{"id":27108,"date":"2021-09-08T04:21:48","date_gmt":"2021-09-08T03:21:48","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27108"},"modified":"2021-09-08T04:21:48","modified_gmt":"2021-09-08T03:21:48","slug":"las-cosas-de-la-naturaleza-que-tratamos-de-comprender","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/08\/las-cosas-de-la-naturaleza-que-tratamos-de-comprender\/","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=\"Qu\u00e9 es la antimateria? Te contamos algunas curiosidades sobre ella\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTI05MoT2wPf7G23kUJCS3ZyOQWGK2DEBz48A&amp;usqp=CAU\" alt=\"Seeing double in proton-antiproton collisions\" \/><\/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\u00e1ndar de 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;\">Perro, 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 de la revista Nature.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las part\u00edculas elementales\" \/><img decoding=\"async\" src=\"https:\/\/laleyendadedarwan.files.wordpress.com\/2019\/09\/hadrones.jpg?w=360&amp;h=338\" alt=\"El camino a los l\u00edmites del conocimiento te\u00f3rico \u2013 La leyenda de Darwan\" \/><\/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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nubes moleculares en Ori\u00f3n \u22c6 Alfredo Madrigal\" \/><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=\"nubes moleculares | portalastronomico.com\" \/><\/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;\">\u00a0Dicho 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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Brazo de Ori\u00f3n - Wikiwand\" \/><img decoding=\"async\" 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\" alt=\"Ciencias Sociales\" \/><\/p>\n<p style=\"text-align: justify;\">Las im\u00e1genes se\u00f1ala la posici\u00f3n del Brazo de Ori\u00f3n y 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<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Consiguen la primera imagen en 3D de los 'Pilares de la Creaci\u00f3n', en la  Nebulosa del \u00c1guila - RTVE.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTfMZcxppOFQN5R3SeCVJEhYQGK_rKXcn6ylQ&amp;usqp=CAU\" alt=\"La magn\u00edfica Nebulosa Cabeza de Caballo |\" \/><\/p>\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;\"><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=\"Una rica colecci\u00f3n de coloridos objetos astron\u00f3micos se revela en esta  pintoresca imagen de la Rho Ophiuchi cloud NASA\u00d5s complejos desde el  explorador infrarrojo de amplio campo, o sabio. La Rho Ophiuchi\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Per\u00f3xido de hidr\u00f3geno, el \u00fanico agente germicida compuesta s\u00f3lo de agua y  ox\u00edgeno | Noticias | Poscosecha - Frutas, hortalizas y ornamentales\" \/><\/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).