1tNL89teX8rocpFA8LrWoXeLrXJhBymPRGzCRJIveBtx111SbX7H\/nkjOql7szje3sIA9AECgZ8ScpJE2kXjaRsq5hG+aeUR\/KFnuUfDUA4wXNZYmXTFgTFhqYgcyqEXZU0RQ5KMvomGiQqSM2Dc9cZUCq83XaTFRLQ7huKs6tuqgwEfsnFUWOf3zC8OY4NAMZXEeF07gFNENB8Pik9SrSvPYSsC68xfRPYbEQUFZ0zWcdxqr0ceRYpdr9J3E7aSf4QnMl4EgSQJOgk6lUvJFQao7XxEjVZteoNPp0n8lEqGCYvB1G8bpHE1PdZbj7Ky2vYGpicuoMcRsmGVeB191nPfcg+aqzw6afZZDTNN9dLPqIYxENcIBzACTq2DNvsgCddvZSXQxeuVHSOY58eAi35lAqVI6fZXq08ouRMAiCDIInUGxuLdeClgjjQSCReLnkJAn1IVQ+SBv5anz00VcPUINnFof4XEX8J+qRqRafJL1bEwQQNxoeaQwztLbi+h39tPkrlWg7KDIhxMXG2sibeeqX71xOvAeQED0RXP4qhURqUkFoIWg8jaZ2mPOyA+lN+KEydIXldV+6K6mQLgorHRzQAURpVHUEVpQsymZABC5dBVGo1GJBIkSJEwSJuJ2TSENswb+772PBmyTIsYJAiZFgSqhyriajM7iwFrCSWtJzFo2BNpI4rjSqSJYzSYCnn4SQI8kthAM0TK9X2U1gewv8Aom8DXiFOnASPNfpXNOU2tMctuiZo0radNl6f\/KqNDP8A+DQ1pAk7m26w8kWT8enpUNZSYniMCREtjM3MJtIvcT0KXp041WoKao6iOC0V+mbX+CVQW6JGqbrTxDI1WXXab8lRnpHaDoJTLsSBHHcz8hL1WGARuAlqrHljnjKAzLPiAJzEgQ2ZdoZjTdSwSNrD1gZOYC1hxuPnkmf1ErzWGxV7rSpVwk2M1auNJY1hIytLiLCZdE31OgWfVfKC+spPukOAHuifyhtfCtiW31B6JR7lmxjoqKB20xvvGh\/4lGO4rR7dxrHmmaeYtbTax2YMBDmzmjKNJNibpMELF6syq0BwLc0ixmMpkGba2kRzSbKoKI55JkmbAeQED2UwpMKargHMtBImzdWggQddzoboBeqvBQ3GEQKHYYXaj8xzHc3gD2AgfZAc4xMWnX+11rkBS7CrgaH5Yqjn2XGOQIvCiuCBYkggkEZdL9VEQgxmlMOI\/aDECZM3i+g0mUELqPTOnPotKtKoCutTowrSrhyACrtVJiYaVZjlQkbaLtNqtMlj+GC2WYsNsJibSZPqsfDBaWHbZD7YvRpUKmforPF1XDi3NXqK85gtM4wkgjbYbAnU+wV208xHBX7six4I1NkBWs1dEPUEu1aDMzGscXEgF1og7gceqx69K5Ec1uvbJJ3+fPNZOJH1EagEfPsojyieSbF6dKWxwWdi8IR84rX7NdLb8wiYjDoYdHkGAhyYo4rij9p0spDh5rMc7gpY0ara4I3m8mbRaLRbffdT9Ss6lURQ5RRj4r5gBaBOwm\/Ei5Qn9UOhiC1wf4XGZhwBaerTYjkqtqnMI1mwsbzax1vskOkKs5+sQB5e28IeeZPG\/ryGiq5ICwhEZiCHA8IIkAi3I2I5JXMiEze1ydI+w01SgU08TigR4BkzNDXhrpDyCC5x\/wBQSAcsRZZ7lWVejlLm55yz4oAJjkCR9wlIFpduJcGOYD4XRIIBuCDIn6TYCReLaIbXbEkD10mLeZ9Sq6mDA25e33VmDwnXpw0ueWyEhUjvbY8VGvVi0bGRxjeJj8IT7FXBUvVblMEOabGI2IBB8wQfNRVqa65tL+Lhp5aeS6iCFWG95yyJjXy5qSOfzl6qKKWbohspmUUSyNncy654kxMbTrG081FFaIbCNcmqRUUVgaeFYtnChvdkR4pkOm0AfTljWd11RBNYWg1EcLxYzGu15t83UUW69GTbowGJju7AcYCiiT01YSwDaRc6OPz8LOfS+oRF1FFjvbhWV2Ao0MrjwR6jVFFi\/NoqIysfh8wI5LzVXDwooktt+xpFGtV1FE6xnV1ziSSSSTudVFEqxkzTAAE3veT1mwjkugqKIrAq4Luv2\/6oolWBcRv7fOMKBRRFYi2ULuW\/JRRHJjiJVABIBkSQDpN7GNlGQ4nMcvhcbNFy1pMQIiYiec3XFFWW2IBmUUUWhJ\/\/2Q==\" alt=\"NGC 2170 | portalastronomico.com\" \/><\/p>\n<p style=\"text-align: justify;\">Dicho proceso fue mucho m\u00e1s eficaz en las afueras de las galaxias espirales. Las estrellas se formaron en mayor n\u00famero y, sus brazos, aparecen cuajados de azuladas y nuevas estrellas masivas que, con su radiante luminosidad ultravioleta, inundan grandes regiones que ionizan al gas y polvo que las circundan.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Brazo de Ori\u00f3n - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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j1gtcVjwPxfkh7WP46uqElFO\/A\/F+SHtY\/jrPgdi\/JD2sfx01Qjop34H4vyQ9rH8dYl3SxaqW4JIAucro5t1nKrE\/hTVEHYf6xB9Kn84q3brxQttHGCWNXA4xVnj4iRniaO6cso7TyvVP2VMEmidtFWRWPqDAmrDilxuGxk0kEb9Nnsyx8RJI3bMOoqykWP\/etY3QtMm4cEsk7SoYXaZkjSFhwowsAlDAFdQ3Zpa9uqqr3R8JHFPAI40jDYaNiFUKCxzXY26z20fLu1unrP86bv8z15Ql16HR6IA6NuVQcbBjsVInEildwojT5rLZRfKNFA0udTVyss1IG+8275lxTOJsMt1j6DzBXHzSDVeYqfJu6yYcgS4dWK2ZzNbW\/K9vxpVttg2MlKEMLqgZdRdY0Q2P94EXqdtyaZcMqMCqk6gm5zWsedzV45o02BuyuZpJMRh2\/dyTg6+k9lWufduNo1j5MyFyy5cml2AOnVyzAiqLs0E5OibAnW5sdeVuQtV5wuHnkPCWTJdM4UGyEEXtl5e41rCcBDtRQWVctgLX0tci9v4\/jVy2dtxcNhlMaXUeL1gtY3BBGupGlxopNVmLDcSYBrakXuQPXc2504l2ddZEaRBCqFx0c2o9QAudRetSdorM28E0cwmU5WzFyAxtc21y306\/tr0jdXulDE8ONkAkNgxN7G5A6hpz69K8d2jis7sbc+XYR6Kabs7ZaByxsWKZFY\/8A2+xgBztyt13NccrWpr294x2xIZlOeNQxB1+vnfrry3fXYyQSugGnVrc29Ppq67ubUQxxyNKz5l1DOLRkdhsDlPLrtoLmkXdUwqIImQtne91Y3Y31v2+j\/ZrEm27w89w+DaVWgQE63GptpfnrblU7c8MznDsVUX6RPPnqVPUbfbS1pyosO2\/4c786bYYLHDHNZkZ7m+YDiWYXI1vp6bV2xc0ffiL+0BeIZGsOkeYF9B9VKNvJlKgdID9vLYkWBues6k\/ZTDvwyzcRl8WxNzewB0U\/j9tRt8sbHmIiYsAAL3vfS5\/GplzujtFvSpwZwrRi97q3WNahwBliKi2RrtY9bAW7PTyqvYU3POnON2ywSMBFXJcXGuc8ifRzFYxW0lxLEaGopNdJpCxJPM1rkNr207ayjWntr7N9WLN\/ReEWv67H7DSKp+zNqyw5uGws4s6squjAG4zIwKm3UbXFzarBAopx4Ty+Twv3WH4KPCeXyeF+6w\/BTgJ6KceE8vk8L91h+Cjwnl8nhfusPwU4CeinHhPL5PC\/dYfgo8J5fJ4X7rD8FOBz3VQnGYawJ+fj5eh1J\/Com09ZpCP32\/mNMDvPPYheDFmBUtFBFG9jzGdVDAH0Gk1qXoAp5uexWWVxoyYeZlPWrCJrMOwikYp1ul48\/wDhZ\/ympOxL2RuNicRAJ4zHlYsFVns7Fb3AFrX0PXSc7Jn6PzMvTtk6DdK4JGXTW4BOnYa9O7nu1sOmAhSSeBCHkLh5FWRQQ4BXW4JJH1E1vht4IQ2ChGKjSJcKS3SS+cKqqrOb5Gy5vxrp4zUHmC7FxJLAQTEp444bdHS\/S00011rjPgZUVXeJ1RvFZkIVuvQkWP1V65tXacP9olhxcHEbCpFGpxC5QennbnZmC2ANr6W0vS\/uhbdw8mCkWOeOQyPGYkVgzAKq5rqNUtY87UuMk7FDi3YxBw8mJKZI48tw4KswcgKUBHSF+uo8UE+HmjZkkifMGUspU8xqLivV8bvDhuFmOIhZf7KcokBYZJlaToXvoLE6X0qvd03a0UogVJoZCJnYCNs5VS2hZ8xHS0OWwt9VTLGTqr6UzepAMZiQBYCeQADkBxGsKjwbWnRQqTyoo5KsjAD6gakb2\/ruK\/xEv5jUrrF7RP8Al3E+cz+1f30NtrEMCrTzEHQgyOQfWL1ArIFN0PNhN01AAJuLDt100uKZ7d2ozsyk3sbA0k2NiTGSwtccrgdmoufR6K0xc+mn\/mtb4Fj3fdXIVmsAeqn0+1IlmAFioAOmnMVRdhz5H4nZzF\/RXHH408Q5Dz\/3yrUz1Bc8RtVBMshyhWa+XlyNtR1AmnW2doiXDtwzGq2HQU9I+kjn2\/hXme1sTI+UtyC2BGvo1PrB7KY7LxsszXzhbhVYWZs2UHJcC57ftqzP0MQ4xprQnmD0Dy6xoeVha\/2UwfZUka5mBHpsQKX7Sw3BlEoGnO1rW7RTmfexZkWORmVbWuBe3pt9tZ1PYzsjaRja9zYixseYPMeqvYd19pYXHxMzIjuoAkzgEnTTmBpoDppXhChhcr01BsCOvUgHLz\/Cm278eJLcaFJLfvWspPZroak+KsGL2ZhhiQQr8JZunfpXWwYqoC\/si9+ztNLNqY+K8sUQDI11jJTUITcDXrFyL+mu7YLHPcssmYkkm4ub8yTepMWwY4IDNJn4wYZUsLEftEjW\/rrrpFPmBgVunqeiQOR5W1+37Psr2MluT66ebekzMdLC5I7bHUXpXhdltICwI05L+03oHptrXLIR4cO3Pl1C\/Mn0ernUzbG0OIkceXLwhb0k9fqF6lbRmjQlY72y5Sr3LXIUltRoQRSKV7kntqXgak3rbiG2W+gN7VpRWQU02Rs1ZFkllfhwxWzkLmdi18qItwCxs3MgAAmldOcB+oYr6aD+XE1YM8LZ3lMX7KP+rRwtneUxfso\/6tN909w+\/IBN3xwy0piVeEWFwme5YMLC1+r+NQF3GxxCMsOZZDZCroQ3P\/8AbQWBOttBWtX4I\/D2d5TF+yj\/AKtHD2d5TF+yj\/q1Ji3FxzOYxCMwUPbix9JTezKc1mGh5XtUXG7rYqKEYh4SsRCm+ZSQG8QsoOZb+kCpq\/BnhbO8pi\/ZR\/1aOHs7ymL9lH\/VphgdxJ2w8mIk+bCxrLGvRYyhr20DXXqtca3pXtrdrE4VVaeLIrGwOZWF7XynKTY26jVss9CTDsvDTkx4aaXi2JVJY1VXsMxUOrtZrA2uLHlcUgp3uN+uw+tv5GpJWaAU63S8ef8Aws\/5TUlFOt0vHn\/ws\/5TUgi7A2YcRiIoAwUyNlzEXt6bU72puBiIuGqfOySPIoRVtYRkdMkmwBBB1ta4pbuXjY4cbBLK2VEe7NYmwseoa16NPv5g5HhZpbXjnic5GspYxiNjpyYJfS9r1uTGznsjzzwOxvzn9nf5vx9V0uMwPPUW1uNK7HcTaFwO9nuTbmvO2bnm7Pdzq4bw77YZ4MSkM5DtwUQhWUuFI4hBtoLFhra+tMm33wPFzccW74R75H8UQZCfF\/e0q+OH0eZNuvixCcQYHEQuSxAuADYnLfNa\/Xa1LMP46\/3h\/GvUMVvZgjhJo1mzSPh5EAZZCcxLZVU2yhddB9teX4fx1\/vD+NYykmtC0bzbfC4vEL3phWyzSDM0bFmtIwuTn5ml3hGvmeD9m\/x1w3t\/XcV\/iJfzGpXS27DvwjXzPB+zf46yN418zwfs3\/qUjoFTdD4bxr5ng\/ZN\/UobeJfM8H7Jv6lI70Xp5UW\/YWOE2dmw+BijjC53aKQ+McqqFViSSb9XUa32riEjUSxQ4CaMyGMlYZQVbLmAYOV5i+o00NJ9kn+xYz+\/D\/NJWxa+z3I5d9J+TJW98B9s\/FccW70wxsAAeExVRrz+c9dq5Rbwd6u4OEwyuDboRsL\/APvNRdzdqtHIuVgLkc7W9Gp0HrqbtLhzM+cDiBmPEDeNr19R9Fqs63OxNO2TiYhnw2HLXBXOrFTodAA9yf4XpFtHHGE64PBn\/wBJ\/s1ettjQmCZWIDKpuL9JPWOrW1WXeraUU9skaLYDpi+csNefX2Wt9Yp3P0VLD71srArhMKCOVo30\/wDkps21o8RFDmkgw8kYcMjJKE1fMrIQH\/E8667G2Phlg74kUSO8hVA5YCwVTfIpBJ1uddBTxNgwy8ThYeBwnI\/OgN9fE0FWY5BdsnbAhD2xODfOoW7cXQDlb5rT11D2rtYFIo0kEpQPnKq+QlnLC2YAmw67WqXh9mRcFpXwuHX90ZpbH0kmS32UYjCxPhjJHCY5UOV0QM6kkFgAOkfxq8hPtfZ0qBWnQjMNP3uq323FKn2iIxlitm1F\/WersIp1idp4o5Q0M8mVCnSiZhfUZlJFxbS1LMJDLG6Sd6yOVOqtCxU89SbXuDa311i\/gTSFnuzXv1k\/9TUcpV4k2kWjCtg5brbL822mtyDpc0vx+zc8IyYeRXBuRwnued9SOrTTrqXEVWipvyPiPITezb3UfI+I8hN7NvdWdUQqc4D9QxX00H8uJqH8j4jyE3s291MosHJHgMRxI3S80Fsylb9HE3tceqrILR3Pd7MLhsKsU0rIwnZ2URswdTHlykgW52P\/APNbpvjhM+AGeRIYhLxUTOoUsPmgQtswGo0v10l2LupFLs6TFkTvKHZFSLKVHRBVnuLhQTqb8qJu5vihJHGHhZnJVrOfmyEznNdb2y9YvXTeWpwLNNvdgGzMs\/Dk71GHRxA9kuTnKoOX7NtaX70b54abAvHGzGWWOFChQjJwzdiW5HsFqTnud4jpfOQ2DRBWDMQ4lcIjDo8r8766Uw2H3M2Z274lURgyqOG3TZozYmzLbLcH08qW5XjSmcG+2DXDKOIxkGGgj4eRvGiYswzctb0q7o29cGKiVIXdyZeJYoEVBky2Ol2a5OtyPwpPtDcnERYbvpihXIjsgJzor+ISLW+w6UbS3LmhhedpIyiJE4IJ6QlJC206ra1MrlZZYiNuN+uwetv5GpIad7jfrsHrb+RqSGufoFN918QiSssjZFkikiLkXCZ0KhiBrYG16UUUl0Hh3Um6nw5HURiYrH0jp1r4KT\/vYf7zD8dJaKcB14KT\/vYf7zD8dHgpP+9h\/vMPx0lopwHXgpP+9h\/vMPx11w27LK6tLNBHGCCzceNiANTZVYsx7ABrSCimxN27ixNiJplBCySu4B5gM5YX+2oVFFQFFFAoCitpLXNr26r8\/rrWgf7vhXw+Jg4kcbvw2XiOEU5GbMMzaX6QNvQa77awBwuEOHkeMytOHyI4YqqxspLW5XLcj2GqzTzftycdPc3s9h6NBpWt8BRhXswqXPMyE9K9\/Tca86jYGLM4FTto7KZACQeQtUnQ2wGPYWDag\/h6qZbR2iVCtFp\/E6HqqtNcG1S8POeR59VWZCybB3li4KxStw2R2YZojJG6sqixCkEEFb3saYYna+GN+HiwmYdIcGUqfqy9lqp3eea5661xEeXSteV0LVitpQsgXv5RYWB4Evq\/dpVitrrDBwMNPK7NLxHlAaMWCZAg6WY9tzbqqvvJXWGw1tepctju23MT5zP7V\/fQNuYnzmf2r++uOLYHlUSs7oY\/LuJ84n9q\/vrX5dxPnM\/tX99QKKbon\/LuJ85n9q\/vo+XcT5zP7V\/fUCim6J\/y7ifOZ\/av76ZJj5ZcBiOLK72mgtncta64m9rnTq+yq9TnAfqGK+mg\/lxNWUNNkbzQJs58HKs2YyGQGMqFPRACOSb5SeYA5U9PdLw4kgdYJTwy2YuVLqjRleGjklmGazdI9XqtC3P2HgTg1xGLTMJMQYi5d1ES8NmBAU6ksANb865N3OCcMcSk4K5WkRchsYw1gS9x0ivStlrc8vQk7M33wcWeNMPIkV4GXJkzM0Thyzi9rsQOX4VNw\/dLwwvmimuJJmW2XlKxYX6XMXrjD3MI0mRZMQZE4wicLHka5iMi2Ysw\/d6qgN3PVdJ5IsQDwzKVjKXNo2K2dw1lY9WmvP1X+1Z21v7HLgjAsTiV4oonJtwxwySSutze50PKsbwbywNsuDCJJxJgEElkZQFTOVUlgLkXA07DXWTuX2JHfPJ4l\/ReUIF\/H6r\/AF+itoe5fmd0GMQ5ZOECEvd8pcqwz9GwtfnqftlmV7RWtxv12D1t\/I1JDVh3QgMe0Y42tdHdTblcK4NV41z9AoooqAooooCiiigZbK2PJMGZSiIls0kjhEUnkMx5k9g1qT4MHzvB+3Huqxbi7AjxuHSCRnVeNK\/QIBJWOAC9wR+0akY7uW5pzHh5goWJJGE3jLmLixyi37J6q6TG63oVXwYPneD9uPdR4MHzvB+3Hup1i+5pPHDxnlhCjKX1boKzWzk2tpzI9ddl7lc5lMYmhsEVy3St0mZVFrX1ymnjfgr\/AIMHzvB+3Huo8GD53g\/bj3VP2TuJNLipsKzohgF5GubEaeKbdYN9RTvaHcsZp5I8PIFjRU6UxuxZr9EZV5ctfT19SYWzoVXwYPneD9uPdR4MHzvB+3Hup3ubuOk8+JixLOve2jCMi7G7DRiDpoerrHKpmO7lrcWfgzKIoiP0l81iiudQLddqeF1vQrHgwfOsH7ce6me8mxhNiZpY8ThCrtdQZ1BOgtzp1ie5ae+CsTrwkCE8Vzd2JPQBRBYWtrbS\/X1Qh3McRIjSiSCM3k+au+mR2UgMQbi40JPWKvhfgp2Lw8kMjRupR1NiDzH\/AG6\/TUiHaRIysb+v+FSt7fGw56zhYbnt+bA\/hakdc7xRKxRDa1zwr2YVzDVgNUFmwk0eSx59vZUaZoWvmJv1UnGINczIa1sSZ1UfbXORwBYVxJrFZGWasUUUBRRRQFFFFAU5wH6hivpoP5cTSanuxoGlwmKjjBaQPFJkGrFFEyuwHM2Lpe3bVgY7p78d6QiFsOJckpljOcplYoYzmFjmFieyurd0Jmg4T4eNnCsgkubBWYM1ksbNpYNfSqr8nTeSk\/yN7qPk6byUn+RvdWvLIXWXuoMXzjDAfPLNbiE+LGI8vi9YF7\/hWqd0oLG8a4UAMJR+mOnFYsSRlsSD1\/wqmfJ83kpP8je6j5Pm8lJ\/kb3U88hdn7qBIH9lGbNEzESnUxkHll0vb6vTUbZXdGaFpm73VhJiGxCjiEZGZctibdIW9VVL5Pl8lJ\/kb3UfJ8vkpP8AI3up5ZdhxuhOZNoxyNzd3Y25XKuTVeqybmYORMSkzoyxxBnkdlIVRkbmT2mwA6yardZoKKKKgKKKKAooooL7uLvDHgsOk8iO68aVCEtcFo4Ct7kDkrfZU3avdIw8kc8axTDiYfgoxy3vaQXbpcukOV+uqLszbEsGYRsMreOjKro1uV0YEEjtqV4US+Sw33aL4a6TPjQucPdHwfeqYdsPKAEjVlUJk6JUtbUHWx51vD3S8KuIml4WIZZljuDkuhjzWCi\/ikG+pve\/bVJ8KZfJYb7tF8NHhTL5LDfdovhp536LDsff6KPHYrEyRPkxC5QqkFltYC97DUDXs9NOE7qeH4spMM2R8hBBUPdeYPStlOnI9tUbwpl8lhvu0Xw0eFMvksN92i+GrM7PYsG7W\/cUOKxc0sb8PE62QhmSxNh0iAdCdb13293QYcRDioxHIpmkjZD0bBU4V82vM5W0F+YqseFMvksN92i+Gjwpl8lhvu0Xw1PLjWxfh3VsNxZGMM2RshXxc11vcEZrW5a37a44PupQCOzxS5iZScuUgcSRnABLAmwIHKqP4Uy+Sw33aL4ayN6pRqI8OD1EYaK49I6POr536M73izwKea4WIEdYPDBsR1aEH66R13xeIeR2kkYs7G7MTck1wrnbugoooqAooooCiiigKK7Qw3rrNhCoueugiUVkisUBRRRQFdYJ2RgyMysOTKSCPURqK5UUDLwixfnWI9s\/xUeEWL86xHtn+KltFXdDLwixfnWI9s\/xUeEWL86xHtn+KltFOQy8IsX51iPbP8VHhFi\/OsR7Z\/ipbRTdE3F7WnlGWSeWRednkZh9hNQqKKg\/\/9k=\" alt=\"Brazo de Perseo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Mapa esquem\u00e1tico de la V\u00eda L\u00e1ctea. El brazo de Ori\u00f3n aparece se\u00f1alado en marr\u00f3n y el punto amarillo se\u00f1ala la posici\u00f3n del Sistema Solar. Nosotros, los habitantes del planeta Tierra, nos encontramos en los brazos espirales de nuestra galaxia, estamos situados en la periferia a unos 30.000 a\u00f1os luz del centro gal\u00e1ctico y vemos las manchas oscuras que proyectan las nubes de polvo contra el resplandor de la V\u00eda L\u00e1ctea. El centro de nuestra propia galaxia queda oscurecido por tales nubes.<\/p>\n<p style=\"text-align: justify;\">Estas nubes enormes de polvo c\u00f3smico es el material primario del que hacen las estrellas. Este material del que est\u00e1 formado el universo consiste en su mayor parte, como se ha dicho anteriormente, de hidr\u00f3geno y helio.\u00a0 Los \u00e1tomos de helio no tienen ninguna tendencia a juntarse unos con otros.\u00a0 Los de hidr\u00f3geno s\u00ed, pero s\u00f3lo en parejas, formando mol\u00e9culas de hidr\u00f3geno (H<sub>2<\/sub>). Quiere decirse que la mayor parte del material que flota entre las estrellas consiste en peque\u00f1os \u00e1tomos de helio o en peque\u00f1os \u00e1tomos y mol\u00e9culas de hidr\u00f3geno. Todo ello constituye el gas interestelar, que forma la mayor parte de la materia que circula en el universo entre las estrellas.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sacani (Space Today) on Twitter: &quot;A Sempre Espetacular Nebulosa da Cabe\u00e7a  do Cavalo - https:\/\/t.co\/BtKASQ7nol\u2026 &quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">No pocas veces, los astr\u00f3nomos han podido comprobar como en estas inmensas nubes surgen nuevas estrellas y mundos que forman sistemas solares nuevos. En esta tentadora imagen de arriba vemos nubes de polvo c\u00f3smico y las estrellas reci\u00e9n nacidas envueltas en ellas, brillando en longitudes de onda infrarrojas.\u00a0 Estamos en una de las regiones de formaci\u00f3n estelar m\u00e1s cercanas.<\/p>\n<p style=\"text-align: justify;\">El polvo interestelar o polvo c\u00f3smico, que se halla presente en cantidades mucho m\u00e1s peque\u00f1as, se compone de part\u00edculas diminutas, pero mucho m\u00e1s grandes que \u00e1tomos o mol\u00e9culas, y por tanto deben contener \u00e1tomos que no son ni de hidr\u00f3geno ni de helio, son \u00e1tomos de materiales m\u00e1s complejos.<\/p>\n<p style=\"text-align: justify;\">El tipo de \u00e1tomo m\u00e1s com\u00fan en el universo, despu\u00e9s del hidr\u00f3geno y el helio, es el de ox\u00edgeno. El ox\u00edgeno puede combinarse con hidr\u00f3geno para formar grupos oxidrilo (HO) y mol\u00e9culas de agua (H<sub>2<\/sub>O), que tienen una marcada tendencia a unirse a otros grupos y mol\u00e9culas del mismo tipo que encuentren en el camino, de forma que poco a poco se van constituyendo peque\u00f1\u00edsimas part\u00edculas compuestas por millones y millones de tales mol\u00e9culas. Los grupos oxidrilo y las mol\u00e9culas de agua pueden llegar a constituir una parte importante del polvo c\u00f3smico.<\/p>\n<div style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Las coloridas nubes de Rho Ophiuchi |\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Noviembre 17, 2019. Estrellas J\u00f3venes en la Nube de Rho Ophiuchi \u2013 ASTRO\" \/><\/div>\n<p style=\"text-align: justify;\">La colorida regi\u00f3n de formaci\u00f3n de estrellas Rho Ophiuchi, a unos 400 a\u00f1os luz de la Tierra, contiene nubes de gas y polvo c\u00f3smicos muy fr\u00edas (alrededor de -250 grados Celsius) y densas, donde nuevas estrellas est\u00e1n naciendo (Foto: Especial ESO\/S. Guisard ).\u00a0Un equipo internacional de astr\u00f3nomos\u00a0<strong>detect\u00f3<\/strong>\u00a0por primera vez\u00a0<strong>mol\u00e9culas<\/strong>\u00a0de per\u00f3xido de hidr\u00f3geno, com\u00fanmente conocido como\u00a0<strong>agua oxigenada,<\/strong>\u00a0<strong>en el espacio<\/strong>\u00a0interestelar. El descubrimiento ofrece pistas sobre el enlace qu\u00edmico entre dos mol\u00e9culas esenciales para la vida: el agua y el ox\u00edgeno, report\u00f3 en un comunicado el Observatorio Europeo Austral (ESO).<\/p>\n<p style=\"text-align: justify;\">En 1.965 se detect\u00f3 por primera vez grupos oxidrilo en el espacio\u00a0 y se comenz\u00f3 a estudiar su distribuci\u00f3n. Desde entonces se ha informado tambi\u00e9n de la existencia de mol\u00e9culas m\u00e1s complejas que contienen \u00e1tomos de carbono, as\u00ed como de hidr\u00f3geno y ox\u00edgeno. El polvo c\u00f3smico contiene tambi\u00e9n agrupaciones at\u00f3micas formadas por \u00e1tomos menos comunes y m\u00e1s complejos que los ya mencionados. Los materiales m\u00e1s pesados y complejos se fabrican en los hornos termonucleares, los n\u00facleos de las estrellas, y cuando al final de su existencia como tales estrellas explotan en s\u00faper <a href=\"#\" onclick=\"referencia('nova',event); return false;\">novas<\/a>, estos materiales son lanzados al espacio a velocidades incre\u00edbles y siembra el vac\u00edo estelar de materiales complejos que m\u00e1s tarde sirven de material para formar nuevas estrellas de II generaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">En el espacio estelar se han detectado tambi\u00e9n \u00e1tomos de calcio, sodio, potasio e hierro y otros muchos elementos observando la luz que esos \u00e1tomos absorben. Hoy tenemos magnificos instrumentos de fabricaci\u00f3n muy sofisticada con alta tecnolog\u00eda que utilizan los \u00faltimos adelantos en f\u00edsica e ingenieria, incl\u00f1uso la rob\u00f3tica nos ayuda a desvelar los misterios del Universo y lo que en \u00e9l se contiene.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" src=\"http:\/\/www.pdm.com.co\/images\/Noticias%20de%20Ciencia%20y%20Tecnologia\/flash%20laser.jpg\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTt2yhXOWrdB0hFXN569UA_-rewULQdaVwlDw&amp;usqp=CAU\" alt=\"POLVO DE COLORES EN EL ESCORPI\u00d3N... - Planetario de Madrid | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">Cada d\u00eda son menos las cosas presentes en el Universo que se nos escapan, y, aunque nos queda mucho por\u00a0 descubrir, la lista de lo hallado es cada d\u00eda m\u00e1s larga.<\/p>\n<table border=\"8\">\n<tbody>\n<tr>\n<td align=\"justify\" width=\"45%\" height=\"21\">Ragbir Bhathal, un astrof\u00edsico de la Universidad de Western Sydney, detect\u00f3 en Diciembre de 2008 una se\u00f1al <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> proveniente del espacio exterior. Bhathal trabaja en las instalaciones australianas de SETI (SEarch for Extraterrestrial Intelligence), la organizaci\u00f3n que realiza una b\u00fasqueda de inteligencia extraterrestre mediante radiotelescopios. Parece que la cautela es una de las mayores virtudes de este cient\u00edfico, ya que en lugar de salir corriendo para informar del hecho a la prensa prefiri\u00f3 pasar casi cinco meses investigando si no hab\u00eda alguna clase de error en los instrumentos, si no se trataba de alg\u00fan fen\u00f3meno f\u00edsico corriente o era simplemente \u201cruido aleatorio\u201d procedente del espacio.<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSQPhaza1T5--MzMJmX86R2hEl7ufdOMhtWTA&amp;usqp=CAU\" alt=\"El Congreso de EEUU propone dar dinero a la NASA para la b\u00fasqueda de  inteligencia extraterrestre - Diario de Avisos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQLKtOOtBvuZiFiiuXs_I7zXIME9S9DKaVOtg&amp;usqp=CAU\" alt=\"Suspenden in\u00e9dito proyecto hogare\u00f1o de b\u00fasqueda de vida extraterrestre - La  Tercera\" \/><\/p>\n<p style=\"text-align: justify;\">Una vez descartadas todas las fuentes conocidas posibles, Ragbir Bhathal ha dado a conocer su hallazgo. \u201cLa NASA utiliza <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1seres<\/a> para comunicarse en el espacio, as\u00ed que no es tan descabellado imaginar que una civilizaci\u00f3n extraterrestre podr\u00eda usarlos tambi\u00e9n\u201d, dice. Enviar una se\u00f1al <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> hacia una regi\u00f3n en particular del espacio es tan sencillo que casi podr\u00edamos hacerlo hoy en d\u00eda, agrega Paul Horowitz, profesor de f\u00edsica en la Universidad de Harvard. Por ejemplo, el <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> NOVA del Laboratorio Nacional Lawrence Livermore (California), utilizado en experimentos de fisi\u00f3n nuclear, es capaz de producir m\u00e1s de mil millones de vatios de luz <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> durante una peque\u00f1\u00edsima fracci\u00f3n de segundo. Si reflej\u00e1semos ese haz en un espejo de 10 metros como el existente en el telescopio Keck de Hawai, podr\u00edamos emitir una luz 5.000 veces m\u00e1s brillante que el Sol hacia donde quisi\u00e9ramos.<\/p>\n<p style=\"text-align: justify;\">Es muy pronto a\u00fan para atribuir esta luz <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> a una civilizaci\u00f3n extraterrestre. Pero SETI est\u00e1 trabajando en ello.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" src=\"http:\/\/www.pdm.com.co\/images\/Noticias%20de%20Ciencia%20y%20Tecnologia\/Estrella.jpg\" alt=\"\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Dentro de nuestro sistema solar hay un material parecido al que m\u00e1s arriba mencionamos, aportado quiz\u00e1s por los cometas. Es posible que fuera de los l\u00edmites visibles del sistema solar exista una conglomeraci\u00f3n grande de cometas, y que algunos de ellos se precipiten hacia el Sol (atra\u00eddos por la gravedad). Los cometas son formaciones de fragmentos s\u00f3lidos de metal y roca, unidos por una mezcla de hielo, metano y amon\u00edaco congelados y otros materiales parecidos. Cada vez que un cometa se aproxima al Sol, se evapora parte de su materia, liberando diminutas part\u00edculas s\u00f3lidas que se esparcen por el espacio en forma de larga cola. En \u00faltima instancia, el cometa se desintegra por completo.<\/p>\n<p style=\"text-align: justify;\">A lo largo de la historia del sistema solar se han desintegrado innumerables cometas y han llenado de polvo el espacio interior del Sistema Solar.\u00a0 La Tierra recoge cada d\u00eda miles de millones de part\u00edculas de polvo (&#8220;micro-meteoroides&#8221;). Los cient\u00edficos espaciales se interesan por ellas por diversas razones; una de ellas es que los micro-meteoroides de mayor tama\u00f1o podr\u00edan suponer un peligro para los futuros astronautas y colonizadores de la Luna.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La clave para vivir en la Luna puede haber sido descubierta por la ESA\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUWFRgVFhYYGRgYHBoYGhwaHBgZGhgcIRocHBwaGhocIS4lHh4rIRwYJjgnKy8xNTU1GiY7QDs0Py40NTEBDAwMEA8QGhESGDEhGCE0NDQ0NDE0NDQ0NDQxNDQ0NDQ0MTQ0MTQ0NDQ0NDQ0NDQ0NDQxNDExNDQ0MTQ0NDQ0NP\/AABEIALcBEwMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQIDBAUGBwj\/xAA7EAABAwIEAwYEBQMEAwEBAAABAAIRAyEEEjFBBVFhInGBkaHwBrHB0QcTMlLhQmLxI4KSohRywjMk\/8QAGAEBAQEBAQAAAAAAAAAAAAAAAAECAwT\/xAAjEQEBAQEAAQQBBQEAAAAAAAAAARECMQMSIWFREyMyQYEi\/9oADAMBAAIRAxEAPwDx9z+SXab6xv5SmpSPvHLW3yXXUNE9U6DE31jfwv4HyTEEaX\/hZtDnEm5PsWS0j2hNxNwSRPSRz0TTa3L3dONSdbm1ztH8WUUlVwLiQMoJJAkmByk3KjkolLHqoElLJ6pAhAsqximsBAY8vGVpJLSyHEAubEmYMid4lVkqgVzyTPysiSkCc0SY3KBSZk6dBoPPZNnqn3BPO8+NikyoGynF5OpPmU4NSZVQ2TzRJ6p+VPq5TGVpFgDJzSYuRYQDy25lBDmPNJKcWpIQJKJSk9P5QUBnMRJjX35DyTZQQhQEolIhA7MUh70iEDngixSZj7ukhIqJAwmLG+nXa3kfJMlPdUJAEmBoJsNzHK6jQW2flxcvneA2PC6VVghAGxSiykeToDIkm0wbXMHdRAGOnotIlBadSQADG94sIkQJ3+aigTzCm\/O7GTKP1F2a+Y2AykzEC501JUTG8zHVFBBmf580Hr72TmsJMC5jp7KRz0QOaIHr0PL5JgCcQNvL+fNSVqhc4uOWSb5WtaPBrQABbYKYqBSOAkxMXiYmNpSkm4IEkgzvvoeRn0CjUDhpMW0QCkCc0KBAE\/Ly\/mE9jJWjhuHEgOOh56W9nyVwU8PhXP0HjsFqYfgTiYIJ06AzMRz0K3+HYRgMRcGQNvLf7eu\/RwwDZOrbd06d1kGPwn4dpGCWMfeDIzaRMdL69F1+C4Hh2QDh6T221p0yJ53bpf1SYag3aJ0G4cGj+Qf9p71pis1jgJBIAmSJAsACdu1bl2FLRKfg3htYDPhKYnR1PNTP\/Qgbe7xicU\/CPCOvh8Q+k46NflqMB5bOHmV1mDxJLQRyuPlA5degKsvqh4BgSbn9wMaTqDcRpv1Cmjw\/4g\/DjH4YFxpiqwf1UZfA\/uZGYeRA5rjS1fUeAxFbMA50sgiSMr5BNjsZHJZ\/xP8AAWExwLnM\/LrG\/wCbTABJ\/vbo\/le9rEKyj5rc1NIXTfFXwlicC+KzQWOMU6jbsf0n+l0f0nrEi65xzVQ10QImd9I6RyTITiECIOs7fWVA0FKTvukKEAkSpEDyBaD39PvslptkgDUkASQB4k2HeVGnmNuXqgYQkSlOERvPp0+qoAhLCECOTiRpHfqkNiZCVxMAbaj34LWoUkGbRy75QAY6ASb849dLJGkiCDBFxGoPNLBGvL391Qsic0CLW7o1jSfqmRr5+qdMDbfTXkkt79+5QIY6DXn6obrf7pXXvzOnu6SFBLXDcxyzlk5SYzEbZgND7uo8p1hOIgaDa47pjl9UNNvVRSNapmMm22vTv98kjKavUaIkaGYG\/v8Az4oLvCMBmzPdAYyHPcZhsmG7GXE2AHXYEi8KktlurwDJgEC8AATlEdZj10aNMMw73xmzw0tdcQDLSRu4G87W5rOcwEwNLX5AmZPU\/Q8kD+HVSx4INg1wvuYJHrHf4rdocXc0yGjY330Nx5juHNYbadpFj7jxlWmt+3hpKDRZxJ8ZQQ25NtbxMHUSS7zumuxBcZJ9zMgd\/wA1VA+c+\/P0UtFmveD859\/dBpYXiFVlw93LXS825FTN4pVJ\/WdZHPWdd7jdUKOl\/wCI5+voVZw1Am8ezGhTB3XwzxI1GnNFjBHIg2\/+fGea6am++psbDeI9f4XmfBM4qDICTqYgWmDY239fL0XDE5ZJ\/TY8hFp7veyxRJjsNSrsdRqsa9jxDmuFjpsdDcQdQeq8G\/EH4FfgXfmU81TDOMNcZLqZ2Y\/p+12+msT7TxwPDA9ky0mfIib6peG12Yqg6nVDXtcCx7TFwbQW\/XpNldHy29qjIXW\/HXwq\/AYgsu6k+XUXH+ps3af7myAectO65V4VEaEpCRQIhCEBZOL5gWt0A5b76JiEAldrZIhA5qVPIHP5+SFQxoE30mExO09\/NPJB2v3iNbRbSFQNMcpF73nwIhMDk4aa\/wAp1RthrHUR73ViGTdLl3Oh+6dl0i5I2Ghk2+WnNOotkgW8YHfJJFovqFRFH8fdOaLHTl177+KQjQqQ2EWM7jXulQMby5xy+fipGN8\/ojKPl8rqem1RS02LawOEnSCNOl7E+AIM9Fn4enJvYeS6Fp\/LpgRd8a9IIaBsB2T4EKh+Jxgdma3kGz\/aCSLbGT4T1UL2xECJFh6GekhQ0xsdSNe828LjyVktvPXy2t1Jt4FESUm2J996lc3cdIHLWQeeg9dU9tOPfd6Spns0AuUNRBm3vkpWADxuOimw9ORbobdxSZLoa2uF8Oa++aAR\/wADlsXHYAkCehV+pgMnYy3IGWAbkAdknWRFhvvEyqXwc4iq6bMtc\/ukwPUf407M0QYBkw4ZepzAgnpLW90qU1ncK4cO1UBOYAFu2tgNJ3ae+PDoMJWaG2IgnXaARAt006BYWPxQBcGmCBPIG+W3MgtNuo5wsWtjn5QMzg7NmmfQ8xp3Zj3KYPQqzWuaWkyHAg92xCxOB8LfTquJ2kAg+hHdB8QqPAePmWU38iJ6gm8d0HwK6PEOc0PcwdoZXBvMA9odbT4qCh8Z\/DrcdhX0TAeO3Sd+1408Ddp6OPJfM+Ioua4tcC1zSWuadWuBgg9QQQvq7C4rPNiLxB9COhXiX4w8CFHFiu0QzEtLj0qMgO7pBY7qS5WK82LTYW6aDXr901gG+nS50taQpXsULglDCnEWH829\/VDhBj5JqASJwCaVA94g2M9dJTEIQOalSNSqgbF5Me7JhKe5hAmLGYPONfmEwFA4D7p0Xv6DyTCFMwjQyQReJtyHnHmrA3NaNNPfz80umm2+h9FGpKZ6A8u+RqN+5aQOd4k3JMzN570rRrz9ymtClaPf3UolaPfPqp6bExjeeqtUW6chr3Sg1uG4YPIB0AcSOQDHOJtzy93mp8U0uIDjlLM2uxkvMnfc\/wCVLwgBud2ssBAF47THkkb6NHfHcpDhv9JxeJdncGumSdHE+Ma9Z3Ek1BQwpdeIbYmdpBgnpYnqpmNgDvtPTSemvmpH4jNaAABtvFp9AOoaOSlwMOBJknswBr+rtQNzYDzVxUtJs5RyBLuca2HgfYS\/lxbcn6m3kNVo4Ph7zUY2wjtOjRsNE+YLxHLwV2jw4Co0n9riRpPaaxsjmcxvtGlwjKizCPYSCNx4u5T3+oU+I4eRHUTO0AD7jxK3sRh7FgkyRbfQkT5MtP7t1OzDAhjXG4vzvEdoeI8lF1S4bw7KwEaz2rkAmRlaOmt9dBuV1HD+0103MmDzadII0doCNiCFncMYQ64sRGXUZnSHCeUH0W5hqGQRz16GOfgL6ojmfiDDNYYGjwYPRuWx6cx3HZc6X5jHh3LofiqmcwP9sd5GvSe0J71zVMX6pILfDqJdUaNDma4HoCc0d1vJek4aoC2NY7PUgR91xHB2tfUYCJsZPgRH\/b1XaYJsN6gnpbX6qVoziebJmZqC023bmkfRc1+KnDxX4a94HaoltYdAOy8f8HOPgF2cBVMdhRVoVKLh2XsfTg7gtLVMHyvUaqz2q65pi+u\/fuoKgtEDczvtbut6laVXzWiBrM77W7vuVGVNUItAiBe8yZN+loEdExpgg\/x6rIjQlKlcwZQQ6SS6WweyBEGdDMnuyoG1GgOIBkTYxEjnB0TqoZJyl0bSBPjB99FChQOalSNSqggXv4c9ffio0rglMbIFa6EoudvoExSsMXBIsft8iqFB530J587HZIOiVoMEwbReYgn7wUrRNrD06KoUE8+np9lOwKFjVZYJj35ygmptVmk1Q0wrdMK4Nbg83HMZZI5iQJ8J\/wBoVrEPmQBAFo6wPmG\/S6j4Q9rZcZhoJA2cf6fUDwncKNs6zcmPMm\/qriaVvTqfBTYZpAdBInx0kgxznTxTWsiI329+7LU4bQD2gA5Yc1zieYcG2I2GYHunxuJrc4biHPL3ReTmgzJPZD2neJb5BdAMKHCWiS2AOYdrE6gxl8Af3LHwFLstLbZg4RsSDOW20g+mkLosNZoeLTmJ5l0a+Qd4x4TE0j6AaGgxoJcdzkLpPMzPgIU9DBzm74aeWs+UBWWsBaOzaZgxrfT18\/FWRYRtp5+yphqOjSDOpyk94EevaAUsnSb8+nu6Y92kRfnyGvyHiqXFsZ+UzMLuMgTpvOmtoTDRx2gKlNsQXTIOnZIv42b4gLkauAc12UtIO3WNSOehV7A8deHZH9pptaARvbuFu5dFhnsqOztuMpBteQWiw2mdO7qmYaxfhhkZyRZpBneSPtHmuwpPkT6LJwlBrT2bNcbAdB1\/3fwr7T2o2H2j6qVdXJTgVE0+\/fuye1B8vcVpxWqt2bVqDye4a+CznssTO4teSDN9ItA\/5CN41eKnNWqu\/dUqO83uP1WbUajUUntTCFO8KJ4QRpE+BGvK3nJ+Xmim2TFvEgDzKyqNCEpHJQOCEBCoY5IpKry4knU8gB6CyYEAnhuyaE8\/5QO53tadvd\/klb3fP3\/hIHGNVIwKxEwseybc7jXUEeinpt92UTGXtM\/X\/KsU2rTKemNFdw9OT3XvvzVVg5K9hx\/C1hav0WDO1hJjM0E62Jym3j6qRlIhx6SPHSfP5pjR+l286631A+S0qIa917A3PXQ9+t\/FVnVXJ2h3\/RaPBqJMiwJIHVpNs0b6R49VEzCEATqQbdTsOo+i1OFUS1zc+\/ntIJ6g2Peia6Wo0M7DNh5wR\/8AQ+St4CtmDdgRH+4GDdVsW3PlzQ10QTGtgSY5fOFcwzQMoFg0RfzN\/AnxTE1bousAZAAkjaJ+dtNpVgGZ5QD4jWfCB4KjUqASN7Du\/wAQfNS0sTmMaX8xcH6JhqyR2fP+fqs\/i2Gz0nTYsJc3qCLj+eiuvedbBsEnpb7yoc+Y5TpBzdYi3jA70w1x2GpgETItLT3iT6LrODsaGEgRLi4TroLde\/os+tw9jnS0xkIBbqNbX3uFeeYvpY\/cmfLzPgq6vtGU9Gg\/OZnwVpjtvP1hY\/FcZkYQDc6EeEn3z8q3CMe9z8p0N3HXuvsLFZxXThQ4\/EinSqVDpTY957mtLvola6TvpK5r8SOIfl4F7Qe1WLaQ7j2n\/wDRrh4hRqV4W8G062nvVWo1XqgVWoPoPfkVasU3hQOCtOChc2bAGfOe5ZVXcEObEdf8JzgmuUqmuaU6k8tMiPESL2MhNKT3uoFalQEIGHVK5IVNVqZiTEE68vDkIhBHCUIIPndOaFYhzVM1qYwKZgVglYFZptULGqzTatxmrFIK1Raq9MK3TC1GdW2O0GthYq3Sf4cz4g\/QKpTardNqsjNroQ3OwPETd9v0i7s19t+63RaOCaH9XAT3mT578r8lkYA5WTqP6p0IkWPXQjw6LTwIgkg2n7DXlfzBV9qamxOIJyydDlHM3bEzoYjyHWL2CxBkEXBDjvrcmNxabfZV3Uw4kEWAsD1Ox8\/Mc1ZosygO5WjfcSriasYp8OBAJk69LmOpgJuGqZnZth2R1sW+YGo6IqPIBgS4RB0kRNj1n6pMO\/Q2ibdZBv46K4mtJ77FxjYdLAwT5lUP\/KggASHm5F8jYESedp8QkxlR2QAb77De\/WRKSjRIjuiPL169e9T2rqzUZBnXQjrb1UGNxOVu0mQROg1gdb6p7qwkAuhtjvJO\/p8wVlY+vmk+xJU9q6K+KLmiefkDaFo8Bcy\/MmTPIWnpd3uFhx6a++9aHC6Zc4tBgEQTyA5dVmxddbh3SJ99y8r\/ABN4n+biBRaezQaQer3QXeQDB0OZd9xniTcHhi+2b9LG\/ueZI7wLk9GleL4h5cXOccznEkk6kkyXd5M+ZWcXWfUCqVAr1UKo8JWtU3hRPCsvCgcFlVZ4UTgrDwoXrNaMcE0pxQGz3c1FAQnR1QgC0czPhAvz32TGjmh7pKEDiBNtEma6UKIhWouUTIlTkwCeSqYQ9rwV17Za7uVngvkw1XZQ4AAbjpPVaWGeHCW3GnJYuHLi17RpGbuggn0nyVnhVaCWkw07nQO2nlN\/JJ18pY0cXjQ1sNLXPkCDeL\/45arWoAwJ1gT0O8LiqwhxF5FjOs7+srquDVQKDXOdDW5pJ2AcY+i1z1tZ6mRr02q7RGyqYWo1zQ5rgWnQj3ZXWWE9F2jnVnAYtn55ohwL2tDnNg6dnQkRN226g7LWwGMpOe+m1wL2QXtE9kQDF9f0jneJ5LzP4d444Yh76jm5nsIzOtBAlrQf6W2AjSw5I4D8R1W4ovytea7mNe1ohxvADLwDca6kDvWJ6k+Grw9mYZBG4NvRLRYZcSbOEegtG0e+a5n4w4w\/DYfNTextRzg1odBc5v8AVlaQZiWydACbzAXNfhv8RtZVOGeHH8+pLahOjiIALL3cYEydRyW73J17WJxbzr1Clpl2AiD46p7KdwYiNfXTklZFibG49VztD4nc7HOw7BSdh6bS6pWDnEU4aS4PdIa3tDLv8wNdWc+WZt8OqYzn5+\/dkrmxfvA6b+eq434S+LnYnGYjDOLXtzPdQewBoyNJEGbkwWkGNQZtpX+A+OPOJxeFxGINWoHu\/LDv0nKXipkJA5NOWAAGkjdY98ufbXss36dHiGuDnTz9+Giqlq18bS7WbX5ePRVGYUuk7DUrdjMqmynJgC5XRYHCsosL3uAyjM4mwaIVOnSaxpqvc1jGCS55AAG8k6D56LkeMfEbcW0flOJog2NwXuH9TwbiNm7WPKMXzjU\/Kn8UcXdiaubRjJbTbyB1cf7nQCeUAbLnqoV6o1U61tVLMalUqgVV7VbD2uEtII5hQVAstKTwoHhW3hV3KVqKz2++Vz52jzUDgrDwoXhYohITU94TCpWjmhInNQiozqnvcSSSZJuTzTTqlBCgkY2dB18FE5t+9PY8bpDUEg8oVqFDsrjGy0mw5pg2IKyXkSY0V3D4prWZTM35JKWIKVYtDhH6hHdr91awFek1rg8TeQInYjXb+VnSkUlMadXBONM1XG7nAjudue\/krHEMUKbP\/HYSYJD3aTeS0R1se5R1uIsdQFPK\/MC28jLAadomc0b6dVkq2yeCT8u5+F3E0R+mxIAGovPa639yuhpNXn3A+L\/kB4yh2aDd2XSbCxkmfRdiz4kwkFzajoFw1zSHGBMQJEzIF13465ybXLvm74cxwqg1\/ES17Q9pfWBaRY2ft33Wc4mjipywadaQ3YZXyBfay6z4EpsfVrVLOfIc2QMzQ4vzEebQSLXhYPHcWwYuq9gY8fmteHag5R2mg6FpJv8A+ohcrMkv23Lts+mj+Jjnf+U1pNm02wIgCXOmOff4bKX8K8Gypi3Oe0OFOmXtkAw7OwNcJ0IkmVqfikxoGHc5pJ\/1RMgahsA72dfSNRuofwsb+XioNxXw7nt6RViNf7HLVn7n+s7+29Oxoa1j3PcQwNcXuBLcrQ05nBwuCBJkXXgPDcMatV1OnUFNr21LvdlBa0F4Y6NSS1oi945L27j3H8PTc\/CVQ8ufQq1DDZaWCm8uBMzJax20cyF4nhGMoVB+ewlrqLyAAHEGpRcKTy1xAsXMfrsCFfW6lsT0pZKo4TFvpvbUpuLXsIc1w1BG66H8PcTHE8O91y972+L2ObPm5ZPDcCTXosqtIa+oxhmQCC4AwembZXfhDBOOPoM\/S9lTMcwJg05eQQCP2Ea7rlzux0vivojKFRx3EGUxBuf2N+vLx8iq2JxTzaco6W9dVkVqa9uPJK53494rWfh3EGGgtENMBjSYJ6k2bOvaK8\/4DWcPzQHuDW0qji0EgEwGiORkgz0Xb\/G9P\/8Aleb2c0mP\/YC\/S\/nC47hOBqNOIa5pBFFwIiTLg1zRbcgT4Lz+pP8Ap6PT\/ii4Zxt7CGuOZml9WidQdfAra43Xc2mS2O12ZOgGUnxJiB3rmuE0\/wDXphw\/qAIPvmuq43TBovkTAnxGhU5281bk6jm+C4lwcGT2XTbkYmfRaPEKoawm97COZ9lZ\/AP\/ANCP7T82rQ4tTBpuna479PqszcW+VPAulmpMEgzz18rqnhzD3NG5N+6VJw7NleBE9mJ2N\/oN1UofrEmLqb4XPK9UHJQOE6C\/RWHhVa8xZWkKylne1gIGYtbme4NaCYBc5xs1s3k6BVniCpGO3kSI+fLRRlZU4ITgEIK5QgoWVCEIQCEIQCEIQCEIQCJQhBNh8S9jszHOY7SWktPmFDKEILuO4hUq5M7s35bBTbMSGgkgE7xJuVq8D+KKmGqUqjWMcaVN1IBwcA5rnuec0G5DnH01XOoV2+UyeFvF419So6q9xc95LnE3knv2i0crK98S8aOLrfnOY1jsjGEN0Ja0NzRAiY020WMhRcTvxLixrD+lhcR3uiZ\/4hWOD480MRSr3OR7XmNSAQXDxEjxVBCD1er+JuHMxQq6Wuy56nb1TnfHuCIn\/VB5Fon0dC8mQuv63Tn+ly634w+IWVyxtFz8jQS4EZWuMgjs7xG\/PvVfCfEDx+ZWLmGoTSBa5rhna0OBIy2BktnTeOS5pErF6tutzmSYuYbFRWbUMfrDzA\/ukwPNaFTjLqjnNcQ1jmlgGzZ0cT3xKw0JOqZGxgC1r6Ti5olrg64ERmAJ7xl74V3ieJpFrmhwMtMRe4vFpAv1XNyiVZ1kws+dbfDacUwf3En6fRYzgR75FJmPmgk6clLdhInw9aOydCU\/EiyqsMGeSkqVZGm6b8GfJtNqa43UrCCAN0yoE\/oIHFKmhCypCEkIQgIRCEICEQhCAhEIQgIRCEICEQhCAhEIQgIRCEICEQhCAhEIQgIRCEICEQhCBYRCRCAhEIQgIRCEICEsJEIFhF0IQPaeiEIQf\/\/Z\" alt=\"La luna ser\u00e1 colonizada por los Rusos antes del a\u00f1o 2025 \u2013 UNIVERSITAM\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No se nos va de la cabeza la Base Lunar para un pr\u00f3ximo futuro<\/p>\n<table border=\"8\">\n<tbody>\n<tr>\n<td align=\"justify\" width=\"45%\" height=\"21\">Muchas e insospechadas posibilidades de investigaci\u00f3n cient\u00edfica se abrir\u00edan si el detector de ondas gravitatorias GEO600 es sensible a la naturaleza cu\u00e1ntica del espacio y el tiempo. La \u00fanica manera de confirmarlo ser\u00eda realizando experimentos controlados cuyos resultados puedan ser atribuidos solamente al &#8220;ruido hologr\u00e1fico&#8221;. Un experimento como ese podr\u00eda ser el primer paso hacia una nueva era en la f\u00edsica fundamental.<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">A diferencia de otros grandes interfer\u00f3metros <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a>, el GEO600 reacciona de manera particularmente sensible a cierta clase de efectos, lo cual hasta ahora era visto como un inconveniente, pues constitu\u00eda un obst\u00e1culo para muchas de las observaciones habituales, obligando a realizar ajustes de las lecturas.<\/p>\n<p style=\"text-align: justify;\">El \u201cruido hologr\u00e1fico\u201d, sin embargo, produce exactamente esa clase de efectos, por lo que, en este caso, la desventaja se convierte en una ventaja.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUUExUUFRUZEhIZGRsYFRoaFBEbGhgbGB8ZGSQTGBgbKzkyHys3KxUjMUUlNzw+PT0+GjFDS0U9STY0Pj4BCwsLEA8QHxISHTMqJCo+PjM5MzMzNTMzMz8xNDEzPjUzNDUzMz4zPjM5MzEzNTM+MzMzMzE1MzMzMzMxMzMzM\/\/AABEIAKEA1wMBIgACEQEDEQH\/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQMEBQYHAgj\/xABDEAACAQIDBAcFBgQFAgcAAAABAgMAEQQSIQUxQVEGEyJhcYGRBzJCobEUM1JywdEjYrLwNHOCouFjkhUWJDVDdIP\/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX\/xAAsEQACAgICAQIFAwUBAAAAAAAAAQIRAyESMUEEURMiMpGhQoHwUmFxsdEj\/9oADAMBAAIRAxEAPwDKGFcWrt95rk0MoKgKF6MUgBREUdCgAiKOhRigABaBp\/szZck5bJYIoLOx0VQO+rHsvZOEQnrGMrC25WZb213aH\/ik2l2K\/CKbauwh5H0rYejfQvDYgdZmfIDqOrCA34DW9vKrWnRLCBxdRIy+4rXKoeBKDQ+dKMoyjaYPknTR52TCyN7qO3gjn9KXTZOIbdDIf\/zf9q1LaeF+xSBVmQOb2UOpOnB13ceNS+zul0YATEQ5TuzoOye8rw8qN1oejHk6P4tjb7PKT\/ltS69FMaTYYaQeKgfU16Fw5ikjEkdnQ7mRgR4aUTQxHXI1hofeqOY6MAj6H443\/gkeLRg+l6Tl6KY1N+Hcjf2Qrf0mt\/WGDkfnThREO6nzFs8xzxNGxVlMbcmUg+hrjSvR21oMHKhSWNZtNMyg+Qbh5Vk\/SHozhgJXhZ8NImphlOcOCRrE418j61a2S2kUtbUZ+dcuhU2Ise+uLUxgNAcqImivSoYDQY0RoxTA5oV1loUAHMtmYcmI9DakxS2IHbf8x+tJin4A5tRrQtQtSABroCioxQAKlNn7NzKHfRD7i8XtoW7l+pHdSexsB10liLoozPra4Hwg8Cf3PCrL1Ktq2h0AAFgANAq9w3VUIOTrwZZMqgv7jJ3suRb5NOyN2nMDfUpszAyTukUa3dtN2gH4jyArqOBBY2+m6rLhtqJgoXdQDi5rLGunYU6hm+vpU+rqCS9xekm5NyLD9oTCIuDw1jKBeV\/wkjVmP4vppVf2rt6RA0eHbKD95KSM7kaHLy8aiMdiGjTqwxzP2pmJ7TFtchPnc+NNurvYkj1+Vc+LFz+Zul4R0SnTpdiAwpa+Z1F7k3zG\/wAt9M8ewjHVq2Y8Bc2t4cKf4mfq1BW1ybbt1rVUsQ15C3G\/DvNaSx10wb\/qRfejW0nhBkgky5bddG1uPDJ8XcRWjbG28MVEzJYSKDmQ3uOR7x315\/bGskl1NnXc36HmO6rTs\/azhftEJ6udBmZRqDz04qeIqo20mzGUXF6ejZMFi+tjVsqsT73LTlSr4OM3JTThYm\/pVU9n21xiOtYDKG7RT8D8V8NdDxFXelGKbZpuin4rERDdFiU7zCWHyN6RfZiY2NlUtG6EZZDGVIvwZW1Iq5slJhGHwqfAkfI1PGSdg0ujGtudGo9UDo0guCUzXVl3h0bUeG7lVBxmGaNyjCzD014g8RWv+0TYDK64+PNGyWWaxBVlOgYjzsTytyrPtsq01rKLWzK1xuPM\/wB7qcXT\/wCiKx50KUZLGx0tp5jhXFaAcmgK6y0RAoGA76FANQoAWx4tJIP52+ppEHQ6VI9JcKYcZiIzYlJGU2vY24ioq9C6QHVFRUYoAMCjrmnGDjzOq77kem\/9KAL10Xw2Giw+aR1MrjNl1IW+4eNvrUdJN2jbdfT965zxgaqb+OlIS4kWAVRe3aPEm5P7elb4p+DjyY\/1NkvseFp5o4gbl3AP5RqfkKT2tiEfFTyx3MSMRECb3I7IPh2b+Ap50XlMceKxRsuRBFGf+pOct\/IA1zPJF1VlQq+UFSCLa6C48PrXN6h8pnZ6eCUeyvyF3N7MTvJ11O8k10cay7x63pfrXHH51x1xtqb+OtTySNY417iE21CwAIIUE238eJqM6kkkh+N9RUw8gtZlBG8dkfpRqIyLZR6mh5F0zT4Tl5Ik4F3zNcG1r61YdjYLKgkXsuBYcjfeCORpvh4Y0vbNrv1Bpy+LRPiYcuXyoTT0mHwlTsU2JtZ8DjOtUERlissfNSdQBzG8f81uP21WjjkQh43sQQd6sLhhXnrFTB5C2bMHNjzvwNqvHQTbDCN8FIbFCXiB3hSe1H5E38zV2cjXHRqKzagW0tvuPShJiVVcxue4C5qEie4Nzw01pEO28EKeZJ+YFZfF47eyqb0SWL2xAIyZGsp0IKnXutWadMYYXWOaEpuKsi5eOoLJw41aZtlmRiZMRcW0VY2sO67GonH9G4ghcsetIIBGi3A0BHEVljk5S35FkfFWjLNpQG3WWNtzaeQNRoNWNEeRHU2F9GHEVXJYyrEHepIPlXTGXgdANA60FNFVCARQor0KBlk9oK22njB\/1SfVVP61WatvtPS21cV3sh9USqlQugDtRGivR3oA6qT2En8Qta+VdPPT96jBU3sFOy57wPQX\/WnFWyMjqJPJhC4z2FMUjGY1N4NhkAJtp\/ZqLWMB3sQwBsDrr32rtwpXRw5XrseNFeCVBvYREeIcLf8A300xsYzSAbgSBrwXsj6VL4JBex\/Cv+2SM\/pUbiMpjZhvPPv1rmmk8rN8bfwkQTKRxoo8\/Cu2NSGyk3+VTwizoxNvVkRK7393cBwolnPKrOkSk6qPSlhg4yR2aTwJnaoyrTK6JO4im2Ncm1r1dH2XGfhtTHE7FX4T5Gojhp2Yzc2qKcGNxrrf+zV0wmPwMAinH2ifFAXftIiK1rEWsSw1PjUTiNiNwriPZTANcW0zC9+G8U2qezBprbRqGK6SYdVHVlpCQCLAAai+81D4npHI3uBYx4Fj4XNcdDNiriYczSEKjZCoAB0AIN\/A\/Kr1s\/Y8EPuIL8zqfU61wyg1I1TTRU8BFjZmBu6J+I9gEdwtf5U22+8SuMOHeeZT\/FbMVRL\/AAkk3J3aCtNRR4U2nwsIu7pGCd7sqX5XueNqvHHi+RE0pKjzvtnPHK6C8anUDdoeZ41DSCrT0vAMgt2sjMhtxsdDUJjUsgJFrH610uSu0uyYXx2Roo2FCjLVRRwaFGaFMC5e1iO21Zu9Y2\/2KP0ql1bfaRtGPE455Y75DHGNRY3UEHSqmRR0CdnIoXrq1HakAV6s\/RyMGEk785+i1WbVZOjR\/ht+cg+YFXB7Mc30k6igXpnGtyfGlQUUjOWykgG1rhdLsL91S+1dkpAwEZLo2VkYkXKsL3roxZFyr3OKcHxbEMG1ix5Iv+50A+lRGJxBMRNgLAfOpmUCLDvIfinw0Q8i7t+lQmLS0TjwHpcVjJ\/+sn\/NHQtYkiD68HSpTZUujVFnCMADY24Gx19af4GBgpLAqtxfQ7udSpbOjG9qiYjfU09hbUeNRiOpPZNxTuB+0tXFnpR6JtGuaSn4UmJbbzak3xI8TTWyGmBlpLFEhCymzA30tex0IF\/GuGxXIfOnBYMp52vw4VM+jPLD5WPvZ1jrSzQ5SMyB7k3JKGx04aNV+LtwVmO\/Qb\/Oqt0U2V1eJxEgcP2ECnKRYP293gopx0y2xJho43QX7QHvMo3HUhferkdSkortnLdJv2LLFHK6glupvwCguP8AUdPlS0WzYwbsDI\/4nJY+V9BWb9C+kks+MWN8qoxZ7KGF2GtySSTx03VqgNS48ZOL8FRdqyhe1AIscKhVW7s5sFF7C1zbfWU7VUdWzHeSMvrV69quPH2kLvCIoI5FyW1+VZvjZWdS29bjX9hWj7EtkfQoNQvWgwxQo6FAD3a1+sF9Oz+9MCKnelEZWRLgC6aeRNQRo5ctlShwfEIUCaFqFBIBVm6HyoBKr2t2WFyBzHGqzlp9sYIZAJGKIQdQLm4FwLeVNETVxL1jHgMepvyym2\/maRk2qhWNc3YQZY1Ck2HIu2\/fTTEqgVerUsul81yTfwsBXEzSsR1cYQWHwrvsAfp866MapnHkTel0LbaxQkwRKZgYcQjsCeyyyKwDFRpcMtr8iBTaTFs7HNljUnMLKbAN2rk+dSOy0lm63DOUAnjZFUIi\/wARO3GbqN90\/wB1Qa4MyRRuxbMOwVtuy3IBHr6VzztZHX8s6FGLx0w8XKu8y9ZbgLkAd1qavPGVskZzHTVj6gCnUmACbhmHEjNb501kwjXIysF4WVrHzo472OFLoV2figTlIII4gXHyqWhlFx2qhigjTKL5mtezC1hpY2\/vWmrYy2lzflQpbo7I5qRc84bUnhzFIuw4sPLWqrhsWwa+U249486ertAk6lV4C9yR6VSm0Ws1olHxGUgBcx8f0pHEYth7xEYtxsKip9otqCzG28aKPRaYyYok6AD6+pqJTbRMsrao3DobOn2bPmuXy30PwootT3acMMyZJIzIu\/KSQCRu3Ux6IQgYKG3Fbm\/M7\/pUu0deDm9ZP4lRS0\/3Lhhjxt+TLMZ0ykw5dcNhMPhGUlSRGXfQkbzUzsk47HYUmeWWMlrgi8WZeQAAuPKoTE4D7RjSkZAd5iFtvHNiOQtfyrUcLshYiwEjSOwLHrZCzHS1wdwF7ad9et62M5RSx0m6bfk5MDW72Zht\/ZHVrIZCCbLZtdefvcrbzVSx0qdV1anM2fNcAgAWOgJrUdsQMY5Ynb+I6BGLFfdNyFQLpqV+W+soxcdiAdN9ThtpKTtot0nojzRg0o60mwrqJBfjQoA0KANE6XbH68xNG6IwUrlbML63vmqnzbAxC3tGXA3lCGFaZtXZLjISpUa9rKAOHxPao6LAyEkIc2u4BnJ8L6V4WL1s8aUdfuenk9PCcnKzNZIXX3lZfFSPrSRracN0bxM33kdl\/nYAf9gp+PZthpNZQt7aiNcnzFd2L1cpdwf+TkyYYx6kjCA1Gj2IPIg+lbHtf2XYFAWGJfDfnaNx6NY\/Os8250ajgJ6rGRzj8kifM3Hzrsjki2c7Rb8OcMEW+IGUgG0aMx1A3m2+upJcGDojzHhmIHyNVHY8jJF2lZlzZUZQ2Q8bZwNfAcqfrJIB7gUc3uo8bHWupZWlqjkeFN7ssSbYWMq0cKI6kMpPaII1BvpypDaMiwytJEcqYpOvS3BrktGN+5ww86giybmfMeSKberftUphSs0Jw6KOuRjNhgczFmA7cV+8C4HMVjkk5O2bQUYqkiNbbINwI2kYnQsSbeVdyY5ytpFCqRu7vC96b43G2VSiDUdvL8D7spO6\/hxqKfFXOq2PHfempJqxcmnXgfYrFxFAAmfKdCQBv4b71FYon3k7I42+tPMK0TGzdnv1P0pxtnZojRXiYPGw1AIuDztyP1qZe6LjkV0yIePlIGuLnskEU3drcb10BY3OtI5TuGtK7NG76Ork610iEm3Ow9dKUiwMh3gqO8GpnZWy7yR9xDHlZdb\/ACqJySVjUX0al0fxbJhIkVAMqkF3YBbgncBv+VR+3dvoiODKXcggBeyi34kDU+ZNVLFYmQkx5nfU5UBNhck\/rTrD9GJ3XrZrRRj4pCqr43bfXJi9PDnzr7jyTajxv7E1sfGCOJUjjgMsihc8sbsWza2OuvhoNNaZdEsS+Mllglkd1TtRxqzCOwJGiDhy8a42jtDBRMjRyPiZEWxVVtGrW97PpffUdgNt5XTqcuHNjcRZgWGujtex3VvnvJBxtpvyvBnjTi09UWLauFaJjLIVjdLKkZYZgAbBwt9R3btaoPSrFRS4hmiURxgAAAMNTdm3k8Wt5bqVkxhJmxTkuztkjuSSQlrm\/jb0NV0sSbk61WPGottFNtrZ0tJvvpVd2u+jKd3fWohvloV1ehTA9U4nCRvYuobLuzbhe37Uwxe3cJALNKgI+FLMfRaznaMGMftYvFx4cHerymR9OAij0HrUNNicBH7zTY1v5mEMf\/YnaI8TXJw3aSv8l8tVZeNo+0iNTlijzMd2dtT4ImpqNxG2NqTrfIcLEfjkKYdLeL9o+QqnP0zeMFcNHHhF\/wClGisfFzdj61A43a8spzO7OebMSfU1pwb7JsuOJjgBvisc0rfggRj5dbL+gpk23cJEf\/T4RC\/B5i0z+Iz9keQqmNiddTf51w+IPK1WsYrLFj+k087L1kjMoOgucq8Lqi2A8qc4uWABcnWSvvaRiEVh\/KlyfU+VVHU\/3b5VIbPfcjbvh7jyFb43x0jLJG9lv2fiMA6hZRio2\/Ejxuo78pFXLYOzFROswRwuPK3YdYjJOpPDrATY+IFZphoSzWVS\/gCfUcKn9lO+FfrBKIDa1lIZ7HhlFx61T+ZnPaj0znpBs1lkkxIjaDDyHJPHoTC55gbxcXv+tVzFbNkjYK+pYBky6h1O5gauZ6ZOZVjLGTDEESCch8994YqAF8bG3hSG09lxdQHRml2axvHICTJg3O+OQcU1+friouMn5Nl8y9iotgih\/iMkR5Xzv\/2re3naneFa\/YUkqfeztlU+KrqfM02xuypYjbIGj3rIpBRgdzBhSQkK6HU8gL+pocm+kXCEV9TJaPYiZrsSQR8IuPMb6cwwRx6GNGW\/DRh31FYfFEWN7HhZiDViwbLIjM4MZt7xtZu7xrGV3r\/R34nCK6QQwkTe6+X\/AFA\/I0aYfISQ2ZU03AakXOvp60lh8G\/WZY2R9w0O9m+EA8qlo9nZpEhALqushAPba4O4czpUuHJtUv2F6jOmkojvAYwxIMkSCY6mQoGex1AF91hypjtDZgxhHXlnfgxJLLzsN3lVuwvRtzrIVS+v82v8oqYw2xooxcqZDzc2HoKuOOSXZyN2zCMbsSfr2iCPIzG65VZrqSSCFXd\/xVl2f0InSNpMQBhowvaLMoZUGrOQL20HHnVk6Y9J5o5DDhgIo0UdbIcqIhOuTNvJA4DXXdWe9Iuk7yRjDRSO0F88jvo88n42FzZRYWW\/C51rdeCGm\/JG7fx0ckgSFcmGjASMHeQN8jd5JJ86ihRDSuiKTdstKgHdS0UnA0jRg+tAwSb6FFryoUAbB7ZYEjw2G6tVjHWuDYAfBx9Kx1pvE1s\/trUNhMOeU5\/ob9qxcxilGmByXP8AetEoJ30oiE6AXPIC59BU1sLoxiMXKI4wEY7y5ay8btlBt5020gIQRUokRJsASeQH7Vo8fs1eOVEkKzAkaqxtckaFR2gO86aU86V7DwUeXDx5opVCmQoSU1OiupIvfib6A1k8iuh0ZmuEI94he73m81G7ztT0bOdfdjzHeC0kfqFU1b4cRBGwjRUkjOjdXF2WtpdydD5a1G7e2vBDl6mCFZSCHIiZQL6Bk7W\/xFJSbdCdVoZHEytHlLZZFBJjFhnUfGiroSOK7+IvraO+0MxB3tw7vGnWF2ZjJxCkcbTM\/wDEVkHaW3Zu0nw7udT+2NjLhjEuLdcPPICxysrrcWHbIHYY3961jrWqnvZk8fsVlcOxFydeX61PdHcdPhGMiKGjbsyI5GSQW90jny8a6nTqOyYCNAQ7hnVgdzKV7LA92lN2kZmuzhLaAkZbdyqBpWsYojky4NseOaN5MAVswJlwUpAtzaPW6fQ926qrLgY2JRwcEQVBjKGxOoJvvO7hXWHxEENpVeVpFNwyWj1\/Mbn5VMwe0OObLFjMEJYifeXVl4ZrPvPgRWGSDi7T\/JUZKXj8EBNgViv1UYnYfGGBXyRrMahZsbKWuwZmBsAQwAPIKPpV7\/8ALELM0iyHDoe0puToTp2Tv9anei7RQyiOzYp2PZYJ7v8ANl\/U0oZnJa+4RhUrZEdG9iSQx9bKL4qdQI4wfu1PEgfEfkPOtB2HscQR6m8jauQeP4Qd9henLrDGTJYXvYte9r39N1qgek21JjEPs7lZBIqsiLmZ1YZhla2mg30OcU9s24+Sc2htXD4YDrZEjJtZSe2xOgsg1NMdvvjXiBwIiDneZSQw\/ILWv41ge3ELytICVkZixBZjrcmwJ1rS\/ZN0nxE7yYWU50jjzqze+O0Fyk8Rrxq2xLZSekOwNpZjJiopXO\/OB1i68ilwPlVVkHryr1eTbX+9K8+YyBHzyNY9o6MtybngajJNRqy4QvSKjQBqypseKRlUZo78QQw8bN+9KydCMQY+tjZJI72sWyPy3Np86FkiSVcCjUc6d43Zs0X3kTx95U5fJt1M83nVLYHVCuQ1CqEbL7VMK0mEiBZUHXb3YAe4+79qzzaHRhoIxJ9+bi6rnFr8bAXOtXTphtWTacCRxYdkRZVZXdst2CsABprvO7lVTxnSXEwTGGUJdSAxXMd4BuLnXfWTUoukNNMitpYuWGJYhGkIft5lRVk0uLFxqBruq49GOneIw8UaFEkiCgG4VSBYalha58bmqv0sAlCSxypKqAq1iVZSSLDK2p8qjsFtBAoRjlItqRobbjpuoX02uxs1DbHTloJYXij6uNyRIuZmzWAPunQcqZ7Vxv8A4rIkMb58yZiSzLGu5srqtu0APnVcxu0MKxjV8sz2UIBdgrNYXNjb1qY6Gxx\/bZGaSNJF+7R1IDBxqqWsBrpY871nK62C7GGL2U+CkELMrxuC8TqCASB2ksdxG8X3ilukGzcFJDB1Yk+0uO07E5bgXOh0sCDpUl7TJS7oFYko3ZW4ID7ww5aEg8NL1Sn2kZAUKEAOGDqCWBUEW32tc\/KiFtW+xyST0THRN50XJd4mU2RrNubUgcxx86ktqdFpOtzzyZgEdhJGQ12AJW4a5BvbTSpDoDPJiHlACkLGFuzWcXIXMrW3jh40e1MLLErnFZyQpyMWOgtuB3Mfne9XpO2S7H+yMBLBEojxBnuTeKVFZMoTNmA3rrppzpntCOGSMSS4V4+1ZurkUDdo2RvGn+G2pHB1c0jMI1urKFJJDrYG3jbwqpPtsyyAFSAXIXW4GoHGi5JJoSUX2SeB2bgbZjLNGutg8cJHj3jvp8mwIEyvGhlvazOylbk7zl0prjdhXuVYk81y6HvFLbD2fJnUdYIje5BvklA4DTsnnSeTkqYlFxdofzYIs38aQ6bgqn5EcPKpHo1h0jbq2lRsxzqyFV0G4Md9weB31YMDspbh5LM9rDKTltvpXFbAw8lyYwjfiQlW\/wCfOs4wk1rr2LIzbEStYsTkzqsqjRTmuLnlqAf9VNujOKDSZARdSY28ASR+opZ8Mscckcjl79gEkDhYX\/fgRUD0dgMGcNcTt2je\/YUaHXiTe9So1theysbb2HaaRImSQl2IQXzr2j2Nd58Kl\/ZRAVxmI0IIiAe4sbl9AR5GpPYmAGIk6yN0IjcZhZwx0vmAJ1vff3VfMPhEQlgoEhFiwFiQNbE8a3i22TXk7xT2jc77Ix9Aa8\/YiJsp1uNCeep3V6FkAIIPuka33WOljWX9MI8HGxWGNhIN5ViY\/C2v9mlmjdGkJ0VfApZ1\/vhV7wERODVRqS\/kNd5NZnFtpFdsysLXAtY39d1Wzo50zw\/VKkrdU4BJ0Yre9wAR+1ZuEuyUy19Hb9aBvVw4ZSAQQvMHvp5tPoRgZ758OqOfjjvGfPJofSsxTplIrqIAbLcKSAWbMblmJ90d1aH0O6Tvi5GidACiZiykm2oAU9+vypxTiFld2l7IU3wYll\/lkQN6MlvpRVqfhv8AMUK2tgUP2mf+2w\/\/AGIvo9ZN0o+\/b8qf00dCm+xIgZOPl+td4Lf\/AKT9KFCh9D8gwP3sf51+oqdx\/wDjD+ZfrQoVMxHbcPzSf1UlhvfPgfrQoU4eRly9n\/3sngPqKedOv8Knif6aKhWbDwMtp+4P8tfpVZwX3eF\/zZf60o6FafpINKwX\/wAnh+tJt7y\/mP6UKFcpoXHYP3YqTO+hQrph9IiqdI\/eH+YPrUVN\/icT\/kJ9DQoVlLoXkT9nHvN4\/vWjUKFa4hs4l90+FZFtj7yXxb60dCpzdoCgY\/7zzNJbU+89PoKFCr9hHOz\/AH62D2Uf4aX89HQqZ9oF2aJQoUKsD\/\/Z\" alt=\"Un extra\u00f1o ruido detectado por el GEO 600 podr\u00eda probar que vivimos en un  holograma\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un extra\u00f1o ruido podr\u00eda probar que vivimos en un hologr... en Taringa!\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Holograma c\u00f3smico detectado por Geo 600 que capta un extra\u00f1o ruido<\/p>\n<p style=\"text-align: justify;\">Hogan y los cient\u00edficos del GEO600 est\u00e1n analizando si una se\u00f1al espec\u00edfica del &#8220;ruido&#8221; en los datos grabados por el detector puede ser rastreada hasta alcanzar la granulosidad del espacio-tiempo.\u00a0Los resultados te\u00f3ricos relativos a la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> llevan a concluir que el universo podr\u00eda ser un inmenso holograma. Del estudio de las propiedades de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> se han deducido los l\u00edmites absolutos que acotan la informaci\u00f3n que cabe en una regi\u00f3n del espacio. Teniendo en cuenta que esos l\u00edmites dependen de la materia y energ\u00eda contenida en ese espacio es asombroso que se pueda deducir un l\u00edmite sin conocer ni siquiera , con absoluta certeza, el \u00faltimo componente de la materia ( se cree que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> son excitaciones de supercuerdas que deben ser los entes fundamentales, pero no se descartan niveles m\u00e1s bajos).<\/p>\n<p style=\"text-align: justify;\">La clave est\u00e1 en la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>, en 1877 , Ludwing Boltzmann la caracteriz\u00f3 como el n\u00famero de estados microsc\u00f3picos distintos ( N) en los que pueden hallarse las part\u00edculas que componen un trozo de materia de forma que siga pareciendo el mismo trozo desde un punto de vista macrosc\u00f3pico. Un holograma es un objeto bidimensional que codifica toda la informaci\u00f3n que describe la imagen tridimensional. Nuestro Universo tridimensional podr\u00eda estar codificado en una superficie que lo contiene, como una especie de inmenso holograma.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/www.pdm.com.co\/images\/Noticias%20de%20Ciencia%20y%20Tecnologia\/Universo%20holografico.JPG\" alt=\"\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Todas estas noticias que nos llegan en aluvi\u00f3n desde los distintos Centros Especializados, hacen que, nos sumerjamos en los misterios y maravillas que encierra el universo, no puedo dejar de sorprenderme por sus complejas y bellas formaciones, la inmensidad, la diversidad, las fuerzas que est\u00e1n presentes, los objetos que lo pueblan, las transformaciones que continuamente cambian las cosas que evolucionan llevadas de la mano del tiempo.<\/p>\n<p style=\"text-align: justify;\">Pensemos por ejemplo que un \u00e1tomo tiene aproximadamente 10<sup>-8<\/sup>\u00a0cent\u00edmetros de di\u00e1metros. En los s\u00f3lidos y l\u00edquidos ordinarios los \u00e1tomos est\u00e1n muy juntos, casi en contacto mutuo. La densidad de los s\u00f3lidos y l\u00edquidos ordinarios depende por tanto del tama\u00f1o exacto de los \u00e1tomos, del grado de empaquetamiento y del peso de los distintos \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">De los s\u00f3lidos ordinarios, el menos denso es el hidr\u00f3geno solidificado, con una densidad de 0&#8217;076 gramos por cm<sup>3<\/sup>. El m\u00e1s denso es un metal raro, el osmio, con una densidad de 22&#8217;48 gramos\/cm<sup>3<\/sup>.<\/p>\n<p style=\"text-align: justify;\">Si los \u00e1tomos fuesen bolas macizas e incompresibles, el osmio ser\u00eda el material m\u00e1s denso posible, y un cent\u00edmetro c\u00fabico de materia jam\u00e1s podr\u00eda pesar ni un kilogramo, y mucho menos toneladas.<\/p>\n<blockquote>\n<h1 style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Debate: el futuro de la biblioteca\" \/><\/h1>\n<\/blockquote>\n<p style=\"text-align: justify;\">Nuevos bibliotecarios nos facilitaran en el futuro los datos archivados<\/p>\n<p style=\"text-align: justify;\">Pero los \u00e1tomos no son macizos. El f\u00edsico neozeland\u00e9s experimentador por excelencia, Ernest Rutherford, demostr\u00f3 en 1.909 que los \u00e1tomos eran en su mayor parte espacio vac\u00edo. La corteza exterior de los \u00e1tomos contiene s\u00f3lo <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> liger\u00edsimos, mientras que el 99&#8217;9% de la masa del \u00e1tomo est\u00e1 concentrada en una estructura diminuta situada en el centro: el n\u00facleo at\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">El n\u00facleo at\u00f3mico tiene un di\u00e1metro de unos 10<sup>-15<\/sup>\u00a0cm (aproximadamente 1\/100.000 del propio \u00e1tomo). Si los \u00e1tomos de una esfera de materia se pudieran estrujar hasta el punto de desplazar todos los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y dejar a los n\u00facleos at\u00f3micos en contacto mutuo, el di\u00e1metro de la esfera disminuir\u00eda hasta un nivel de 1\/100.000 de su tama\u00f1o original.