\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;\"><img decoding=\"async\" src=\"https:\/\/d7lju56vlbdri.cloudfront.net\/var\/ezwebin_site\/storage\/images\/_aliases\/img_1col\/multimedia\/fotografias\/ciantificos-del-centro-de-astrobiologia-detentan-amonio-en-el-espacio\/2545406-1-esl-MX\/Ciantificos-del-Centro-de-Astrobiologia-detentan-amonio-en-el-espacio.jpg\" alt=\"Detectado amonio en el espacio por primera vez\" \/><\/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 magn\u00edficos instrumentos de fabricaci\u00f3n muy sofisticada con alta tecnolog\u00eda que utilizan los \u00faltimos adelantos en f\u00edsica e ingenier\u00eda, incluso 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\">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=\"data:image\/jpeg;base64,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\" alt=\"Enviar un mensaje a una civilizaci\u00f3n extraterrestre es imprudente y  potencialmente catastr\u00f3fico\u00bb\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSwunl5hfXD4VihsxvOFEi3yPpwfO4PAKuEdA&amp;usqp=CAU\" alt=\"Astr\u00f3nomos m\u00e1s cerca de revelar origen de misteriosa se\u00f1al del interior de  la V\u00eda L\u00e1ctea y que se repite con asombrosa frecuencia - 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<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQND3h-AyiXKIZkeBAWnIN3of7Lo_qOw8NkgQ&amp;usqp=CAU\" alt=\"Cometas en el cielo | Sociedad | EL PA\u00cdS\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT8CtQrw-AVl61hvCrw9hShTxwdiP2aUi0QUg&amp;usqp=CAU\" alt=\"Los Cometas: Definici\u00f3n y clasificaciones \u2013 UNIVERSO Blog\" \/><\/p>\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<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;\">\u00a0<img decoding=\"async\" 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HGKoQuyahcomdTrHOqzhWFzOXJACiYM6naB7Zp3LsjRY7FJ1qtaLanMV5BieUDvNNcQ4k2XKza1XYe6A4YADUAnnFWWOxVtnByq\/exAn2xXH26RRYLHLavJcYZgDJHfoY38YrrE8SuPcN9TA80eaCNCYiImJ19NedJ7MMGS3kUL7TJ17W\/qqutkM0ARbOTMGmIg5hruRyI1rpjGbWm4VcItQ4mdfGCSR6oIPrpPibDkKgsXXyN1ZJylVyxMqOzmLfB79aL8tbfOwUR2dPOaNQSNQNeW8VnRtzY4rbS3kULMHNKzMmByMV5Y4hKhAoEEklRABJYxoInYRUHC3DkqCFJJABACmNpJ5mP4moXDW4GhBOQRExzMgnaDzpx0LEMWIkkx38jzHtrQcLQZcxrPYTtaDfupy\/eZFy6jw2prfC7PcU4w9sFRcyjvrM4\/iTuJMEa9r66tvIluWgxMFjEk+DEjX0VXjAkW5D6Ewq8z+Arf2s9voHuRKfJbpOxvEj0ZEH3UU37mloph7iEgxd5afAT20VBd426BeQBbTPlBGeFaJOltoJnTaPWKMDYZbzyeyMw1d2MsVYHtGIjSBtG+sVDjbp8qRe0NEgzIiWnQarOgM+doNIrrg+bO4JaI07WVN9IssSyGOe1RpLjuJNbdl7AAUMCxIHm3CVPier08J7qne9dJXKgE6n4WmmhOkNqdNtN6eKg7iuqBbCmc2mzt69TUqWwuwAnUxpJ76jwfw\/wA9vrpigqek1othrijcm2P7RKtqCKKCn6RGLan9IPbZu\/fWf4Jg2R0ukaFcRZBnl12KuHT0IlaDpPPUSBMOgj889X\/fqTjICorCAFYnw7SOp+1QUx\/9PwMf+0+gKfuqfFXC1xQSTlxqgTyHVLoPWT7arL+KKpgLA2ydrT4SAKuvI6XPYa449i2t27lxTBXHAz4DqlP0Gg7xOMN1OKsQBks3bQjuQXlBPid6sOn9rPw26h2bqQfQbtsVSYVpt8Y\/OxKj2H96tdx3Crcw\/Vtsz2R\/a2yPpFB889x8xiMXPO1hD7bcCvofBboXCq7GFCuxPcAzE\/RXzfoLhyl7EjlHDQD3xcSfu9ta\/hHEku8OvBCZspdR+XaCltPDWi3tr6wnTHFxjcJbna5aYDmA11Qx9ELW7r5F03xJHHcKvIJaJ9E3T9YokfTOEXcyPrOW9eH9q8D2GqvifEDbxjWxoWwj3J7uruAf4ld8O4hbtW8Q9xgqjE3hrzOaYHfv9B7qwPFuIYnGYtriJ1FsYZkU3ASzIbtt1dUIG79XM8geYipbprHHLLqN70n4sthEv6MLTXSQO9bNwkemAagtdKRetRhkN68bSuCkdSjsDo91iFXKYLLJaDoDWb41wxeqe5eY3bnWXxkP811uRiHS1rlYkKBqfpNXWEx917IsYey5BsrbzkdUlt4YMZIlolT2Qfrqbm2\/0r4+R5eGYy+AMTieqSB73hSVZtNc989rU\/Ey+mo8Jj8Fhmaxh7YZxEraXM7tlWC7cyRHac8jrpTNvgTuqDEXmuBVC5U96U6LOYr2mkqOYGm29XGEwiW1CIiqo2VRAq8s6xnfKpVcZd3K4dDyAFy7HKT5inv86rHhdnJbVJJgvqxzE9ttSe+nagwfm\/rP9tqrNu\/4MAUhxhQbTAkAaTOXbMJ84gDTnT9J8RYBCWEiRMtkG\/wmkQP41ohGxeyYRWmIVdco07QEhRIPgdjvTvDr2e2GzB5ntDQEBiAfYNY50kSvkzZFhTtlcurSQSyuupXU+OhgbVNwRW6uWBEnSWdtBpPb1UGNqD5d0ht3Dj71pWbNduEgBjCJlAJgcyRP6vjXC9GboDDr7upU7PpE\/lbEE6eiqzpevWcUvWwwUdZDFiFEZROp02p7DdG8MCG6wGI\/pVjbwOnfXn+pzyxs1dcda26fHjLOt\/7Tcew727bFmLE+aGBG2vMwTqRMTqKruEjPbkKCCdwNdNxI5a7HwqW7btKk2bjMxYGTLKY13j+BNd4R2BBICs5JbKrElOyBGm259vfW\/iyvh93N\/pjOfdwsMPYtlcrK4Y6CFmTypc4eTpMeOnt7qkGJti6VIbqwBBKPPrGWfoquONTrG1XKBK9ljJB82AAY23pj8lvouMc9JiM6Z7ueANRqBBMDXf8A8VWC8HfQIpUADUCYOXnzI5VLi+MG4wfsrEHqhmyhoIzKNhpHPme+k3uW2udYdAdTAJM867SWQ3LqNRwhhauOLqhc6KIXLcza5gvZnly3qzxOIw7oQqqMwMMLLA6ryIGh5+FZNMZaGVcxyiZiROoI5eFe4niVuDkuGfggjwgax\/E1nVqXi6J4YskuOUHcSI5im7tpzlBJOmZfigHvPqOnpqDA4i2ol5n80\/hTWIxttrcKTGu3ifRWN2ZdO1wnj2YwSgFWfKinmxE8tVBiQeVRY\/Fux27OymQ2mokEExS6YwOxfQH4RHMd0HTX0VPw7h9zEXBbtkZiASzEAKNNZ3IEg+uK6a1y4GOIE+R2iNe2PV2W\/wDFZ43GrW9IcO1uwtt2Ust3UzoTk5TWPO+9anLL617kTThr0\/Lf4aUUe5CP5Le\/Tn\/p26KitNjspxFsHuBHZVp1I3JlIJ84fGpnCcPFts2YmFyjsqNOyNSBLNCKJ7hSOPKnE2\/Nlck6mRLGAVDAHYkaGCOQNXoqNPaKKKBfCbN+e\/18qYqDCjRvz3+0anoCiiigCKVx+ES8jW381o230Mgg+kU1RQZLE8OJFy5dUoLDs1syIdQLpzwJgRejXWUPKqXjOKS7h75tsrg4lmBBmQr2VJHhmBHqNfRHQEEESDoR3iqu10fwyu1xbSgsnVmNBkgDLl2jSizXtj+HXg9riTgjK732X8pWCMCPUa0nHOKZLmDs8r91QO8FClweqFPtFR4joZhj1fV5rYtnQKTGUhAy+grbURUHDOjLrctteuNdFnM1ti21xyCxy5ZAnN8IjYAAACpyuse9s9gcUmGFsPp192xkP5KHC5mPgMp08aW6G8QRcFxBTu7Ym4vdlW1aBM8v5xasOmPRh7hwYS2ziylwvkOWf5v1kkqIjWqvhnRRkW5bfCu2cXAurFA7KmViC0QChk8+z3Cpbqus+Hyx8pZ\/b6I3H7GYpbfrXE9m0M5kEgqSNA0q2hI2NYLj\/Dmv8TS7cXqyLR7OYE5FW6RLDRX7XIkAjc1tsGMUqrbWzatqFI0aVXXswqrrCjbn31Nh+Crn669Fy6ZGaMqqpBGRVG6wxHak1byzhccLbeWewqWMOt2IuYgXXyl\/fLpVmWeUiQTJgUpg+iWIvsty+xtgK6BARnCTmTUaTnJO\/IVu8Ng7dsQiKo8BE8tTz0ApgCp477ax+e478ZrftU4fgVoFXcdY6nNmfXtySXCearaxIGwHdVtlr2vasjjcrexFFFFVBUGEEL+s\/wBtqnpfCCF\/Wf7bUDFLY7zG1I8QHJ9QQhj6jTNLY22zIVUwSRrLDSROqkHadiKCtBHkhFtiYGjMjCZIaYdSSIPnEHvMwaa4KxNpZUKe1oBC+cT2R8XXSl1wxGHKKpLD4JZnjK8AA3GEgBdASAY8aY4OjLbCMhTLI1KmRJ17LNE900HwrpkJ4niQTA60zP5q6VLfVBbCWmliQAAW+F6tRANSdLLQbiWKkf0up8Mq05wuzaGJtdYT5rtyBzMpKk66ZVgxruRWs\/UZ\/lDwu8VuHCG4lu3mDq11cyglRpAEifZqa0x4zi1hxhgQllu1BAKAnK+nm6K0CfZWOwt1xf8AKCisczNlYrGohZE8hWmw\/TG4La27lpbi5crxlE8iIHZg9wrnljv0uN0pLnH8RcGg7QGYkgnsTAJknnVRicbcW5buKCGSSATO06kQPH2U5isYxuC5btrbcBlgQywdCMrzOnfSfEcWXbrCFDC2UIA84kEZvSJ1Poq4\/HJ1FuV9lMN1Pw886zBEezLtU7m2plTO8yZ9A82O\/vpHDr2tBIk6d+340ziXJgMIiN9JEGJiOVdqw7sFRaD6kjcSdNYHwYjal7jiRps39U+PsrrC2mYlANztE9535bVA+3pUfRA+6kgdvYo5SFnbx\/j\/AMUsgOqho256Qa6dVgNO8SI0GkHWd\/DxrlF0WdwSp+6pqLcrezdiyqoCecka7kGNfVrVhwjiVy3cVlIVTodJLj4QP5OkUgwmyQB2lcCfAAk+s146NlkDzYEgiSd9RyrOlarj2HDWex2lVswzGTGUQZ5nWsY9snWAPR9XprTcQxTDD2TO8T49haorhChlMwYZfBv8xU5hJL2+m+4484bEfp4HoFq1RXXuNrGGv+N+f7O3RSjWNg360vl1zgh83ZCQJXq\/jb6xzmeVWwr2iooopJuI2wxUkyGynstoezuY0HbXXbWvXx6gxDHQGRHNsuxM7nu15TQS4QaN+e\/2jU9L4Zgcw7nafaaYoCiiigKKBRQFFFAoCiKKKDyKAK9ryaAiva8Br2gKKKKAooooCiiig8Jqs8vCBewxzF4jLv1kBTroSWGu29WhpGxYV0GYA6v9LnY+qg4bHnJmVDuwIJAAK5gwkTMFSO6p0vyis3ZzAaExqdgD31NatKoCqIA5V69sMCGAIO4IkH0g0FTbslkdFQA9kEHKTO5UsNDAiMw5iQdab4ZhurQLlVTLE5QAJJJkwACYiYA1pq1aVRCqFHcAAPYKkoPjnSvD2xjbik+e7XbvhbUeb64\/rCqHFI3U+UyBduu2pGoDnQKd1IA3HIkVd9L7B8oxB+HevC0nhbAXOfbA9VVPSK7D2raxFpS8TA7lE9+hgeNWds3kvgsFbBcXGYT3QDpuSToNZpxluDIltZt9lkZxqSdD5u51NT3+E3PJ7Oa2uZmPaZlIhjK6htASANdpqKxhSi5k0e0QXAbss7MAoBMkifqptXuJtkMSVYv479\/qGsxWex10F2I2yAbRuQTz+mtWdWEIG181eyoAHKNgAOVZTHWbZBdW+GwI1OQSoBJMZpk7d1axSocO7ZFk9kMco\/K0n1aCa9IGU7TIGg081\/bTCYdRZzgg9oqO0JjXUpM66UrbeV8ezyHfGvtFbsZjjDufODEMGkR47mvCOyPSR9\/315aWSRHL2aV1Ig+kfV+IFFe2297K6bkjv5E+qAKGMk\/lAH1jf6ZqNH3Eb+0ej\/Oa6VhvGx+v\/MH21NM+zdksSNdJBPpiJqW457JUMDsSNyZ9vMfRSlsnWm7SliG0BAg95\/gVKu1xjXDLhlfUEjNzMQoJGu8TUnSThItp2TJtHI5+Mp7Vtx4FdPVVbxNyBaI+DP3VdeUvesrcJUKIs3eZykzbcz3EEeqsZVZy1nuPf7re\/Tf4aUVJ7lFnq7GIU7i+R7LdsUUa03tFFFRVfe4YjOXlgSZaCIIhBB0297X6e+pMTaUAvkDMIOoEmNoMbiTHppyigp8LfFx4giZMq7wTEyAIEDY\/lSKsfJl73\/aP+9U0V7QQeTL3v+0f96q7G3VRssM2gJ98cRrpInnEDxjvq4ryKBDBRcUsQw1iOsc8gdddxMEciDUePYJlEE5pBm44jxOvm95q0FeRQVeEuBwxK3BlAMZ3J56ETvpt3EUsMYN8jgkag3HBECYI8ZIXvM1exXhFBR3MWAxGU6MVnrXiNe1I+CABPdmAou4wA+ZclY0NxwdQOQJ11Jj4qk91MJxu1kDuSkqGggnQyBJAInQ6eBqdeJWiSA235LAbxoSIInSRQKXb4VUcI5LzMXH5cxrqDy8Na7wbK7ZYYZRIIuOdoEjXzTm0POG7q7TjVgiRckQTOV4jU7x3Ax38qlbiCAMRMoCSuUhhoDswEE5hv3+mAjwWVy4yupBE9t4MjcGRNOeTL3v+0f8AepM8WQMVYMCufNoSBlAJOg135UzhcSHzaEQRuIkEBgYOokHY6iDQd+TL3v8AtH\/epbGhUWe0ZIEG44meQ13qwrwigTwqq6K46wSJgu4I8CM1eYxVRC3aPgbjifAa707Fe0CODVbiB\/fFkbF3BHh51LdavXdXkujYB8zwdzvMRpv3+mrcCvIoKrF3VS4qFbhBjUXHJEyNRm0G2p76sraBRA29Z8dzXcV7QFFFFAUUUUHyHprdAxbOBLJcjwCkdoxO8xWcXD9dcuMzBZ1H5QWAFHdP3VveOdD8TexF26vV5XaRLEGIG4iqv\/UHFk5ldBzAz7A+GWn4Yc3L1x1EXLYJWBE9jXtDKezm0EGDVIcOywhbQEkwPP3Iztmkwdqv16A40f0g\/af9tRv0Bx2vvin\/AOQD6clSbaZ0Yw2zMqXGvdptBgx3Vn8dckzEAktAIiSQTEegVun9zfGkg5rciP6T\/wDOoT7muL1Um1LEEHPrpM\/A0rrLInjWFR9Oz6\/4iuusMAToNPpnu762x9zPHEAZrWgOmfvJPxKB7mGN\/wCF+0P7lPKJqsXbT7teY32rvycd5rZr7mmN77Xj76fCPgempz7nONMSbemg98\/7KXI1WG6oDT7td5qJ7I7zW9\/2a4zvT9p\/2UJ7m+LUyTbjY++E76fE9FPI0w9iyToOVdlDMCfVW+se57i15Wvnn92i\/wBAcbIYdVoT8M7Efm99TyTVYniamEHgfrFP9HLyhjaueZdGQ\/kk7N6mg+2tFivc\/wAa0QbWxntnvn4tQf7N8dmze9ftD+7U7JG09zY+83gRDrdyP+cqIPqiin+h3CruHtOt2OsZwzENmBORVzSddctFZdGjooooCiiigKKKKAooooCiiigK8IoooFWwVsgDKIAUDwCzlAO+kn21EOF2sxbIJJB8JBJkDlqaKKDv\/R1qI6tYiI8NYHo7R9tC4G2M\/ZnOoVp1lRICzvGp9tFFB6+CtsIKg89ZmdJM7zoKlsWVWYG5k6kyYA3PgAPVRRQT0UUUBRRRQFFFFAUUUUBRRRQFeUUUBVZdwOaCRcBAUdllE5Zjn40UUHI4Ym0XSPG5Pf3t4muf9GiIPWHUmcwnUzHnerwoooOv9Gp8W53eeJO+5zSd6aCkFYUwojUgnaO+iighxGEDNmhwdPNKiY2nXXeohwxdou\/tPvzfxrRRQeXOEoSNLgAEEBlg7xOvIkmpW4ep5XRpGjgaRHxu6vKKCWxhwhLBX1EQWBG87Zvpqe4SRGQ7jmvePGiignqO8sqQOYoooK21w1FIIV5EjUrz03mun4apAHvogAecORJEknkT9VFFA5hLWURrGkZjJ57mTRRRQf\/Z\" alt=\"GEO600, el primer detector de ondas gravitatorias que