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBQVERcRERQXExEYFRQZGRcYFBQXFxcRGRcZGRgcFxoaICwjGhwoHRcXJDUkKC0vMjIyGSM4PTgwSSwzMi8BCwsLDw4PHRERHDEmIikvMTQxLzExMTwxLy8zMy8xMTEzMTExMTEzLy8xMTExMTExMTMxMTExMTEzMzExMTExMf\/AABEIAMgA\/AMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAABAUBAwYCB\/\/EAD0QAAICAQMCBAMECQMDBQEAAAECAAMRBBIhBTETIkFRMmFxgZGhsQYVI0JSwdHh8BQzcoKSwlNiorLxQ\/\/EABkBAQEBAQEBAAAAAAAAAAAAAAABAgMEBf\/EACkRAQEAAgEDAwMDBQAAAAAAAAABAhEDITFRBBJBEyJxMmGRFIGhsfD\/2gAMAwEAAhEDEQA\/APs0REBERAREQEREBERAREQMRI9mqRe7D78n7hI1nVUHwgt9mB+M1jhle0TaxiUlnVnPwqB95M8U9TcHzeYe2APuxOn9Pno3F9Ej6fVo\/wAJ59jwZInGyy6qsxEQEREBERAREQEREBERAREQEREBERAREQEREBERASD1AAgKeRyZOldqjl\/oAP8APvm+P9SVV26cjkcj8ZHltNNtCt8j7z248nlnSBMTbbSV79veaifedZd9kAfX1ljpupsvD+Ye\/wC8P6ypbUKPnNbak+nH4xlxTOasHX03q4ypz+Y+om6cx0FS12487VJ+04H8zOnnzubCYZe2VuMxETmpERAREQEREBERAREQEREBERAREQEREDERKPqHUnruxwybQdv38g+83hhc7qJbpeSrdssT8zJmm1Asr3J6g9+4PsZCYY4Pea45q2UqB1m+1KWehN9gKcBdxCF1FjBMjeVQswXPJGJW0daHhYrsbUXvb4VatSabEtNbWYtR9pUBEZ8kDIxjORm71NO9Cod6ycYZCAwIOeMgj7CCJXfqFMFmsta82JZ4xavxFsRDWpUBPDACM427cHe2QczpdiB+uHCoNzjZTrfF3is2eNp\/DG4kDafiZhjAIYcDsKTXdXfY5qRmKeEHsynlss2Njae+FdSfbcMZ5x0ms6PWlR5dm23qWLZZzqCptZuO528YwB2AxxKO7o9bZ81iq2wuisArtXtCM3Gc4RRwQCAMgz0cOOWrYlB1Ub8eG3heKavFyuPGBKny5zt3gpn39McyykAdLTxN+59viG3wtw8PxznL4xnOSTjOM84zzJ89OO\/ll0P6NV+R392A+4Z\/8pdyt6UhXTLtA3FSwz2JOSM\/hPH6wuX\/AHKDj3Q7vw\/vPl8v352zy3vS1iQdP1Kp+A21vZuD\/QydOVlnSku2YlV1Pqfh+VNpffSDv3BVFzmtCcDzZcbeO2QTJ2ndmRWddjFQSuQdreoyO+PeRW+IiAiIgIiICIiAiIgIiICReoajw6mtIyqjc3OMVg5dvnhcnHrjHrJU5\/q2srNvhDNhVG3CklrksLIUVth3Vq20\/ENh2gMQOGDx01LH1NjuHrYEPg2YYVsAFRq1Z63Q7GIdSCDu4ByWvL71RdzkAf52ldQlelpCKqhzjyoiIXfAHIQAdgBkADjgdhNum0TM3i3+ZvRf3V+g9TNTGa3e3+0t+I8eNdd8A8Kv+I\/Ew+Q9P85kLWdHPiKEyQQdzMc855J+ydDMzWPNcb9vQs33adPQtahVGAP8JmbqQ3yPvN0Tnu72qrdCpwZ4lnYgYYMg3Ulfp7zvhntnSp6w3lVfck\/cP7yqk3qr5sx7AD7Tz\/MTdo+jWPy\/kX5jzH6D+s9+GWPHhLlUVgHpLTR9Fd+bPIv\/AMj9np9svNJ0+uv4V5\/iPJ+\/0+yTJ5eX1dvTFZi8VoFUKOwAA+gGJ7mYnjaRdToq7PjUE+\/Y\/eJBNF1PNbG2v+BviA\/9p\/z6S3jE1jyWTXeeKlil1CV6pPKFFycqWA31nI3bG7pkDG9eRnI5Eh9M19i2V0siJWXes7Qdq2LWz+HXu2s4G1mNxABxwvm3La67Qbj4lR2WjsRwG+TSp1WnS8M4rVdQoIsUoCbE44cKN9i+Ufs9wU8BsjEtxlm8e3jwS\/FdHVarKHQhlYAhgQQQexBHcTbKLofUMs2nsG21Np+MPuyD5WZVVRcAoZ60G1d64JBl7MKREQEREBERAREQERECs6r1EVo4UqLQhK7iAoc5FYckgLuYEDJAODyJX06eoWHVlHVa8lRZWqMbWDh2UFQ658Rx32kuxx6yChe7Uq5Q12FbFWwHIehX85VgpSyvzIPDtRGGWKse8uRSr2LSihaKQvlUALux5VAHAAHpNYyW\/tO6Wtmg05LePaP2jfCP4E9B9f8APeWcRJldkmmYiJFIiIGJrudQPMQASBz7ntNkrut\/7P8A1J\/9hNYzdkS3Ub6tEisXAyxPc8kfT2mzU6hUUsxwB95PsPnN013Uq4w4DD2PvJvd6qodP1xjb5gBWTjHqo9Dn1+c6IGc5qdCgtdFTP7MOFDN33bT8z6nHrjiSb+oGrT48i3KgIRm4WvdsFjjJIQKC7DJwFYZOMzrzezp7Jrozjv5XcSt0TWB\/DtsS3KB1YBUbvhvKCcpyuD88EmWU4tEREDEq+p6cgi+v\/cTuP4k9c\/Z\/naWkS45aqWbcp1Kx12ajTrlCtgAwu2lzgsR2Sr\/APozWOG7bcru5vtBrUtXKnzDG4FXQgkdwtgDbT6HGDIC0Ktj6Zxmm5WwOQOQQy8duMj7pD111leoG5hZhE8MMjHdlmXyBcZdcbndjhQwwEBZjc5Jena9iXbqYkbR3q9a2I6Wqygh0wUYe64J4+0yTMqREQEREBERASj\/AEjvIVUXeXwzkKgcCpMB2OGWwEbxg1neCQQGwRLycvR0S3fUl7rfWm\/d+yrCFdhDElibDbZY25sHZtDKR6sEvpmlWmpr3VfEIZiw2E4PJG5VUPuIB3bVLDbuGRmTulVFagW+NiWY\/NufyxNfV+VSofvuoP8AxHJ\/ISym70x\/KfLMREwpERARMTmdXrXutqVPERM2KQjBG8dWCsyWE7LPDIszU4G4BmAbZtIdNKvqtqsqqpDZuRDgg4YHkH2ImvqOpcBaEYm9gu5kG3aO27GG2gttHrgNk8DMj6XSbb1XuyrvbGQo7hFAJOMbj6nv3wABvj778JezoJmImFVmu8t9VnoSUP8A1Dy\/jmReoVtTYNQoLoSAy5BO4sVQLkcAm1+5ABYZZV3Sd1aotU2PiXDL9V5\/LM36ewPWG7hl5H5j85u9cZfHRJ3ctqnrUJcgrXftydxaw22YHhmzuiCtyVROWAAXbgbui6fr1tDBSN9bbLVBLBLcAsm\/GGIyO3uM47Sst0\/guULN4FgdSc7WTd\/AwGd3fJyucrgM25jEp1VtFyoUXwgritaxWospB\/ZitVbhUQoXscIqMSBuDjZhXWxI2kvD1q4xyAcqSVPzRiBvX2bGCMGSYCIiBV9bqJrFi\/FWwYfT1\/kfsm6ypLqgCAysAQGyVJ7jcoI3DPcHvJViBgVPYgg\/Qyu6Gx8M1nujsv2Zz+efunTvh+Kz2qR0\/SeGhBYu7MXdiAuXOM4UcKuAAB8uSTkmbMTM5tEREBERAREQERECtfzapR6JWzfax2\/lLGQtPSwutdhgHYFPuAOfxk2az+IkZiImVIiQ+o0PZU9db7HZcBsHj37EEZGRkEEZyIELrmqK+HUqh2sf4WOzKqC2Vc8BgyqTty4XcyqSsr9IgprW0qTqbA7Vq5sJHkyd3lG5+OW2LYyDBDMDn3VpB4fjazfUUsDWVja9L2IwapkG0sQvkwy7GJQbhkYEjRaM2v8A6m8YO3bsZRtChi21gy5yrcbgSrbFYYyQQ9aLSqgOquy1m3O5u4XzEcZOD52AAJUZO0LuIkvpVRw1rfFYd30T90fdNGf9Q+B\/sIeT\/G4\/8R\/nyt5u\/bNfNSdbtmIiYV5lZoD4dj0H4SSyf8T3X7P6y0kLqOmLqGQ4sQ7lPz9j8jNY3vL8pfL1r9GttZrcZB7d+Dgj0IyMEgjsQSDwSJRX5YNpCPOMbN7I6Bwq48RSQShJBA2so3L6gIt7odWLFz2YcMvqrTzr9ElijeCdvIxtyfcKTwpPbcMEZOCM5mbLLqrFV03qIW\/wSzu1llnDBRsatAbCqr+5kYJOPM6kAh8zo5zNla3uzvQpsTBsr2ruuqCN4akkjftZiQtgUAnOB5XMnpHUM7ayH3EEKOWXZW2xmFj4azG5AW7HgrkZJC9iIgeZWaTy6q1PRlVh\/P8AEmTNZf4dZfBbHoPrKH9ag3raVIAUqQCCT3xjt7iduHjyyl1OmmcrJp00SJodctoJTIxjIIwee35GS5xssuq1LtmIiAiIgIiIGIkG3qtKnBcE\/IE\/iOJF1HXa9p2ZLY44wM\/OdMeHPLtKK7UdbsYnYQq+mACcfMmeK+s3Duwb5FR\/LEr4n1ZwYSa9sV0mj64rcWDYffuv9pcTgp0P6PaokNU3O0Ar\/wAfUfl988fqPTTGe7H+EXkxn1lWvVlN3hjGzBy5OBkDPHpjjE9v1LcdtCmw\/wAXZB9T6zy\/TyneJ7or71S5vFL7qNyFg+9Sm1VcKi42urgo3PIJyCSFCSkRrgFUeHpgABgYLAdgB6L\/AJ9Pel6SoO6zaxyW2qoWsMe52jufme8tZdzHt1p1rxXWFUKowoGAB7TZETmpERAREQK3V6Rt3i0kCwdwfhcex+fzmzR65X8p8tg7qe4Py9xJsi6vRJZ3GGHZhww+hm5lLNZfymvCv6tp3VhfR\/uDhgd5XaAx+FOSWYqDgNnC8cBlg36Hfm3Sl1tJKbRYM1XZLHxGLMErBCk11jDHuGBGLULqK+2L0+Z2v9\/Yyv0VoqtJZnrp2nbW6sSGJBPm5yAQxGc\/HgbQPM+nb26\/g35dEPn3mZrSwEBgcgjIPuJhrJnVV7IB4PM567ob+JhCBWT3J5Ue2PWXR1AnkakTrx5Z4b9qXGXu2aXTLWgVRgfiT7n5zfNC3CbFecspd7qtkTAMzIEREDEqf0gvZagq8bjgn\/245ltKzr1W6kn1Uhv5H8DOnDr3zfkctE8PaoZVJwzZ2j3wMn8JgWguUGSQoJ4OACcAZ9+Dx8vpPtbVsiJrawBgnOSGI8rYwuM5bGAfMOD35x2Mo2S36DWrCxCcMygA+oU5BI+8SkFq7zXnzhQxGD8JJAP3qZIotZGDqcMP85+U5cuPvwslE\/8AVbpaoZd6F15AyNuecj04nTIgAwAAPYDAmnRakWVhwMZ7j2IOD+Mkz5XLyZZXWXeMTGQiQ9Xr0Q7eWc9kXlj\/AEkLVf6hq3sbKhVLCusje+ATt3HgE9piYXW70Xayu1SJ8bKv1Iz90iHrFf7od\/8AihP54lamu0iFmIBrHh\/tTlgXdfEx8sIyNn2f5GTv15QCVywwzqP2bjcyWillTjzEWMq8fxCXeE806tn60PpRb\/2TH62A+Kq1fmU4\/Oa\/15UTtQlmAQtlbFVQ9rVYZtpAbfW67e+V5x3mbuu0otjuWVa2CuSpG1im\/HzO3nA55HHIj3Y+P8pq+W+rqtLcbwp9mBX8+JMRwRkEEe4OZWanXVNnK7wLK6yzI2ze9iJhW2nJBsHbjOQSMEisTUacktWbKyxTw\/DWwmxHVijgEY2nw7OxxhQTjMfZfMXq6mJS6bV3eGloAvqdVZWUFG2MAQSp+RHGMydpdelnCnDeqnhh9n9JLhZNzrDabPDduZ6Mj3PJjNq8W2gDA4EgXaqeNVdKq62e7i4diY2rmsaqQC887p6pxRVxXq5Oo1M5xXk3T3TlycM0OkrfM3gyr01ssUM+fnhqo2RETmMSt63qAtRX95\/KB8vU\/d\/KWU5n9I2PiqD2CjH2k5\/IfdO3p8PdnJRzHUdwtpsCO6qbN2wZI3JgcfWQ9bVY7O\/h2GljpSydmatWs8Qbc84yhK+oBHOcS9ifWuG1czogwYvWlgqr1zlk5LLU2j2jCZzt3Op2+gPYY4f6XUFPIHRzX1PGWAKvZerUZIJAO3ODzidGqAZIAGTk4AGWwBk+5wAPsE9zM4\/3HMWaJs2Gimyqs1aYFT5S4W5muVQTwxQkZ43E9\/WWnR6tps2o1dBdTWjDGBsUOVT9xS2fLxyCccyziamEl2Op\/R9s0AezMPxz\/OWcpP0aHkc+m4ffj\/8AJdz4\/PNclRG0ujSvO0cnuxOWP1JkmJmc7be4pLug6VaipUrUqXA4ewfsrSGsUkHO3yJx6BABgcSGuhoAUlbbWs1FwX41NTva2oOFz5MNWnPrtB7EzpiJG\/0dW1U8NNinKrsXCtzyoxweTyPcwKTTtpAjMEYEpWzBt+5tthtQk9iTbeTu9Sxz2msU6RqmrK24U6gkeLfuwC6WsXDZAYsSecksD3HF6On0\/wDpV8EkeReCQAT27kKv3D2nttFUe9aH4v3V\/e+L09c8wKYPpvEKEWDdZWyrut2FktrCWBeyg2hBnscE+rSfp+j01lWRDlSu3LuQoQOqKoJwFAscBewz8hiSujrBJCICWLE7FyWLBiTx33Kpz7qPaSoEfS6da60rQYRFVVGScIoAAyeTwB3kfqOlqZS9gxtGd44I+31k+eWUEYIyPnLjbLuJZtyF+vdl2FiUz64DEem7HeXGkb9gn\/H8iRJz6Co961\/7QPymu+sAYAwB2A7AT1XlxykkmurOONl6qbVGVzGWWqWVrie7i7Ojl67F8E6m0WWWi5w+250NRW0oqhdwAUAKNuPMOTnPMtup2DUKo81D3PVkoqgOquTtO\/cSGQg+THf6yxfp9TWC1qq2tGMOa0L8dvMRniZGiq8Q2iuvxSQS+xd5IGAS2M5xxLMcp8iJ0rV2MxS\/yW7N2zYAu3dgmuwMQ69u+DyMgZxLqkyDpdFXVnwq6692M7EVc47ZwOe5k6lZdWTqLfSNLikyn0iS4pE+bzd0bpmYmZ5hiVfWtCbEBXl1zge4PcfXgS0iawzuOUyg4xen2njw3+7H4ma79O6cOpX6jj7D2M7eeXQEYIBHsRkT1T1uW+sHCxOk1nQ0bms7G9u6\/wBpUW9IuU\/Bu+akEf1nrw9Thl86\/KoUs9L0SxwC2EHz5bH0\/rJPSeksH8S0Yx2HBJPuce06CcOf1Wr7cP5RG0elWtdq\/Uk9yfeVf6Q3OpQKxUEN2JGSMd8fWXsgdS0HihRnaQe+M8Hv6\/SeTizk5JlkzlLZ0UOgssd1UWsvPcse3yBPJ+U62QG6VUUC7e3Zh8WffPrNHhair4GFyfwtwwHyP+fSb5LjyX7ehjLO62iVdfWEztsBrb2YHH3\/ANpPqvRvhZT9CDONws7xZZW6JiZmVJiJou1SJ8bKv1Iz90at7DfEq36wpO2pWsb5Agfb6\/hNZ019v+6wrT+FO5+p\/ufpOn0rP1dGd+EjV9TRTsXz2eirzz8z6fnNenS05e0gAjhAB5fqZK0miSsYQYPqe5P1MkERc8Z0xn91kvyp9TTKq6mdPbVmQLtLPTxc2lc8yTzslw+knkaSeqc0VWpXJunokqvSSdTpsTlyc0GNNVJ6Cea0xNongzy3UZiImAiIgIiICIiAiIgIiICIiBVvrVd3r8PdXUwWxmKhQxVX4DHzAK6kn58ZIIFZddoSvieZeSPLVfu4TfkJtzt287sYwO8tm6YhdnBZRYc2ICNljBQmWBGc7VUcEZCjOZC1GjqoTxHNjn4dzMgO0psClm2qAFzgk8k9yTzqZ2drpLJUa26pH2LqLQAHLN5zWoRA5w2NrHBHAJPMwdVX5QdVcCxYYNVwZdrKreINuawDYnL4GGB7czxqqNMGep95Twa2Fe\/kreWqcqgAYNisHOe5OADnPrxtKte19xJrIwDSCUsZeQKsL8SKMgd5fq5f9Imo9MaNjWPdeyKxVj4dxXKlgceQ7gCjDI47e4zuUaVSQi7yGqUsVsKZsZFA37Shb9opx8\/TkiuvGlsBuCuxsZCG3ohJZHVcgfCNtzjew3YOQfKpFh0uqmzyoLFRlpsClhsZqxSwYAEkEYqBGcHnvkkryZ35XUSaOt0eYDIUMoTbXaS4YNhkUJ5lJRwCuQQuc8iWWmvWxFsU5RlVlOCMqwyDg8jg+sh6fo1SMGXd5dgQFiQiIHCqo9FHiN8+3PAxM0tC11rWnCKoUZOfKBgczCt8REDzPJSbIl2I5pEeAJIiX3UaFqE2BZ6mZLaMYmYiQIiICIiAiIgIiICIiAiIgIiICIiAmJmICIiAiIgIiICIiAiIgIiICIiAiIgf\/9k=\" alt=\"Los estados de la materia | La Materia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRjND37RRu0SeNOmUubnogdw4i5YXh8XHrPRQ&amp;usqp=CAU\" alt=\"2. La materia es divisible\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En\u00a0<strong>los<\/strong>\u00a0s\u00f3lidos y l\u00edquidos ordinarios\u00a0<strong>los \u00e1tomos<\/strong>\u00a0est\u00e1n muy juntos<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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alt=\"Hubble Space Telescope Photos, Hubble Pictures, Images -- National  Geographic\" \/><\/p>\n<p style=\"text-align: justify;\">De manera an\u00e1loga, si se pudiera comprimir la Tierra hasta dejarla reducida a un bal\u00f3n de n\u00facleos at\u00f3micos, toda su materia quedar\u00eda reducida a una esfera de unos 130 metros de di\u00e1metro. En esas mismas condiciones, el Sol medir\u00eda 13&#8217;7 km de di\u00e1metro en lugar de los 1.392.530 km que realmente mide. Y si pudi\u00e9ramos convertir toda la materia conocida del universo en n\u00facleos at\u00f3micos en contacto, obtendr\u00edamos una esfera de s\u00f3lo algunos cientos de miles de km de di\u00e1metro, que cabr\u00eda c\u00f3modamente dentro del cintur\u00f3n de asteroides del Sistema Solar.<\/p>\n<p style=\"text-align: justify;\">El calor y la presi\u00f3n que reinan en el centro de las estrellas rompen la estructura at\u00f3mica y permiten que los n\u00facleos at\u00f3micos empiecen a empaquetarse unos junto a otros. Las densidades en el centro del Sol son mucho m\u00e1s altas que la del osmio, pero como los n\u00facleos at\u00f3micos se mueven de un lado a otros sin impedimento alguno, el material sigue siendo un gas.\u00a0 Hay estrellas que se componen casi por entero de tales \u00e1tomos destrozados.\u00a0 La compa\u00f1era de la estrella Sirio es una &#8220;<a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>&#8221; no mayor que el planeta Urano, y sin embargo tiene una masa parecida a la del Sol.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYVFRgVEhUYGBgZGBgYGBgYGRgYGBgYGRoZGRgYGRgcIS4lHR4rHxocJjgnLC8xNTU1GiQ7QDszPy40NTEBDAwMEA8QHhISHzQrJSs0NDY0Ojo0NDQ0NDY0NDQ0NDQ0NDQ0NDQ0NDY0NDQ0NDQ0MTQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAAAQMEBQYCB\/\/EADkQAAIBAwMCBAUCBgAFBQAAAAECEQADIQQSMQVBBiJRYRMycYGRFKFCUrHB0fAjYnLh8QcWM1OS\/8QAGQEBAAMBAQAAAAAAAAAAAAAAAAECAwQF\/8QAJhEAAgICAgIDAAIDAQAAAAAAAAECEQMhEjEEQRMiUWGBMnGRFP\/aAAwDAQACEQMRAD8A9ioooqCAooooAooooAooooAooooAooooAooooAooooArqua6FCQilFJSigFooooAooooBDSUppKAKSKU1zQBRRSTQC0gpaQUIFooooAooooBRXVciuqBHFFFFAFFFFAFFFJNALRSTSTQHVFJNE0AtFJNBNALRXNLNALRSTRNALSg1xSzQk7pZpuaWaA7omqq713Tq21riz+35qxS4CAQZB4NVUovpk012OUTSTRNWIFpDSTRNAIaKDUXV6+3bjewUngdz9qq2lthK+iSaWodrqNtzAbJ4BxNSqRlGXTJaa7AGikNANWIOgaWua6oQFFFFAKK6rkV1QI4ormaJoDqaSa5LVyz0B3NJuplnrk3KEj5ak30wz1G1mtS2pZzgfk1DaSthK9IsA9LNZ+z1IvlTtHMYOPrTqdTIYKwkExNc3\/rx8qNfhkXc0TUf4lJ8Suoyokb6WagajVKil3MAZzWZPjQb4CeSY3E5rOWSMe2WUHLo226gNVaOops371C8zIrvT65HEo4b6GalTi\/ZHF\/hPLUk1W6jq1pG23HVTEx6D39Ky\/iXxIGXZYuQAZZx3A7A+lVlljFdllCUujZavWpbUu5wPzWF8QeIrl0bEZraNIhBLkepPasDd6vcus8S2yYMs26M5MiBXPTuqhBcTVI6M677TH+Bu7ZMkRjH4rDJOU1rRtGCi9moTp24gMxSWAW4xaR3iRxx\/apHSvEN0Xylm6WUYM5HGIWPse+K6\/XzathVV22fFuQVWAzqGZW4JUc8RP2rOdU6o9ojU27e0OohgQ3mIfzZ5ww7du+a5Ic2zfimj2LpPVluLDlQ4+aMKT7TUPU+MNKj\/D3lnBghRMGvL9B1EJcayfMlzbcCz8jsFZ1CdlAmOOTV7oNAg89xQ5kt5+ylQHCzzBKe4n7Vs\/InFU\/+mXwRuzYt4v047nlRGJ83y4+xp9\/EtlV3OGURMxIIzEEfSvFdX1l21AS4ECswZW24QegOJIH9T61sT1FCFsopZhG4bIUAqOS2D2wP5qmWbNGgsMGai14oe+5TTWtoEee4D5pE4Ucemao\/Flh7Si+7khiQ0+sEjaO0f2q36KqW7a27fLFmJP8x5+gHpVZ4m1XxE+GR5Vf1yeZ+2a45eRKcvt0XhjqX1RF8Ma97yBgJCmGb+LdEyR6VtNHrHlZWVI83qPQivPPBNhrWpCI0JcBDq3cLJx7ya3mqsOpAUwAQfYgdjV+bjK4kZErpmgpKVTiiK9dO1ZxCClpCKSrA6BrquKWhB0KcpoGnaEkYvXDPTD3KZe7QgkPdph79RHu1EvamgssH1NNNq6pL2sqHc1\/vQGhudQVQWcwBmayi9RbVC8\/8C4HMlfQe9QuqaovCTApnQIUsuiN5XaffGK8\/wAnLa4o7MOOvszSdL1A2Aqp2xM\/THeprapIG\/mZMen0rMDUOibGLKCRtABlxkHb7Y\/enX3i2XFuAI8zNLgDkgcVwVs6uF7NY3WkkKg3SPpFVnVOvuvlQqpPcHdFYy74hKqWbkkIAAQdg5P3p3Ut8RQy7lkSezH0\/wCkRXU82V+6Rl8MY9k7U6i5cy7lgpnJkD61T64AJgFlJAJEiCcCYzGasdFpXd1thyokbgoJPG4Az3Imq\/R6lv1Dm4AiIpRUiVZkJUNgZIkkk96hPdtkqOtImabW7EZAsIjrbJkmWYT5SeQR396uendTSysqw3xOzufIGLeu0buKpNDbc2LuxwzIfIXyWRkKSfUYkTTWnsu1rhAdhUMsEsCAApDD0J4zVW1dk8dUD9QW8zMW3l\/OziAqhjAlCd2B2jtTGjRX+S8HtljgJtaBiDxA\/PNUGqsuFJtbJQvP86gE+\/bP4qy8G2\/\/ALCQNx+5OQY4Of6e9byjUXKyl06Juj6fb091QxlD5iG3fKTjdmJJIiPx3q11943CH1KL8Eo6jbDGAy7PuSV4FHVF+JsSR8dncoI8pUMNjGZ3ADj0+xqv05e6hQspdHV2IgiLTbGAyNm07fcg1k\/t9i1UW\/S+kp8NhchlJ8gLZkww4x8qnnEk1ReI33XRbcCdwABGFUAjcG54PFaAFXCQpRckggtA3QQ8Zz8p95ql1nTXvuxtpsMlwdxZSqxJ3HgyePpWcX9rbLrog39Mth3lwbgXcWMZIJDr7RiB71pT1NFS2r\/O43qzLAVwfJLNyIAkT3Paqn\/2lfuOz37bsG8yNJUliVEOMlcBs+gFWXW9tm2vxQjwFSym4uWXAublI4G2N0mZrSVOl2yipsy\/jDTlhauIqhLiqzRkIxHmg9hMmrfoWrS2ifEk7t4Qj5kVAp3H2kAR7Uxa63alUuOAjIqC3Ba0pUiH3D5QRIIEZJntTXi7pNtG+PYNtFgmEMnbGTIEfYHvWjbaUZf0RS7Rv7fUFa2wtkiHYQxXcNhggQePSqe8u4+aY9v+9QvBHV1SbTrunzKcEEGAw\/ER9KttQhh22kKOIGBzIJPsRXFkhxkbYnSaaIenGx\/iKPMhlY5P+8VtH6ijoG3L7iYYe1edXLwY+XuPmPb6H1q01dlEUOpLOB5yPlB5O3t7VGymSCbR6H03UBlADT6TzFTTWNs6LbbV1uEOYcQcTyFrrp\/jDIW+oWWKyZVsdysV6Pj+VFR4y9HHPC3uJsBRXNq6rAMpBB7iuq7U72jChKSag63rmntErcvIpHYsJ\/FSNNrEceRgfp\/vtUOcU6bLcZVdD4NP0wKfq5Uz73Kj3LtcXLlQr96hB1fv1WanU1zqb9VGq1NQ2KHNRqvemVvQNx78f5qva5LZOO\/0roPuP1MKBnFc2ebSpHRihbtj63BLMBMCJOMnsKndK0wYS2FBJJH5Y\/vVWpkxOM+01NRjs2DEyZGfNJP44rz5WzrjRJtagE72IxJyZJIHE9h\/mqbqfUWuvttkqg5zAP8A2o1CQArsJ77aZuWwsC3lQJZm+Ukg4U84xSMUnZvLIukPpYt2\/NcXcw2xMGdwBlfQZrm3pHvsCSQpYGFnczdgR2AqP1FntbAVZpVWEiSymZx24Favw3oCqi4w877oB\/gU\/wAQPrEgzxV26V2c7dlp0Pp\/LMo3ABd2OIgJjnA5+vrWJKkM7nvdvqB\/Kd3b8\/vXqCXEthUUyTJgZz\/prB6npbHU39oYoH3ttGQGWWHH81YRlt2WxS2\/w50mlNpCR87rBEiF3YIIPfOY4pGuqlt0ZQ4wUbiJwwgH\/fxSdSfYJVvmeSJDACBkEZioF+\/IbBIiP6Z\/pVoq9k0ZsWlDOB\/ETU7RiXUBmWFYrGFLwSon1O2Pv71H1NqHIHM\/6aRNwB+v9eYrs9WVSTVMvrnUCFZnxstKz7QQwWBuRRzMkSRHc8Vf9L0ramzeazsRXVF3nyhmCSCSOcsZPrWHta9lcFwNpgOOCZklvYxgx2NemWLlsWrIRRsiXtjEMfMDt7w0H0rLJxjVmbcr0SNN0UWrSfHBfbPxTuO1hA\/h7qSATPf71K1AF1XVUXy3FCnyqoULbfJ9M\/tUd+oO6OnwnypScBcjDc4iTVOuvdLewhXRbjb9rAngABgDxWMpRohQk3ss3FyzddkuTZ2lvM27axBnac9p\/esfeBe6zSJIcIHyAsEgZ4\/71cL1Itprtl0f5jsKbdwRuMN7zj3qIqWrmlfkXVU7C3zb5mB7Rj2zUwkl2bRi0toxXh\/TBnNraCQzOCc7TwPyQKvus6p7DC1CqzqWdTkDfgARgjBPHeqPw9f+HcfedrMeTjORAPYzBqd4qttef4yMXLQrD+JTxj2kz966ZU8ivoqk1HSHPD2oFhjLlIGOGBjswPIrTXuoNqCdjkpGbYjykgE8duOPWsXpLO3y3ZYjBb0IEcfWr3wm62r5KNM7QGKkwGImVnucVnmjGVtdmltU6LTVdOZE3MNqgJBPdiQIP+aXRaV3dUIIVzkiOAe3oKs9beOotvaXJLlpycqAAoHaIFWXhuxtsK9z5nlFWJHy\/wByrH71zxRnKbS2Ma\/qGxVS2QSTtU98CB9ccVxqOnC+Vd7ZR5Ugkspkc4OCIkVQJ8S7qOArqcLOFgdhGcqcV6PbdbllHZclQ0Hn3ipjC06ZnKXGkQD1BbBLQEtgCfQ9sD1nj6GpN\/ryBVZVbzCV3AoI+9VnUem27j297EBWkJOSACZ+g\/vU7rUMm0EBh8p4j2\/FWhnlGLSZTjFyWjzLxN0G5dc37Z3tJbaDzJLGKstO7jQJqbDMl21K3InKgkEMO+DNXqQmCdxn5eRnGDUjpmxJQgRcbzA8FoIGKz+ZuuWzrlqOkX\/hzWi9p7bgkyiEzkgxkE9+Kuqr+laBLKBEEAcD0HYVYV7OFPgrPMlXJ0Yq9cqs1N2nb9yqvU3a1KEfU36qr92ndTdqvZprNsvFETqmoKW2YAnjj3PNO9B1LPYWZncwM84PP7iuim7yxM9qm9N6ayIQzQC2OCYJM4rDK1Rvjsl2beQBB\/3tThSZBkZj0PFSN6IrGI4z\/n0kxVZd6si9xu+pNcdWzouiWunBkCN2PmkDHvFMrpXdgpHmJAjsO0D81AudVByuT+9Lb1TNB3wRJIUEmBED685FOLQsm9V0d06i2oYlQgkzyzOwYT2AAEe31r0lNCrIowqqFUgYkRJH1JIrJdDufAYXWX4qFV3tBLJPLwfQnPHFbC7e2W9wIO5Syk8FmiAPXBJ96q3cUmZTbvRz1D4cbdu9wA0ZkL6kjgfWq21qgq7rNssBG+QBJMyT3IMkz\/iotnUjdLb1DsxI2tvdhwGE5XOAMc5qu8XdWOnRrVkjey+Y5JQEHJPBMdoxWVOcqReMGlRXeJupo7E20VGVirAwCJEGAOf\/ABWW+OFBAcqc\/Qj3HFUdnqjbij8zg+\/eaudAsuDE7QTxPsP3\/pXasPxrZpGSapE5LO4h3ySB5Rif99KtNP09bqBrKEw224oBlBIG9vX7VFKM6mZDAArjvPHr71rvBTKm9SfM6gwcbiASBP0maxk\/0rNtLRnfEXh9Ldg3LQJChGLj+JXcDcJ9icdsVu9DpQllF2y4RV7QIHcmqbxjqU2IqkHZcR7oGGZFdfKDwREn7VYarrdooGFwbSwBjsW4Le2DmscnJwRmuTorrtx0fZOB5mzg59B2rjy71uCEbdDbUwwIgzGMj+lS7G12KZllJVucjI+0A00mgcSG78Zw3t+8VgmdTcevZaPaS6FYopZCCVZeQCV3Kf7fSlsdB08MURctJgn7jnAimun3HQJlWXMBvT1Dcg+1d\/CLFizQJkgGAFAwR61N0c7Tvsh9Y0mmS26qlsNBwFE\/n1ryPQasLqRJYhHwv\/KGgj3xXofX9UIKIJABaeWLbSRkdq8t6OjNdXd7wT\/Wu7xVcJNlpXGkae+CxL5JZiRiJn\/zUjpSOrb1UNsYO3bAiP3\/AKVfavRquzSPEqWi5wAYLfXkiqq6r2HKXMH5lcRDbJwPWYg+3rVFK9F5SsvvCPUNkuQowykkkq8HuI+YcVqLHUrUOjPJtILjAiNm6YA9uRFeceF9Y51FuyGGw3fiDg7SBJ\/YQalvrHu6m+3w223WVGyACiNCSewxJj1o402YSimy16d059RfW4hIQsS7cbR3j3ifzW00+vssXRCZQbPRcD+H+n2rM29Z+nYo52IYVYBG5yAAB6\/el0+g2qRvh3YwyyCXaWQf9OIn2rNTpUkTONu2WvUdKNr3SSWRDtAwRiAQfrms103xKiKWcuw3om1oklpkZ5Cn9jWgfUbbTC6slbZLtmAQsnA5rFrZW9b+NbUwjFlUCd5PkJAGcwCPqarGKa3+muONppm51vwolrqW44naSZ9hzTXR9Lppn4i3HHBmI9wteRazU3XdlKsu2Z3SCPqK2n\/px09XZ2fcX8mzcDEBtxPp2ArX4aX8lZx4xe3R6vb4E+gp6m1FOV60dRSPOPML9yq67LYH707fu1R6zXjt8oIk+uRVMs3Fa7L448nsk2UR2IJ3ETIGIiul6apPLAemJ\/NQNDcJuOwHLtAHBESIq3a6EEO0EjtnP1rklOSd2dXCPSJGltqq4AUf739aY6hbuR\/wzmYj1HrJ4qKeoKZksVX2PPqO5rReFrIvF7jCVTiP5jJGP3\/FYSclsvpIqB0PUXEIhp8pdZBk+eIPpx+Kyes0oRmTzAgkMDgzPcV6XqeohEifO0kgE+WSdskd\/QVQ6jw7Kvqb6wu3eoJMux4J\/wAd6rDJJNt9F1VbMdokl8gRxnj7gVseh6PyOqKWIKqWEYPmyPXAH5rF7GBVrN2X3kbNswuOT+RFbvonXRprC27gO9gGUsIXZmCPUzP1rbMm46M1rpEnU9OuoPIyqCGUy0HacGRwYzV10vQuEVfih9mEeNxVTxg4kf7xVZ1bqKMg23F3mWIKncduAD6AkcelN+H9S10KtxwkHjgkN8ix645PrXJxlRZu42X1638NGYiXgDeclnMep9e1eb+InJYsTuJYy3ckgHj8itX4o1a2dqW3c38ELMgb\/Ug4\/eszqUV223IHYsPmB+h5+lXxpxkmzTEkotmBv2xvnkE1f6DU7IG7aGAExMHsY9Kn9T8N3UQXDsZPKwCsN0NxuHI+1Vb5TIKsMQPfGK9HlGcTGKpujRdMtu1zZA3n1JG4AZK\/UVZ9KS2UF4khrbDcDMruxBzxhjjgA1ntBqmKIjNDKQoaYIUkQQe1a1+g\/qFD2yVkw6nCsy43GO4H9feuTJSey3RE8RadglxWO5WtEIVnMsjFmOZABGfrUWx1pURLLldhsi1vWGhwDtcRyAZ\/FaPU9IYW0KOVjEkwFG0KVA7AifxWE1vT2Ql0UMqkhh\/I2ZBj2zNVxtNcWG72bnwqAtqy7lCUV9myS77RD7sTy3FWd3qA3EXLJUnsplSR3g8Gsf4K1Du\/\/DvMkBt1rG0tAwO34z+K2uu0J2KSNx+YlcQxGY9e1Y5o8WRGuX2Iia\/TpncRyxBx5hB59803qb5dCV8ikQpnmSAOPrWU11ws7AEznB7Ec898VdeFL+8EPO5WUiQCM\/XvjtVOOrNpw4Kx\/qfQl+G5QsHC7SZgHcTI9sCK82OhdHyIExPaT2+te3pptwbY5G7MEhgQRiQe\/wDisPqdI4sP8YywvFzwcjErHtWuObj\/AGZRly7GLfVkdl\/WN8O4ibRcB8pAjaHBHJ7n6cU919LPwkAvpeZFCoFCloIBBYcxEVR9KvJqbd\/fbYsikq4PIkCAvO734ioPTOjN8ZFDFnuQBniJMe8RWvFLvTQ966LTR2rlq\/ZQhVdwhnaoCFskE9sU11bU3Uu\/pPlnLuAZIiQQT8q+9W+o1bveEqyuh2qTGQkSSD\/CCec8d666teVyG1FtS6qykrwwOJ3LBiO1QpVK2i9OXRcdM6xbe3ba+FuMbi2xc8pKlxCuR3G4AT7irzRPkSgO5yoaB5SgIDAfZjP\/ADV5T4e6glnUTtOwnyj5tskT5fTv9q9Bt3ou3HW6CmCgmBJksIPOazyLi9GTjei965af9NeFpdz\/AAnVB33FSJ+vNZvwH024k\/FgsdjIVPlVIwI4mFz9a0uh1jXbZ2Mocg852nMMVHIrvwrZK2V3cqAoMcxy33M1rhSlUf5MuTjFol63omnutuuWlZuCYiR7+tTLGmRBCKq\/QAU9XNeooRTujm5NqrOqcpoU7VyDxC9fnE1n7ik22CtJB8w9KtTTaaVd4aMH5h6xNc897NoNIndJ08BFVfO8D\/pJEVXazqQ3Om3Ct5XyJicxVr4GuF9RufO1WYj3AOKpupWyzuJnz3BJjgOwkx9K43\/m+R1R\/wAdEe3qg7IoYp5jJIJABjJA+9avTWrmmUp8Tcl0SSqyA4gBhxiqrpfTFZlLFT9uT6VoNSRtCsoO1sETwcBTHIqmWSukTGP6QdT1TeqWTFu61xd7D5YYgYI4HGD6VL8d6t7enVGYEDaq7TAEDBYdzimOo2jaX44tlwv8Uggg8r\/bNROq6k7EQFXVwRugMVQ+fafRsd84qse1X9k8dlR4Z6W4dX+WIYt3DSCSJ5rV9V0Fq45+HuDkdmMkCTgTgSScDvSeFNMx3pfbCsAhIAZoUEj6ZABqT1TpJQi9a8yEkN5pI9YI9D6+lMkm5WFx6ZmT4f8A0+93Z2J88yNw2yIBEntmjRa8\/DS+z3UlwqhSH3FBhoIHAxTV\/qTafVZLsjeVt3LLM9\/uB9qsOp6JVtoLTKUF65ctw2AjRhT9QcetaJt1y9hqK0Qdex1mo3KSk7VLNOIEDdB9R29ak6XSFVKahp28erKchc5McbjUW2yhSIaSd26RJImPpzXBE81ssTeukZyypdB1jrDvIgIijyKD+JI71V9ItsytKbm3FTyYPMEe9WDWpp7p+lCOzqwyuAZGexY8YntUyioRpERnbIlzQ3As7IEzAEzxiRmth0bXrZ024oUJMbSdxmThTyRwfvTnSukruW87M5AygMLMcwPmE1A1DG4264AiqSO+IJj7djXHPIpfU2jG7ZYpqvibn3MSu7BwSFEkAfiszZ6g9u4zrBDHzo2VPeGHvn81L1GqZCApAggj2bnH+aq9S8DcMyBMzyeR9Pf3pCIZJ1qjT3kv2FIDBXTv5eZPby5B9hW\/0vWkvWEa3Ho6jlGGSCPSYivONNeK77qMdqBpWBw24EKDjI\/qau\/AKOq3mvE7HKlIAgRMgKOMQD9qtkj9Xfoo0rWiv1+oD6llHLMc\/QeatD0C\/wDBZrGqQqzglCwxAGM+vOfcVU9a0FhHfVC8uwhWCbXLknkAkCFPpzTmm8R6fVWXtK1wOqlUa7gQ0gLuXHlxE5zVOFxuPXs1nkUqia9L1k\/DS24MMXZkadoUbtpjgkR+ayHWtS+qNw2ydkMASNoXsOfaovh7RXdC83EdrbwGgHzK0cTzWq6jpHFpi7b2cwhICDaRChUxBgd81DSg\/rspFKL\/ANmD6PZbSnaGhyrJj\/nOdw4ir+zYFt0uLl1k+U98+aTwIP70vhzRpdZ7ZgOplCx5bhh9oo1GnYalrSkeUeZswMcCplNybss0k6I3Vuo3SfIQWHDEAhRMwTzURPEVu8jW9Th1QhGUHzEZKe0ng+9Gv0z3HdBCA\/Ln05Zu8VBbpCIGMtcO3kYSfaOa0io1sq7T0ar\/ANPeg2bjPf3Tt8iryVJgktOCe0VttV0y0Fm5sUL3AC4+grCeF7Vyx57LsqXILAgFTAOQMQc8+1bLp3S7jt8V3Mldu6OROAAeP2o483SVmE7vk3RGtpasN8ZfIjgLDcu3CwD8oP5MitF0ywFSVBXcd0fX+lMW+i29yvclyp3Lu+UN\/MF9frxVrXVg8fg+TMck09I5orqiu0yAU5TYpygPC3SuYqSyUnwqzosmHSraJcFzcVMmVAw0jP5rjX3EdWfbsIyI\/izJkdjB5p4ac81G1HUkR1DWzsaJYxIMx8vpXHmxrlo6sUnxHvD9s6gkoYA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\" alt=\"Platino - EcuRed\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El Oro y el Platino se producen en estas colisiones<\/p>\n<div style=\"text-align: justify;\">Las colisiones entre estrellas de Neutrones podr\u00edan ser la fuente de los metales m\u00e1s pesados del Universo. Lejos quedan ya aquellos tiempos en los que&#8230; Transformar el Plomo en Oro&#8230;durante siglos esta idea fue perseguida sin descanso por aquellos llamados alquimistas, que cre\u00edan posible transmutar la materia para lograr producir el m\u00e1s valiosos de los metales a partir de otros &#8220;inferiores&#8221; mediante lo que se llamaba una piedra filosofal, una substancia que en contacto con ellos provocar\u00eda la transformaci\u00f3n. Un sue\u00f1o imposible en atrap\u00f3 no solo a estos primeros qu\u00edmicos, sino tambi\u00e9n a nobles y reyes, que financiaron estos experimentos atra\u00eddos por su codicia. Una b\u00fasqueda in\u00fatil, que solo dej\u00f3 atr\u00e1s fracasos absolutos y grandes enga\u00f1os&#8230; Sin embargo, hemos podido llegar a conocer que, no estaban equivocado en el hecho en s\u00ed, la equivocaci\u00f3n radicaba en que no ten\u00edan el conocimiento para saber que, aquellas transmutaciones se pod\u00edan lograr s\u00f3lo en la Naturaleza.<\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvCsYKXjOm2Lja-2pwxwwllWzJgpJOAgfTCg&amp;usqp=CAU\" alt=\"N\u00facleos at\u00f3micos | Francis (th)E mule Science's News\" \/><\/div>\n<p style=\"text-align: justify;\">Los n\u00facleos at\u00f3micos se componen de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. Ya hemos dicho antes que todos los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> tienen carga el\u00e9ctrica positiva y se repelen entre s\u00ed, de modo que en un lugar dado no se pueden reunir m\u00e1s de un centenar de ellos. Los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, por el contrario, no tienen carga el\u00e9ctrica y en condiciones adecuadas pueden estar juntos y empaquetados un enorme n\u00famero de ellos para formar una &#8220;estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>&#8221;. Los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a>, seg\u00fan se cree, son estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en r\u00e1pida rotaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Estrellas de neutrones: caracter\u00edsticas, formaci\u00f3n y curiosidades |  Meteorolog\u00eda en Red\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son las estrellas de neutrones?\" \/><\/p>\n<p style=\"text-align: justify;\">Estas estrellas se forman cuando las estrellas de 2 &#8211; 3 masas solares, agotado el combustible nuclear, no pueden continuar fusionando el hidr\u00f3geno en helio, el helio en ox\u00edgeno, el oxigeno en carbono, etc, y explotan en supernovas. Las capas exteriores se volatilizan y son expulsados al espacio; el resto de la estrella (su mayor parte), al quedar a merced de la fuerza gravitatoria, es literalmente aplastada bajo su propio peso hasta tal punto que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> se funden con los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y se forman <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que se comprimen de manera incre\u00edble hasta que se degeneran y emiten una fuerza que contrarresta la gravedad, qued\u00e1ndose estabilizada como estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYZGRgYGhwcGBwaHR4aGhocHB4cGhoeGhocIS4lHB4rIRgaJjgmKy8xNTU1HCQ7QDszPy40NTEBDAwMEA8QGBISGjQhISE0MTQ0MTQ0NDQ0NDQ0NDQ0NDQ0NDQ0MTQxMTQ0NDQxNDQ0MTQ0NDQ0NDQxNDY0NDExNP\/AABEIALcBEwMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAADAAECBAUGB\/\/EADwQAAEDAQUHAwMDAgUDBQAAAAEAAhEhAwQxQVESYXGBkaHwBbHB0eHxBhMiMnIHFEJSYhWCokNTkrLi\/8QAGAEAAwEBAAAAAAAAAAAAAAAAAAECAwT\/xAAdEQEBAQEBAQEBAQEAAAAAAAAAAQIRIRIxQQNR\/9oADAMBAAIRAxEAPwDyCSJGGqIJDpAALTMaFtc+GB0Ki1orOlOPznRT2oMBzmtnIyQDGhAJiNMEANs4Ca0pSfrwTdO9N\/kqTmilcpOIg6b+O9M07sd\/COiAezx+8UzAJwzUiUgaQaHHAzlG6KzMfCm3A1zFMzjhTAccxjkwZgOWYM4ERhngd+sRWEyI0wQQBjImHChzBkEbiKp2icsstwxz4nmggiEmUNBMg5A0xOOGGKM2kin8oBOlQdJy98VAsyitIjE7kcBmsFJJ30w39DPkqVl2zExP4x5KTWgGcQKiRzG0Mxunsp2QOsA4xvjrgKYJgJ7UCFdtG0356ZKsWJBFrQdffMdBBxr9JtoRXPEVpuBieFEm\/c7zrxqUR5JruAA0igA3IATmgHI1w66UymhzCi1k78qYnhqigVGBrOvWVF4zOdZOdSKbsuSAHtxUUJkUnAggjhBIUSd3T51Umgdc6wKitKnMYZpgAZxkDKo5oBsN\/nuk4YjGM\/sapZcOw\/JCTQJqkCbSojHA1FK1kQcME8xlQ4A13SNTiJ4qLuEJ3CPndzzpHVBk9tYpSRIqDBNZz5ZBRTpzHmFfAgF+2RjT3HEYhNIO6lMce8zyySik0oedZ+ieJmhoOmAk6CT3CZH\/AHBEACsVNSIrQiIn4Q4yUg8xGUzG+CFJpqScRhoThUggilZrJ4pA4e7+X8v6h\/KcTWTXPCakTvQm4jjrHU5JxocNwE\/E9VEoByMfioTEIkgUIOWJrOekAzOBNAomCDkcgMMa41TNJtuRSG82NPuElDbihb7hJAFaCMJ0JGFZpIxmD0SIUWnMieyKHmpNSRFa+UCQQc2grj8U64+FPSlMMZNHZ4UIGWPREaKaUpBioO1XWlKRgDkZhCYRYSMCaggwcs5jJFa2dBJ4CeOATEZ\/ned33Spv37\/p3QBLOYNBFJwmYMRnqaUoJUmNrhMZcOCZhy18E5a9SjNZIzkTOgFPOiZIOYPxXTWox7JFhRnWeYEDIY8pzTlmP575oCoxgR2MU\/240r9vOqLYsqgug3gGIJJpOv8ApHsAByyVZzRNKid8H5r8rQtWSYoJgTlpJVV7Ncc8++aBA2sw77qqQbwG\/ToJRW2dPPITuZ55wQOgFtJ+R7YoVsQcJGGJB1mtN1O9FaewgZYE5YfWiDawZAihoc3Cc59oGWiB1WIjQ458RlwTbMYzh74coRXCnSDuiI9kmszSMLYnAdOGPaUxZHPzBGihw55zA+ZQ4QDNaDu77xzyTOGorqZlOG88oz5JiZQEQflI8ZPmMorHubtNkgEQ5taxUSNxrXDEYKFMRG4GuXCCkaMGpI3V34JiK6eb08Hzdv6dlInMk7UyZ95xJ8zQEGjDinI6SeG8707zMawO2u+AEmtJwBMAkxOGp3dMuYRngZZ4YGm\/MZJgDiMq8PKJyJJoBumnKTJxUSEBJjZBwpxnkBwitKpiYpAwxnnNDE5fdJx3Rrv5ZJF5wrAwBqNcOZ6pg\/Id\/qkoQkkYoAn78euCcFRhTjWQMRnuPt2TBwBr5miur8SZpkOUIbW+Y1+iI1BHDOmHz8pwycMfIxU2CoRWtmuczJr7481QCazKtDXtIjqjsYpOZPkU+EewZB3o4m0zLNI2atss69Poim7ynwuqBZXD7I1lY1Vn9iis2d3RwdZttY0OumUZ1VI2ZW\/bWEAqm27VRw+qf7ai+zr5puWqbtSc9N2qq21nAS4Osu3A5zr5qguEznOJxM6q4+yqfPZM2yQFbY3afdReKcFbeI85Ks9tcfhJQBGfnlFF5mtZzk+ZIr2Rz\/HvIUCxLgDMVxIyy4awk40rOcfHm5O9x7dsuX2UQSNBjFJmmHYdeKAgTM1r7pNjt1PnsnLjGzNBhumJPZMHnzdh0SB5ngN+Fcp3lR4pO88yUhXHPOc988Qg0TlzO7T47Ji3dy0U3xAgEGP5SZkycBAikCK51yESTjrugdNJCCRKlSDrPOK8tOiUYxpwkcM6+yaOqAWzOAySd9qRFI0x4+6cupFOlRrVMwCQDQGATjAkVjOmSZhpIzg3Uf8AlTdhlgkkB4mkVmhJqGgGhyior\/xUQ1TaJrIyyzygDcPdSBBwp1M+fKrhGazWen34IjY3xWNZineJTNaitYPDUI4CYzpuqrLGTXh52UGMVizGFFUibRWMkRp4fhWLOzww6VrqcSnsGHPPPXI8c1oXeyzVyM9VCyu5x80Vuzu9Fo3K6bYjPJXGXKMlfyj6YzbmrFlc9y2mXVGZdUvk\/pgXq5QMFUs7pVdbeLqS3BU2XSMkXImnPWl2WdebFdVb3bFZzrnuU\/J9c4brCFasgLet7CMlnWtmQZjCqXFTTFewoBYtS2sZwEAeSe2CrOZH25\/RTYqVTeMzz344RgIMQhOw3V4VgE8aeysPHv57obyCN+uuEcIU8NXLIkZnMQfj2UWniCJILaGadgAcIxlGcJOO6uMIWxWv1\/KFAizMTFNfgb93HRItHbKflFc2PPdRjjM0EfPHJIIBnnX6JOkSJMZg0k5gjdJ8oncRjn5VRL8cD5kgGqZzzM46ccx4EwAr5SuPZPAkSaUkxUa0z16YVUQRw3+eVKAfZPmPRPtU30GGQFDPxmmnCKaAHPDWQc0SpmImcQIFQZyEDsgA8U4ZSada7+GGeqkHRMCleIBpU0UZy0wiBpuk4JGd7anDHWO2SSGkgLbTrkPoI3UlTamIO7E4R8ZadlJoVporT9uMjqIlGahtHmCssanIVTY1W7OxkDjChY2fn17d1pXBgmDgaHdvVyM9aRu1ktu5XeUL\/p7mP2TQivLEEHTetm43bcqk4i3sWbndogroWXMPEgVzVS52MLp\/TLtAnJXrXMsuW6nGZY+jkq\/YejNGMStcABRL6rC7tdMzJ+qJ9LaRBWbevQv9q3\/3FJrpSmtQ\/nNcLevTSDEKja3KMl6LbXdr8Qs+29MbotM\/6T+stYs\/Hm14uZrRZF5usSSvRvVLq1ooAuStbgXl1WiBJLiAOU4ngtuSzrP65fXJXlizbVi6S93MCRtg8Pqsu8WMTUe5WOo2zqMd7NeaE5u6Tlx4Z6K7as88qqu\/TUTPnys2koBZ2Qtjw0xj6oj2oLippoPJ6ieQkfCg4kHDWmiltYHTnPEHHRDcPPukow07pox6zp+VIuJzJzNfNy3\/ANG\/pl1+tXNB2LJgDrV8Tsg\/0taDi4wYnCCaxBA590TjIpjQ4VwOGWKH550XuVl+mLlYtDLK7MtHYbVo3917jqdqg5ALn\/W\/05dzVzLKzGeyNg8gzHmjh8eXA788B5imGflKz8Lp756RdQS1lvaEDItaYxwNKVWLerhsYHaGdNkjiK++aC6ptFYoeJivVOXGgnIxwMyJHEiN6VNrQTrOO+iiQcchScRJnrgeiDPTd1\/\/AEkn\/iakmdzRCSQWtkTSY31M+DoitaOfwgsKssqqiaIxnn2Vqys0GyV67sk\/gdzgtIz1RbGzWrdrKdyBdrNb1wsFrnLHWhrldiYmdOi6S53U0PNBuF1mIEyuhu1hQU3IvhS\/8CuNgC4A+aLobNgaIVG53eDKvOWW9d8bYz\/UX2kITGz\/ACwBohXgEjQjLVBdejERlkpkF1JfV22phopWeOsY\/jzBVmvkAkkE6AQFJhO1XA1nWnZLh\/Xq6meKKDnyiBJf65f1RpJK52+Xfcu19Qu0lY99usDBdWdSyRx6zZa4O9WZDpgGDMHA8QMli3mzqTH0\/C7W\/XYaLAvN33IuVZ05u0s401rXlv6Kk9nnnlVs3iyKo2tnzWVjWVlWjOSrPHVaFszXuqLws61gRyiNZ+oNFo2X6ftiA57RZtMH+bodH9glw5gLX\/Rt1YBa3l0F1nDbMZBzhJdxAiOJ3Kt6t6gXONVHfWkz52qw9KsGwH2r3R\/taG0zEkn2zK9P\/wAObgG3ZzLEy11oXPc8gHagNjZAwho6leQPtl2P+H\/rJYLSz2omo0qIRbz0574771e\/NYHMY4aOdgXbqVE6aDWCuKvTnWj6gUyP9LG\/8tTu\/CLf706TXga578uCnYXcubABOpINTrgo+lfKjb3ZmFXHUmAP+0fxas683OJhrek+2C6ey9LeTRu\/Ax1Cv3b0ZwNRJPb6omiuZXnZudmBD7POZlwPYxnlzW56b+i7K2YbQ2VrZ2YEm0LxZsAzO3aDZiF11v6KI\/k0HjgqHqDGHY\/dtHvbZ0Yx73PY0g0dsEwSBPKmAEV9J+bArp\/h\/cnsa5pvBaRIItGQRu\/iksy1vJJJNq8znQJ0u0+R5+XiaCFYY4R9xuyxyNd450Wo1mtIzrTsCFqWEGKdFk2Bw83fC1bsZWuWWmzdQDC6S4WeFOC5m5ugrpLhbAQtZ1z65HX3C6\/x09zoPlal2saLI9NvrYAOUQtaxvIKz19Lzc+L9k3qoW74TWTpKa3YYmVl\/W\/fPFS2tTSBuJ05Ks+0IgNGGJiuPsrLrMnDnwTENYfmcQdQtJYwstvoH7zsCIVixtJAaR\/b91JjGkAg4zQ8eyZ1mQdIw83JWxXLPViymJVmyFKodkZCKFnW2fwO3ZKo3mzBorl4fCqFwqSYV56z3xi3y6NAMgLlvULtBNPCuwvDHPnZqBnl1wWBeruJ\/naMbwl5\/wDEEd1vKw8\/jk7xYLOt7GAV1z2XYH+T3u4BjB1JceyhdLG7WrgxliH0JLn2jyGtGJIYGdN4UaaZvfHnV5Ys97ZcGirj\/pFSeQqfsvUPVr1dbIxZ3axkZlgcZ1l+0R1Wcz9Z3hgLWOa1ujWhscCIhZ310Scc36XY2tjZ2gtLK0s2PhzHPY5jS4AggFwEmNNFh3kucSQ0kcCuq9Z\/UL7X+p9rMf8AvW2zybtwOi5O8jacSXE\/3EuPUmVHPVdvOK5s3HQcXNb\/APYhWbq82Lw8PYci1pJMHfGyeRKrPsiM0AsKQjqrt6qHGsc+C6v0S9McRhzw7QvKmkhbXonq5Y9u1hKz1lpNf9e6XZggIxaBU\/dY\/pd9lrTqFZvV9EYnzjRT3xXGd636hFBguB9SvdTC6L1V4M9sFyl7sqlOUtKP+ZO9JNsJJs+MVrUZjEzG+c0ZrYjCs6TTUZLWJq1YOIj8+\/BaFg807LMYVcsnxitcstRr2LyFrXW2IXO2dsrthblbZrDWXZXK9b10VwvU4rh7hbrcu3qAbX3Wlksc\/NTXjt7s8kzgAtCjhKwv07fW2rXS4F4P9OjaVAz4rWaC11Kgrj1+u3\/Psnv9RtiemX1VR9ht\/wAdrZIr5qtR9nIVdt2AM60P2SmuK1nrL2XNpP8ATgRRaV0cXCtYpCm66giNe\/FWLGz2RCNXsGc2X38SYyBCZ7oEqTiq95t2sG05waN+J4DMqY0U7wHOmKDMmgCyLxf2tED+R1d\/T\/2tz4noq\/q\/r4fLW0bp9VztpfgZldH+cl\/XH\/t23xa9T9Vc7Fxphu4DALmr5eicSSiX22lY1tarbVk8iM4\/tTtLxvp+VrehXrYu9o\/\/AFPfsT\/xaAcdJd2C5m0tBO5aXoTH2rTYMgknbqYa0Ua4uMUAhuE46rDeux1f5Z5VK\/3oucSVl2loux9QZdruNhrGWj\/9b7QbQJ\/4sMtaOU6lYFpebu7+qxGf9JLNMmkDVZdbXNn6wbR5QC5aV6sWE\/wlvEyqVpYQY2mlTSDLkN5RHWR1Cg6zKSgCmhTe1QCQeo\/pT1DasGEkkgbJ4toacvZXr56gCKVPArh\/0tfC0PZjWQDgJp8LoLNxzHssdTlb5vYa023YnpKqWl24+cVvXW6l+FOJCM\/04Z17+dEdKuR\/y\/kpLqv+mjQ9ElXS48tzieaIwkebt+6VXnRTa6sxSc5w0W0YLTHnuj2b1TYTl1zVmz94+quFV2zdoCd+UHcPqr1jRZ9kVZa\/DwLSVnY17G3hHN+r8ZLEdbwottylrYzh0NlfiCCDBGBFCF0Fx\/VduyheXAf7od3Ne64ixtVaZbrK3q5mR6Ld\/wBaP\/1NYeRHeVcs\/wBYh2NkOT\/gtXmjbwUdl483pK49KP6vaP8A0Xf\/ADH0Q7T9ZAYWQHF\/xsrzx9uhi8IHrsL\/APra1NG7LN7RJ6un2XO2\/rT3mXvJOpJPusq82qoOt0dHGta3w6qpaX0hUn28+dVXtLRaZ1xGsStF17lU7V8rPfbEFTbefb858Vf11Hzw9oF0\/oNuLK6PeB\/O1e6TnsthoE6TtdSuVc\/6+b1oXK9bVibPNhLhwdj391Gvxri8qtf7xtErLtCVYvEyqzmO0Uqt6E96E4o7rHeEB9mQkRpSNookpippwznSpFiGjF1EjW\/Q3htrXNpA40PPA9V3VwtmuAFOS84DoM6LufQIDWvJBkUhRqf1pmuruF0cazDe\/LctIMDRAHeVn3S+SIV39zf5yWaj\/t+SE6h\/mmj8JIDwsIgE6CPOJwUWuwMCm731Ug7LdFM6zjnWOi6nOLZjf+PIVhj6ZY5IFn294p8qYd5HTjknKLFpjkU2nPz8Kn+7l55RJlpWmWonsU+p4sh6mx6rtcjtbTXXdzGNISprTHx58ozbbATw85qi56k1+s9vetahI2g22rHspstt6zmPMScMvt0UhaZ+ZfVINJ14UBeN6zja0Tbft+EBftLeQqL7QeaKL7Y+fCp2r0KWv3a4p3PlUttEY\/z383ohU7yq4fX3RHuQXvJEZcBvzjCuCrpcS\/drv0RLK8lp2hj5PXBUpTC0R9DjoLmWv23AEbMU\/unA8u6BenjAZKr6bfdgvFC18NJwiHAtdHlCUW9ggkFLoUnlAc5WXID2pUIlyRaFEhMlVEWJiU+0mBQURJXQfp++kDYyB98FzzmKz6Y6HgTBIIHHEe3dTZ1UvHol0vY47lfsrd7jjA7rnPTbw0UIW7ZXgGnxrv5LKxp1c2ZzCSrbe8JJE8qlT2qY6R2+kdFBxxiNPuJww7p2nzry8C6WabSpB0UNNaV74IQfhSfncm25xyw6I6XBgfPyit4oDTHTzmpscRXr5lkmQzX\/AJ85qyx0Y\/kYGvLBUrJ8GfBvCOx45YAnLeiUDPOOW7P2TB3t529kJr+NccIph5xU2GK0zoc\/JQEwabvI+U81McNeiGHxXuOFR3UdvRAE20xdvqoudn5h29lAu888ojgELt6G8pg5M44YY6gFCkGu3qbHVrlBPAe3FV3OSa7rkgLJcSa4mtaY1FTxVdzor74SITl0Z9s+aG45Ux883IBOO9DcdaZ6DdTzFSc6vgpPNRd7flIG24Vll6IoagCmG0B5kqzHxjh26eYKLhEeecNyBxf\/AHGHMc6JnNVF1KcD5oVJj3TQ+wHeiOlwZwUCFJt5B\/qHMfRS2QcDKRgEJgURzVDZQUSlRnMYjBOokpKdN6Xeg9gmjhjGa1mFzTIJIyj7Bct6QaEZzIW4y2ewVqFFhtT\/ADh38wUllf54aFJHyXXIke6RPnnBJJaEfbyy5\/Ki0pJICw0\/xO6DgOGMyAMo13Jw6TAyP8RJ9ynSTBmP6UGGHkIu1mN2OWXukkgEDpkE\/wC7yywoEkk0ltY9vNYS26cPPlJJAPNa81EuSSQpEv8ANVEuTpIKAl8V+FK1YWSHCCANDiNrLdKSSRn26CThhGORPueaiXVpl8cevNJJARdTzzRQY44g1EEGoIqMOZCSSQM504zjU4mtTxPNRCdJANKeQkkg0SU7SRUFJJBDi8f7uo+QilmYSSSKhuagvSSQa7YuLQIxyW3db7tNmP7hv1CSShVO11mawUkkkJf\/2Q==\" alt=\"Qu\u00e9 es una estrella de neutrones?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRIQ9jpV4MpTEfKxt1xFjSNo_QLtI9Tn0GQCQ&amp;usqp=CAU\" alt=\"Dos estrellas de neutrones han iluminado la ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">Si el Sol se convirtiera en una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, toda su masa quedar\u00eda concentrada en una pelota cuyo di\u00e1metro ser\u00eda de 1\/100.000 del actual, y su volumen (1\/100.000)<sup>3<\/sup>, o lo que es lo mismo 1\/1.000.000.000.000.000 (una milmillon\u00e9sima) del actual. Su densidad ser\u00eda, por tanto, 1.000.000.000.000.000 (mil billones) de veces superior a la que tiene ahora.<\/p>\n<p style=\"text-align: justify;\">La densidad global del Sol hoy d\u00eda es de 1&#8217;4 gramos\/cm<sup>3<\/sup>. Una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> a partir del Sol tendr\u00eda una densidad que se reflejar\u00eda mediante 1.400.000.000.000.000 gramos por cm<sup>3<\/sup>. Es decir, un cent\u00edmetro c\u00fabico de una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> puede llegar a pesar 1.400.000.000 (mil cuatrocientos millones de toneladas). \u00a1Qu\u00e9 barbaridad!<\/p>\n<p style=\"text-align: justify;\">Cuando hablamos de las cosas del universo estamos hablando de cosas muy grandes. Cualquiera se podr\u00eda preguntar, por ejemplo: \u00bfhasta cu\u00e1ndo podr\u00e1 mantener el Sol la vida en la Tierra? Est\u00e1 claro que podr\u00e1 hacerlo mientras radie energ\u00eda y nos envie luz y calor que la haga posible tal como la conocemos.<\/p>\n<p style=\"text-align: justify;\">Como ya explicamos antes, la radiaci\u00f3n del Sol proviene de la fusi\u00f3n del hidr\u00f3geno en helio. Para producir la radiaci\u00f3n vertida por el sol se necesita una cantidad ingente de fusi\u00f3n: cada segundo tienen que fusionarse 4.654.600. toneladas de hidr\u00f3geno en 4.650.000. toneladas de helio\u00a0 (las 4.600toneladas restantes se convierten en energ\u00eda de radiaci\u00f3n y las pierde el Sol para siempre. La \u00ednfima porci\u00f3n de esta energ\u00eda que incide sobre la Tierra basta para mantener toda la vida en nuestro planeta).<\/p>\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"SENTIMIENTOS ENCONTRADOS: 2012\" \/><\/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\u00a0\u00a0\u00a0\u00a0\u00a0 El Sol nos trae el nuevo d\u00eda, la esperanza y la incertidumbre del \u00bfQu\u00e9 ser\u00e1?<\/div>\n<p style=\"text-align: justify;\">Nadie dir\u00eda que con este consumo tan alto de hidr\u00f3geno por segundo, el Sol pudiera durar mucho tiempo, pero es que ese c\u00e1lculo no tiene encuentra el enorme tama\u00f1o del Sol. Su masa totaliza 2.200.000.000.000.000. 000.000.000.000 (m\u00e1s de dos mil cuatrillones) de toneladas. Un 53% de esta masa es hidr\u00f3geno, lo cual significa que el Sol contiene en la actualidad una cantidad de 1.166.000.000.000.000.000.0000.0000.000 toneladas.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTS5d_PLfei2cPwvjJRTa4hV14wSYOu5lwlzA&amp;usqp=CAU\" alt=\"Sol: origen, caracter\u00edsticas, estructura, composici\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Para completar datos dir\u00e9 que el resto de la masa del Sol es casi todo helio. Menos del 0&#8217;1 por 100 de su masa est\u00e1 constituido por \u00e1tomos m\u00e1s complicados que el helio. El helio es m\u00e1s compacto que el hidr\u00f3geno. En condiciones id\u00e9nticas, un n\u00famero dado de \u00e1tomos de helio tiene una masa cuatro veces mayor el mismo n\u00famero de \u00e1tomos de hidr\u00f3geno. O dicho de otra manera: una masa dada de helio ocupa menos espacio que la misma masa de hidr\u00f3geno. En funci\u00f3n del volumen &#8211; el espacio ocupado -, el Sol es hidr\u00f3geno en un 80 por ciento.<\/p>\n<p style=\"text-align: justify;\">Si suponemos que el Sol fue en origen todo hidr\u00f3geno, que siempre ha convertido hidr\u00f3geno en helio al ritmo dicho de 4.654.600\u00a0 de toneladas\u00a0 por segundo y que lo seguir\u00e1 haciendo hasta el final, se calcula que ha estado radiando desde hace unos 4.000 millones de a\u00f1os y que seguir\u00e1 haci\u00e9ndolo durante otros cinco mil millones de a\u00f1os m\u00e1s.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" 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\" alt=\"Las 10 nebulosas m\u00e1s hermosas del Universo \u2013 eju.tv\" \/><img decoding=\"async\" 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T0+0LW59hKZP+XUputYNqMc6BudIMwlWRN8XpluTDLG7W190ZHGvYSNDNMNAImZcNz79EG1l7\/j8KxqUEOWIuNCufJ2MYxSFOATFECx02StSQka8IkJSwH1UThCfrE91zmzdEAOX8QkpBOdTunUad1XNa2W43XQIwnVoB\/wCFcYLFUWeWC88mYHsqrFUzqM24t0UNFhFhssU42qs7GOXujcZZnFBjx5HEH7oIt033WuwFVj2jSyGk7dpsvMcvYBed1sspxRIDQeFllFLastl8u0kX2Nw7XEg7BVdfsrQMvzcCU2thrSbDk9F0fFmo49nD8luWSolJXw7tM7gE3Exwqx9Lda19JwexrHamE+cAiHTaCDvAQOZZdoPrce6i8iM5cUTJjnBKT9mdNOE9tPlFlkKJ56K1MpuyJkc7fyWU8U5o4y1lmkQDzHp3WpxAOhwaYMcCZkwVi8\/pEQHCDHF4WfNJ80joeHGPb7KRlZo3KsqGYU2Cwv1WfcLpZUeNM6PBGnZj2uiHAeq2fg3Fs+o8Bw1aD+C1eRl5V\/4Mx\/08SzUfK6WH\/wBhA9phVSwf7X0JNfFpfR63iMWOSg6g1bGyrsTUJKjZiCNitX6aas4yyemg5+FWM\/6gQ0UWwCYe70B0gfkH4WypV5Bn8LJ\/9QqY003DuCZ4mQI9ipKVUizxYt5U\/wCTz1xurbwu0nFUoJEOknewBJHuJHuqorQeDHFtcnSS0scHGLDYi\/WQnRsyuot\/ybHFxNtlX1BBRlR4KHqiVa2ceOiJq5wSFyVKiw4KNwRdKmHNcS4AiLHd3FlC5iYLVAjHKwFZpa0aYImTO\/S3EIalRSxCEQydBDxZNpC6ex3lTaYuq8kqGxxskxTNQiOy6nhKZdoFQa9Or\/x7tLv9XZdjXeR1+I+VV0aGsy3jZc+Scr3R2MVRim0XlPAgOs5p9CtDkIDSC4iZWRY14Ef2RdPFObAuFTNPjVl6cW7PVWV6e87dFVZlm\/lLYAHT+6o8DiyWCPyeigxdYu3VWKbT4yZRlwRT5RQPUzV7S4NcQHbq7wGKfUw8PIdos0zLtp0k82WYxbLWVnkdR7Gvn7XNEc87x1hbeKtSRkyu4uMgiohov2U73oZxM2WhTMKiPLeiz\/iDD63G2zRC0rGEiFXZwyG7TaEuVpotwScZ6PM6lENcQ6QIMRBvHl9phBOlXOcUIvN+ipk2OVqztXyihhajcrYTUbH+ofqFCGyjMsonWDcRyjOVRZOFbPSH7lQvaVNSY4taXXcWiSo81xpw9B1bSHEEBrTManGJdHG6SOW0qOK8TcqX2H5TTLpHZZPx7S0lg5dc+1gq3\/8Aa4iLaG+fXZpB3nTv9vZB+Ic1fiH\/AFXgN1Wa0TDWjgT6lV8Zuab6Ol4\/jxxvk3eiqbUgQAN5nnm3pdbPw\/T00GkNA1EneZ4H6LF4emXuDW7ucGj1JXoeAwRpsaw8f1n+a0asp82dwURj2lQvCsHkQgqpCtZyUDPSoimWEOLidVtIix6yeFE5NFaHkqGTCkpCSoS1TUSigPolw4SVWKbDBdiTdREYKBdE0mIZyMwzrSdlkzutmnCr0AZk4l2nbZT4KgRAEEdlIyiajiZAHU7AdURhsZhqbh\/mSRY6Wkj559lzZ5HTUVZ2ceNySQTUw8AHqgjSJKvTmGGc37z8Rb3ULXYd32VAP9whZVnf+yf9F\/6El0LghpZb3CdXINwFGXvY4aYc32I9QRsiX09fmbtHweiVTSfIMo3Gq2VwZqcB3Vs49OP5IfBYTzOJvATqztK6eLJaOJnjcqHh8lPawIVlRTtemc0ihwYUx4G6z3jDHinTaRdziQB1jc+l1a\/Wush4uxLXVmtj7Wx6k32R58tFvjYrnszWIxQe3zA6yb3kR2HWVXTCmxDYcUO4rTFJLR13UVonpTvMJW1XDZx+SoaYU9Zoa4gODoNnCYPcSAYRaGW42ywPiXEhob9QwOYbPzC7F5hiMQ0Ne4lszEQCeCY3VhkeHY9g1tBhxglXX+CZp0jjbsqXNR6XRmnKMZVRl8HkpJn+EHc8x0U\/ifAhjWEbdfVaWi9oE9AfkXVV4hq62tESI\/MKiOWTmmwJtsyuW19D2v8A9L2uPWAV6fUfqAIuCJB6g7FeTPaWmIv0W88EZoHMdQqO87b09R3bAlgPYyY79ltlr5FHkYXOOu0G4iUBVJVvjmHeFU1U92tHM6ZG11k5pSNCl0q2PQBAnMCTTZcJF0QE+BeCYLg2xuewkC3Xb3TKz9yoMMyUuICFjOqHUnyRab\/vZEGnLg2d9hwEPQYQERcBzp4gLn+VI3eLF+gLHYiS5gd5G9BAtyeqoa+YtaIaJ9UmZ4kizTvv\/RVJKmHCqtnXc+Kpdlg3MHTujMPj+SqGFJJF1ZLDFgjll7N3l2bxA4O\/f1Wny\/ENuRYG8FeU4bFlqtsJmrtpMcLnZ\/Db\/E0RnF9nqVSuzRDXNmJd26qtEOkgg+6xDs1eQRq\/KgZj3k\/cR7pceGcY1Zln48ZycjbVTFoT6Qsq\/KMcajTrMubF+3dHB4uknka0zJPA4ujqdSXfuFis6xDX1nPkdo6Cyu89x7mUSGjzPkTew\/qsG6oRvv3WvxoOa5F2DEoq2Li\/uPcoYJznSSU0roJUqLJO3YhK4OTwzso3BEV2tmnyLGNDNJOxKscLjy55bBE877cLHYYuMNHJ4WqwOFLRfeFmyRplMlHt+yR9bS4tBncfO6JbTkNcBP8AVVr2eaFaZfUhhB4Mj0Wd0K+jEZmSHumJnhD0qxBnod1d59RbAIHmJ94VHVYWiCIMmQt+NqUUO5O7RrMP4zJaGVmB+wDwdJHciId+FZ1afINuD1WDwmHLy4ATDSVrstxDn0WF24EG0faSBPeAEaUejH5MU0pUr\/YJaE5r4IMJASuIsngzC3TJq1QOcSGhoPAmB2ErpsmU2ynuarbsD27H4UJ+IpBcuQ9gQjWw1A5tWLWW5n2XLlzs+5o6vh9mSrvJUQCRctEejfIa0J8wuXJhY9HSpmPsuXJWWkhrWTm4iwF1y5JSLEy1y3MHAiJBNv8AlagOloPUXXLlzPLik1QMq+IzNKQ+g6bw0n4C82e5cuWj\/Hfi\/wCTO+jmv37p1T+H0XLl0GD0PrO\/RQuXLlF0MzQeFsIHFzjxYf1V5iRC5csuT8mY5fkVmPYdJgxIQ2SPdpeS4m4H91y5CP4Mtl+JYUcOH1NR4sOwhZ\/xFSipPWfwkXJ8H5Iq9hvhMf8AcP8AtH6q3LYsOpPzdcuWh9sx5n8iSnZSQkXJomeQx7oRX1m6W+U6v4jNj0gcJVytiFfiz\/\/Z\" alt=\"Las 10 nebulosas m\u00e1s hermosas del universo observable - Qore\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" 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\" alt=\"Las nebulosas m\u00e1s espectaculares del universo - Nebulosa Dumbbell\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRynUy-0fHejgsNc7v9H6CamfNo2HbSbPhYdw&amp;usqp=CAU\" alt=\"Nebulosas de emisi\u00f3n - Universo - 2021\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 Como delicados p\u00e9talos c\u00f3smicos, esta nube de gas y polvo interestelar floreci\u00f3 a 1.300 a\u00f1os-luz de distancia, en los fecundos campos de estrellas de la constelaci\u00f3n de Cefeo (Cepheus). Llamada a veces la Nebulosa del Lirio, NGC 7023, podr\u00eda muy bien ser una estampa repetitiva del nacimioento de nuestro propio Sol. Ah\u00ed, en el centro, vemos como comienza a brillar la proto-estrella que nace.<\/p>\n<p style=\"text-align: justify;\">Pero las cosas no son tan simples. El Sol es una estrella de segunda (o tercera genera) generaci\u00f3n, constituida a partir de gas y polvo c\u00f3smico desperdigado por estrellas que se hab\u00edan quemado y explotado miles de millones de a\u00f1os atr\u00e1s.\u00a0 As\u00ed pues, la materia prima del Sol conten\u00eda ya mucho helio desde el principio, lo que nos lleva a pensar que el final puede estar algo m\u00e1s cercano.<\/p>\n<p style=\"text-align: justify;\">Por otra parte, el Sol no continuar\u00e1 radiando exactamente al mismo ritmo que ahora. El hidr\u00f3geno y el helio no est\u00e1n perfectamente entremezclados. El helio est\u00e1 concentrado en el n\u00facleo central y la reacci\u00f3n de fusi\u00f3n se produce en la superficie del n\u00facleo. \u00bfC\u00f3mo hemos sido capaces de llegar a saber todo eso?<\/p>\n<p style=\"text-align: justify;\">Cuestiones como las de un simple eclipse solar, llamaron la atenci\u00f3n de antiguas civilizaciones en la Antig\u00fcedad.<\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Las cosas de la Naturaleza que tratamos de comprender : Blog de Emilio  Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Eclipse total de Luna | ESO Deutschland\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Un eclipse lunar es un evento astron\u00f3mico que sucede cuando el planeta Tierra se interpone entre el Sol y la Luna es decir, cuando la Luna entra en la zona de sombra de la Tierra. Esto s\u00f3lo puede ocurrir en la fase de Luna llena.<\/p>\n<\/div>\n<p style=\"text-align: justify;\">La Tierra es un cuerpo cuyo radio ecuatorial es 100.7 veces menor que el radio del Sol, lo que provoca que \u00e9ste proyecte un cono de sombra convergente y un cono de penumbra divergente, determinados por las tangentes interiores y exteriores, respectivamente, comunes al Sol y a la Tierra. La distancia promedio entre la Tierra y el Sol \u2014denominada unidad astron\u00f3mica (UA)\u2014 es de 149.600.000 km.<\/p>\n<p style=\"text-align: justify;\">La Luna tiene un radio de 1736,6 km y gira alrededor de la Tierra a una distancia media de 384.403 km (60,27 radios ecuatoriales de la Tierra). La altura del cono de sombra es de 1.384.584 km (217 radios ecuatoriales) que es mayor que la distancia de la Luna a la Tierra, por lo que se producen eclipses.<\/p>\n<p style=\"text-align: justify;\">Para un astronauta que estuviera situado sobre la superficie de la Luna, un eclipse penumbral ser\u00eda un eclipse parcial de Sol. An\u00e1logamente, si el astronauta se encontrara dentro del cono de sombra de la Tierra no podr\u00eda ver el Sol; para \u00e9l se estar\u00eda produciendo un eclipse total de Sol.<\/p>\n<p style=\"text-align: justify;\">La atm\u00f3sfera terrestre tiene una influencia vital en los eclipses. Si la atm\u00f3sfera no existiese, en cada eclipse total de Luna \u00e9sta desaparecer\u00eda completamente (cosa que sabemos que no ocurre). La Luna totalmente eclipsada adquiere un color rojizo caracter\u00edstico debido a la luz refractada por la atm\u00f3sfera de la Tierra. Para medir el grado de oscurecimiento de los eclipses lunares se emplea la escala de Danjon.<\/p>\n<p style=\"text-align: justify;\">La sombra tiene un tama\u00f1o de 4607 km y como el radio de la Luna es 1736,6 km resulta que el radio de la sombra es 2,65 veces el radio de la Luna por lo que dentro de la sombra caben casi 3 lunas.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan los estudios realizados y considerando los valores extremos de los anteriores resulta que la distancia de la Luna a la Tierra variar\u00e1 en nuestro siglo en 50.337 km como m\u00e1ximo, cantidad importante que supone unos 4 minutos de arco para el di\u00e1metro angular lunar, en m\u00e1s o en menos, un 8% del di\u00e1metro angular medio de nuestro sat\u00e9lite.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/00\/Geometry_of_a_Total_Solar_Eclipse.svg\/250px-Geometry_of_a_Total_Solar_Eclipse.svg.png\" alt=\"\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Es cierto que cada d\u00eda, tomamos nuevos riesgos en busca del saber e instalamos ingenios tecnol\u00f3gicos espaciales que nos dicen lo que ah\u00ed fuera est\u00e1 pasando, e, incluso, enviamos a seres humanos que, con trajes especiales (no del todo adecuados) llevan a cabo trabajos necesarios de mantenimiento, laboratorio, mediciones, etc.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Quelle importance ont les apports exog\u00e8nes pour l'exobiologie?\" \/><\/p>\n<p style=\"text-align: justify;\">En su sentido m\u00e1s general, un cosmos es un sistema ordenado o armonioso. Se origina del termino griego &#8220;\u03ba\u03cc\u03c3\u03bc\u03bf\u03c2&#8221;, que significa orden u ornamentos, y es la ant\u00edtesis del caos. Hoy la palabra suele utilizar como sin\u00f3nimo de universo (considerando el orden que \u00e9ste posee). Las palabras cosm\u00e9ticos y cosmetolog\u00eda tienen el mismo origen. El estudio del cosmos (desde cualquier punto de vista) se llama cosmolog\u00eda. Cuando esta palabra se usa como t\u00e9rmino absoluto, significa todo lo que existe, incluyendo lo que se ha descubierto y lo que no.<\/p>\n<p style=\"text-align: justify;\">Se dice que Pit\u00e1goras fue el primer fil\u00f3sofo en aplicar el t\u00e9rmino cosmos al Universo, tal vez por el orden del firmamento estrellado. El c\u00f3smismo ruso es una filosof\u00eda cosmo-c\u00e9ntrica y movimiento cultural que surgi\u00f3 en Rusia a principios del siglo XX. Adem\u00e1s, cosmos significa &#8220;organizaci\u00f3n en el universo&#8221;. En teolog\u00eda, el t\u00e9rmino cosmos puede usarse para denotar la creaci\u00f3n del universo, sin incluir a Dios. La Septuaginta usa tanto Kosmos y oikumene para los n\u00facleos habitados del mundo. En la teolog\u00eda cristiana, la palabra tambi\u00e9n se utiliza como sin\u00f3nimo de ai\u00f3n para referirse a la &#8220;vida mundana&#8221; o &#8220;este mundo&#8221;, contrario al m\u00e1s all\u00e1.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p style=\"text-align: justify;\">Algunos de los pasajes que arriba se leen, se deben a Asimov.<\/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%2F2021%2F11%2F04%2Flas-cosas-de-la-naturaleza-que-tratamos-de-comprender-2%2F&amp;title=Las+cosas+de+la+Naturaleza+que+tratamos+de+comprender' 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%2F2021%2F11%2F04%2Flas-cosas-de-la-naturaleza-que-tratamos-de-comprender-2%2F&amp;title=Las+cosas+de+la+Naturaleza+que+tratamos+de+comprender' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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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As\u00ed, en el Universo primitivo, ambas clases de materia estuvieron un tiempo elimin\u00e1ndose la una a la otra y, por una raz\u00f3n que a\u00fan no es bien comprendida, la materia era m\u00e1s abundante que la antimateria, as\u00ed 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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27350"}],"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=27350"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27350\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27350"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27350"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27350"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}