opera por debajo del  l\u00edmite de ruido cu\u00e1ntico | Francis (th)E mule Science's News\" \/><\/p>\n<blockquote>\n<div>UN EXTRA\u00d1O RUIDO EN EL DETECTOR GEO 600 PODR\u00cdA PROBAR QUE VIVIMOS EN UN UNIVERSO HOLOGR\u00c1FICO<\/div>\n<\/blockquote>\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pedazos de Carbono - Todos sabemos que si olvidas tu caf\u00e9 luego de un rato  se enfriar\u00e1, el calor se transfiere de la bebida al ambiente buscando el  equilibrio. Pero fue Ludwig\" \/><img decoding=\"async\" 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\" alt=\"El profesor Bigotini: LUDWIG BOLTZMANN, EL SE\u00d1OR DE LA ENTROP\u00cdA\" \/><\/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<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ9oFFXVEmQGpwYthSVydCcl_WgL96B6Ek_Mw&amp;usqp=CAU\" alt=\"Gravedad cu\u00e1ntica, pesando lo muy peque\u00f1o (Tercera parte) - Naukas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQHa2brI7cNM3VH0RgZyuALl4fo_7cEdedo2A&amp;usqp=CAU\" alt=\"Teor\u00eda de cuerdas VS gravedad cu\u00e1ntica de bucles \u2013 Universo Cu\u00e1ntico\" \/><\/p>\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;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AromaticKlutzyAcaciarat-size_restricted.gif\" alt=\"Atomo GIF | Gfycat\" \/><\/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<h1 style=\"text-align: justify;\"><\/h1>\n<p><img decoding=\"async\" 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\" alt=\"Dosdoce.com Robots bibliotecarios para revisar las estanter\u00edas - Dosdoce.com\" \/><\/p>\n<p>&nbsp;<\/p>\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Experimento de Rutherford \u2013 Modelos Atomicos\" \/><\/p>\n<p style=\"text-align: justify;\">Experimento de Rutherford<\/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<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=\"data:image\/jpeg;base64,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\" alt=\"Solo hay 3 estados (o fases) de la materia? - MasScience\" \/><\/p>\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 m\u00e1s juntos que en el gas<\/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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYZGRgZGhwaGhwaHR0fGhwcHBgaGiEcGhweIS4lHB4rIRoaJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMEA8QHhISHjQhISE0NDQ0MTQ0NDQ0NDQ0NDQ0NDE0NDQ0NDQ0NDQ0NDQ0NDQxNDQ0PzQ0ND8\/NDQ\/PzE\/NP\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQIDBgABB\/\/EADoQAAEDAQYEBAQFBAICAwAAAAEAAhEhAwQSMUFRBWFxgSKRofAyscHRBhNC4fEUUmKCI8JyshWSov\/EABoBAAMBAQEBAAAAAAAAAAAAAAECAwAEBQb\/xAAhEQADAQADAQEAAgMAAAAAAAAAAQIREiExA0EyUQQTYf\/aAAwDAQACEQMRAD8A3l3uRgf8bABWXyT6lL79d3ueDjsA0cg4jtWqhaXyQDPh3JmvPXVeWF5JOkTGVPQLxaqX0jvUv0nw5rGkj8wOP+LDSvQJy+8tHhLnyNQI+qUNv5DwIHOAB5xmhuNX8Zg+UeqM2pXQHOvsNvd6smuztc6nEPuhr3xOyI+F7iNMZWfvHEcbcxIy\/ZQurXuqJIOsabpebYeKH7PxD4hDHBoBEF5z8l1+4rZub8Dj\/uY+SEZdXBs4ScVBr7qqBdXl2DBl3+SdUxGkEWdvYOZiNm4Qaw8\/ZU2rLJxBax7ZGReMt5hF\/wDw7g0y125mUovZcxsAmfe6rKEY3sbC7tES+TXwkOHmVQ\/h9m8fG\/k0tCz1y4i9r6jM60Wrs70Q2QyR\/lA\/ZalU\/ovRnrzcLNrviAjcEeiBfd2kZtPQwfVaC\/YXgw0TqCQkL7o8ThaemirNb6xWhPbcPAn4uWR9QgrThJNQnj2HJ7II5FeYSMhA6lWVsTDL2l1eCBBPv+FNtxedQOWadWt7k1DXcop55rm3pkzgAjb95VVTNgmfdamo8iFZZXYiuw0ryGXVNfzGHkrbOxaQagT1gxp6+a3JmwAutlucpIpJJpAzp1Trh92mIkEnTSm\/QqNhdayNoqAcxB+q0PDboGtDjss7xDJEhYYYA\/gJ5cLvTEUJcLD8x8kU6eib3p4Y2Mvkp\/yGS3sX3+9hpI95JY+1DjJiuU5KF5kkuIBEz1\/ZLbe8Hf0XTE8exaehd5vETERsf3SG+ODg6RFI9f2KsvNuapc+25xVXT0jSwX3i7kIO2u4nLOtOaavtD1VduxpMbU8k6lEqppiW0Yeuh9+8lFrqdPf2TI2GYB015V+6EdZAGct42SNYZNMqY6oMahQFoJ1jmovYRt8lW8EHXkl5B4hf5eISCouslzLTwjv9F6LSYCpqJNNFWBVEKwryUrwyTPpj74ZDYA1yqe+q0VxsgWghsHM+IgeTz8is5cLZpcXtBB017yawmD7dxmDM12qvmuke36O33dlJe0b1n1oPVKOKWDGyQC+aEZa5gYeUTO6YXO6uDMbwA7OczCUcRtpMgRFNln1+GXYrvNoGfAwQTQPmfUkJjw\/jmBgB8B3a1p7GCEte3G4zohrRkGe9FpMza3Pij3NkPnzHpEBQvHGX6PiKZyD5lZi633CImOZQV94g0kQ7uqyqYlYOb\/xi0rLj2ifukd84yXx4Kj9ZoT107qLuIYRV4M6tIPmDBS68WzOdd10xOEaOfenk+EnOkZ\/dHM4jbNIa5zxsCXNPkUoc8bjy+ysfffDAcQP7ZOHsCSrcU\/wm2Nrxxa3YfEbRruZP10Xll+KLYHxBro\/uY2fOKpIy9bmB5qJtxqZR4S\/UDTSt4\/jPjaCNQ2GnsYVdsQ8w0Azl4op\/sc8qJJY27RUTPaPNHC+F0ANkjbxE9RFfJBQl4jaXvujGGHse0\/5D9gu\/pWRQ5n5dVV\/UGC0ucBPwZNB5NNB5K+0cRDWl2EZTEVmTyFUyCRbdW9T1CNsbACKaedffkhbF5+lIKa2FrLoAnQDWlIpmmMH3FtQMITh4DiG5A7fJVXEgNkNrvFQJiU24exsY3At2OfaM4roVBvXhT8DLtd2saIpPePtqgeIMNSYiuvLZe3m9tgw9pgdNYNDrUbJNbX5391OaolgEA3+0z0351mUmtrTnKb3u2DgAR3Hvks5f2ltQZHLTqNPVdE0LRXen\/L9vol73ZqVramBtlPP4o8iEP8AmT3p5+ismRpkfzYK4Wx1KHe6OSi99cqZ097ytyE46MrF+fSPP9pVNrYB1RIQ9lac9R9USy3WdC8cfQBb2RABocxsafsQqHMpSRFeyc2gBaBh3NOsfRAOYGmhU2yiF7ATT5bjkptdEVVttZQYjLUehVFoIyNDWDkiqA50i9xlR\/MXPFJjkY97fIqvuVuRlJubheTiE984WmY\/C0EVPvdY27W4mieWV5LmyHZaLw7ns9KWbK5cRc5niNNaN+yXcVvLMpHMpIeIuY3OKJLacSc95l1EmVXoekN7W8NxeHP6Ie+WgwyMI6z5ZINltOvyVd6tDBGfYfVNMdmbFtvxF3L9lFlpIqIQ5vBBPhYerWk\/KQusyc4H09V2TKSINl7nE\/womxJzK7GuNoNVWUI2UvsB\/dPmoGzGSsNqNp81YHNIo1zf9gfSAfVVSE0pFmF6bMImyu8nPzoiWXRMAXts0RZWjm6NPUf9hDh2KLN1VbrusEqN7eaOM7SSY6SaKX5pEGYnY9stF4bMqP5BQwwXd7bxCY65J5w+yBeIJIBGYz3SS53Vx\/VBzFDWoGfmt5wPhZYxtKnyJQrpGQyuN2xGKgCC4\/TrkquP8T\/LAa2iOvV4bYsLAaxLjzXz3jXEfzHkzQUSRO0O3iDrbipdJO3XUIN3Ekmfb0MFCWl4K6HIvIfW9\/Bjp0VNpeWu3FBnBr1EU5GVnrS8ncqtl4OIQdR81PiDkMOJ2UOJEVM+GCK1pt0QNlMiCTByEznnsAp2fEHAQcojr3XrGtcQQYqPnlPRFU16BrQe8uIc5paRBIg5iDkcqrmtkDl3zr91ay7n+aH7JhcOHl5LQBiNQ10DEZyBpJqaShX0QVAJd7FzpETQ+lev8qbrg4NLoNE84fYBhOIFr2nJwrTQ5JnerucOUtmJG+ma56\/yMrEVXy6MSbZwGdIHL3VTZaTmPfZX8XscAFIzG3PI9UmFpGqtN8lpNznQxvlm0n\/Vv\/qEMGSIkHUT658vkpm9Enejdj+kd12MSDGR0P3lUVE3OAjrODFRPse+aoJ5+\/JMrWzAJANOexqPSFA3bFWBzyzTmHzLPDlDj5V7j0XC9PxYsRnf+FYy\/WdkfhDzBzJgdY+6W3i+PtCIa0bBjQ31Ak9yVxP5b6dCsItry50ye6BbbmYFegEnyFVcLu4DE5wJO8OI6zkeSqNmyCT+nSQ0ukx4RXF2Q\/1o3IvF4pm4HZQdegc3O5QAfXEENjbowdyZ+are8nQcqT6oT8zOyz8wE0nqY+pUmskTib0xs+WKVQzHphHMlrfU5K14fH6Hf+MO9R91VSI6KnO5t81Cd69CVJ9m7aOxHzXjJb7CokTdForAAdyrPpCKu1gToVRYQSnVzsaj6J8Bpfc7gTSvktDdeCUBg9wjeC3AEDPyWvuVwEZLMOmOdwXXDP15GKwkvEuCuAn35r6v\/RCMkDfOHyClaGTPktld4kObMa1HqKLz8ps7da+tFpuNcKwuxNoRqEus7uHDxAkmIrrPqiYZ\/h\/hrHuxYYiMqjqZ91W1fZBjCQMhRDfh+4CzYOQpyhV8bvwwOYDnSnmlfZvDJfiG8\/E1rpnM5eUrHXhq0t\/e4GKOGxr5HMdik1rZF0kAE7AjF2BqfVUlYBsT2iqLZRV4byKp\/KcconZxDSemKAexTiaD2wE+XyVTWCQa5iVK2eZM+qoxwUtMZHhZWiuspBHUfPkqMVaR3\/enmimscCJaRrBoSDqNxzFFGmOgm7XmKEUTW7PY6hESM6wKajZJ7Oy5Jnc7GHVMHIzTRc30pFZRo7vw9\/hLpcHCh1I\/xf7hHW12e2Q4FpdmcIkDdrYEHmCM0NwriZs4YYcw1j6jYp6++stGjCRTJrv+rtOh9Vw1TTOhIwd\/4a4NcScQkVzGtOR5cll77ZQco9FvOMMlznARuMvTb5LG34nEQREGoXV8LdEfpKQutGRHMA+kfRSs7Rw1n19FfaxhEjKRtz+pVBA3XbJz0FWzx4SRUtHI0Jb9NlVTn6fdQc84WwZiRHecv9lX+adh5BWEGrNz3yKtfaADLtt1QznQKGDttCrIJ5\/RZyHkEscHEycM7Vrl+\/RVXhsAZVyzn7LxtqGGQGujKRSeYOY2nuF5er0XtaTOLJxJo4gmIEUgGI5IcA8ig5GvvnsvAJ\/hQHLOpJ+ylZk\/pk9vPslwXkSYyaVXeEZBXYwGwW1MOxScsoAFPnkhjbSclkgciD3CYhWtpmqSRKusnNTJAphV2haXgzZiVmrMDRaXgjyIWZpxn0XgjBAWruzBCyvBXiAVp7taUQGDIQ14YIV+ND27wiYzvErMafRJrtc5tYLA3kMs86nqtLemTJjolN3snMJdvNPXdCvAz6XX+94JDSBhrz7JTbvgE13Oxkzn0jkrrxZyS41PPLyRj7oCygjKozNEsrEmxnn4Ze8NBcSR5GfKtUqvl2GYgg8iD5faVpb3di0wQCNwIP2KWX2waajvofJdMpEarDK3phG2XVL32xAwgiDoDI7tNJ5p\/frI5TQZd0mtbrmYMbiPUI1OAVJgNtZnSoiaTHvzCFk7A+iNtLKo85Mjl9NyEXd7NsHCRJzbaAR1a8U7OjqVKkPLFzmAk+HnnvXTNG3C9PYMLYLf7TUCdQJlp5jNXus2OORBpTQUGsz77K21uOFopPP6BwXNeFpOYxniLxB0w1BrzM+q5gyhc6xLIcD2zOWxEFX3a8jEPC06ERn0zg8wuW0VklY50Kc3a0ICWWLGGrcQ5HIdwa+SOsxIoctFyfRHRLKeJ3nEIIiMjke+6yt7sq\/VaTilmRWJGhHvPkVn7d266f8AHWIl9GBAmCOh+n1VL419Ea1leSpvDIzXfJysGEFpEwQQa86H\/qq+\/r+6mIkjcR77gKrumQoxvJkyJIEAVnKnbpzVWmfv2VweRLTqPZHvdVVyKovQBzW4mHCBDG4iJ8UyGlwJ+PeBkCdiqAZgE\/CCeWU0jUmnkqg6CNP3z+cL0ipinJUS0VljC0g5gxTn4hTLae69afA\/xlpMCAKOEmQSMhIFNeyHMlEOgYBhENADi01cHOJmuRh0dgp0gAxLt8hC9Ll2Gkxr3HXz9CvWCdOXv1QwU4uGRXoEGlV35I8irbKzk6jWoRN1\/ZZ+aaUWk4BbYiAVlnudTIrU\/hmzEgx3091QYU0j6Dwx0arS3N8CSVmri9oo6hyAT25mWkuIDQRqtgyYx\/qORXPBKX2V\/YD4Z7zVeuvhNJgR3Q1BxslebYDw6pba2hIp5IrE2sfyo\/kyPsh76PmAzbJrojyTWzZLd\/eSEu92go9jMNVjMCvdwDgff8LLXm4ROfLZbguol9rYgyTTomVYK1p85v1kRIIMT9\/sh7rhxAwJGU0BOx36SJWxv3Dm5Bs0NZFetc6rP8RujGx6wKz8lTk2S44KLzw4PONgmamB8JnVtSBzk1Qz7q2hyBzIElsmPFOYkHbOFbeHloxMNaiMjHnXsgrC\/EOkkjbauc\/WQZWc6MqCLtZNJMGSKUnDGjpdUDk7fTJMX3UhvjyilDrExMVEzBpVR4cC54dZiT+toBjaWkfpOxy5jJ3ZWRb4gwAFolhnIy04Qcq6Vg5UouT6zhaK0zVrZUcAaAiDp61B6furLtw0vh2E0IMioPWIgztXrCauYydADIMyNQRIzE75Ec6iy5s8YAhsHMmlTOEnQ5066rlrSyF9iHNhrmgzqQCc\/wC4VB5I+xuAMxGWhoDIoQahHsuzXS4iCNImvQ5jkUte+LSWmh3mhGh5UodlClpVPAq0uLQ2TqPYWW4pchJI8gMluGgvh0UOoEZZ91C+3NmFwc1pmK8j0r7K3yrjQL7R8xwRkc1Tb7JtxJjWOcBkCYkVHQz9Ume\/EJgH0iKmF6cdrTkr0BeaqJhTt\/eqjjG0ckwBgxkhTt3ghoLfhpiGZGx36511pDJ9y8RaB4opBz18P90iaaoS0aCIND6FHdNguvLACIIMjmK6581Xj3RL7PuNlQ+7uaWgyA7I6ETE806rBWizHgIdQ1BqJDgDMEatMVCi98kwBBJgbCZgfJV2prArFOvMdV40jJbQNBLXuIgGqlZvmkjT0qPqO6i61L4mhaAJFJjImNY11garnPxGddeup7\/VYRl39PBn9NOlfl+yjZMiJPI+9lZZ2x1aDAqDt0OiPu9mwsNQagx+oDXSf4GcpsBoptrIDL5rXfh9nh8Ik0nIisRCQPsAJh1RlG2vdOPw9fGtBBZ4iQJBP90h0GdaZopCtmzYwjwUxGgrn03C94jfJe2wxENs4qKBz6EmNaUrzQr74XlhkywGTWak0PaiWMvIFs+dXHnrzzWqegzXZq7K1IGfv3uiLO0nWUnFvICaXBuSm0WVDW7Wc6I6zseS8urMkyYxAbQZt3XrrNGYVFzUAi20ZK8awkcxPswr7YKAPmiAQXyx8TtJr7CzvEbEOEhvYTJj6rU357STJI6ZHqsvxF5aZ\/TGY15nmnknRib4DOZmT2yiu6GZYEp3eCHy7zQ+GMk7BODH8Pg2bw4Z5deXPute9rHMD2gNaRhkGSNxBo4aRt0WMu9mXNIBAMimpzy6R6pvcru9rHBzoktInea10oo1n6UX\/BZxW1c22OHMHCQTp4RhLsgJmDmAM0bwzhzhgdINnaN\/Ma6TUwAGO2c1x\/aqnxm6tLGQxxIDvFInMk7mlCAchKu4O\/8A4W2bnB3jc+RJMOBs3CmbTE5iZao3KSHmux49rMAfFCM6TO8RplGXZDOuTDheRWuPY6aakkd66pqWNZZ4SIIgdDBFErvL2kUOck6AkEGANFxP0smE8PsA3m058iK05j9l7xMBrCYBFWnrmPNeWVsG1Ao9uIAGYj+WpXfLQuDhnn\/+a1HvIpEuw6Y78RMY9jnM+NhGKZlzDSQMiWuIB5Fp3WONJWt45atFJIG3+RoSNvDHksleZBjnC9CP4ka9KfzNxNVDsuLtl0qiEPol54acIgEFgmKziGfMRE8khvbSXGc8zOvPn1W3uXEQcH5kgNAbNC8czPxCNDpkaLPcVgOe0Q9kkjTCTq05t5g0PPNQm3uDtGefMRNBkNM\/5QwtyGlpnDOWgMZjYxt9EyLR7+qqtmEnERjjOZNOZz7qyoVoBbdwTSXUktHxZaRMgZ9slFsky7KniAoOZgV+q9eQyC0YXB0jMxtM0Pp3Xv8AVYicVDu0ROplUTFw8t7Es1DgRILTTl06FTsnxmNjBoeo2UHPnWRt9tlAN6o6K50LtC10RQjc6TSnveiussEeLE0+bXcwc2nlUcwgWWpE5HyUmWo1OH3sjonFheMa1KP4ZemscA4BzSag+UT76Ja9gzADhu0+yO4XrXmciJ3W0XD6JY2ALXPs5wuBESQ5op7n7pY6yLLUurUSPl0Qn4cv7sWBziNjlB6p9xhjXN8JJLDJMVjXST7zTbqNmMvu7i+pnFqTqtDcG5JNwhjHCQ8OmP4rB8wtHYWZbolY6Gt1TFiW2BhHWdokKIvUXKGNVvtFkjaVW6oa8ip29wvXvlUW5gJsA6E\/F3tms8oqspxS2is4gQtBxN7XkkEArLXyzgkFypKI\/Sv6Ej3S6mWo181fZMJER0K78gE0KJs7SARE\/b3CLQOWrAnh7SxwxDX2Vqnta5gIOWn1WVYHk+GTOmcLR8Ku5cIIgneRX5KVyn2UmmLuI2b3jA00OEgayPCJ2bB+SdcL4a3BjLQIzIycZ10NfonF24e0MqwCmcVJ3nICNVc+6AMzimUwB0rCh9H10VkXX0AgCRJ3iKanfVIHkGJfuIM0FYBOWcT18jOKWwoAKDFPiGWcN271SqwLKvLpaAf+Nh8Va\/8AI8jwt0nlpNeZxvZRUNLNxfhDAD4QGiAMXxAEQa5tJ9aBZ\/8AEHETZgloYMxIOYJiQJ1h2Witv34haGPILWuIq6S04CPgsxWJiMZBzNa1xHF77jNZH+JBhoijQdaRomj5d9gdFF7tnPfBIB8QcXUDYBJJOkD1SMCMwY1j6HIFEEkyAc4GcCJ1nTrsqntIyMwYkZHvqupTiEbITT0r6d810Kb3jAGgVkuc45k0AaOQANdS47KrEmQDY3i+ue1paYLNsxX5KJe50uiuoAgdYGS+lWn4Su9phtbsRZviKVYaQZHdAXj8JuayHQ17RQtHhd9lwL7T+FuLPnlowCo195KtjzMRKb37hzmuMUd6EbJa+wgVJDxkIp1JmR5d1abTFaZF92klphrokB\/hB6OdRL7zdsFDQ6xX1FD2KNL8VHaIe3FOWxg+RzVZYGgezdEwAT7za6QfRUumT+nqrbS6mhynTWNxuhxIJBn3uDKbkDC59oXwHAz6\/uots+fvmMwhg5X2bA4gSG\/+Rp5xTumTFaCW4m0jofsUddXiannpH\/1Ir5peGPYfECNQcweYNWuCJe8Ag+EjOAI7EfZHRHIylmKhIr+nMdifqtRwjixHgfDgRR3wujnWPmsfcziM6DPYdjMhMbe2ECDHIZftmm0Rr8Njw8tsrU4gcDtdvOhWxu9iQA5rjh7Gduy+acJvZjC402OnSVuOC8UDWYThcB\/kJ7AoNsaUh2y8NPhiI95ItzIFChLre7F+oB2dAKOMbiOqDY6PA7dc9h6hRL25Ejkhb1xZjMyHHksgBDmDVJOK3pwkAUU38Sx1D8PIpXfLQg4hB6fsU6Qr6YrvYkEglJbYSYNU4tb5uPfmgLW1aKgR5H5qqwjW\/oNYXIu+GSmFz4a0uAOetR8lXdrw4icIIGoY0nyBTXhV7Y5wxMAj9Qp6aJaYEngzuHDGNygnqadyAU4szho4576+p9UC69WZccBBcNMZqiP6p8Th0\/vEzyooVRaZXober8GNkkEdYHnr5LK8Q\/EzHA+KIMYZ+hz7gdVdxO9OcDDXmNnEnzhYK9XZ4cThiZ+KZr5JKlNdlE++ho\/iL3YqS6cQPikc4nml3FLR7xDx4pmgjuQKTzU+Gl7XnCCXkUgD7GU1vPD7RzIDLQA1NSBOs6eiTVPQ2aYC1BkyDUGJnrPPJA3hxNC4kCgrMDP31WgvXDnF8UFdwldvcg3NVloVirDVcx4bJ1jw0BEmkmeWkZ60Vj\/CaUqhnGpTgItauhWE5KMIYHTb8M\/FdvZEkGhOcU6Up8itrwv8YOfR8QcuQ57r4\/YkjxTQZ1r0hGXbiTmQQdclwX8pfh0Sz63f+HsvAxCh3FQeU5DvCzN\/4A8CmJzpqABloc5nspcH\/GLGw1wgjw4coEZyZ50NOi0zeIWFsBheQdJH0y8vJc6dQP0z5tebq4UIIOzggyxwzMRJhxEdBOc7L6vfLmHES3FAoaF0RoY2OR8lk79+HgRLHSNnaclafv8A2K5Miy8NDXDC1xJyLBAG4dOIVhRba4RGbD8TSJjKoqCP9XDLNGX7hLmHL31QZYR4XNNAYiM8hPKea6JtMRoqv10Z8TCQ01AdURJ\/VAIPIt7lB4QBqD2jzn382RLQcWE4YrJcBi1DHACvIg91W+zZEsx5ycQENGVSJkzrRV0UGY6kIi6XYvMClc9O9aKyyujnQcIwkwHaTOpGvIp826CyZAexxEYsJrWmv30WdYDAVzhZw0VIzMzJ3Hogra\/uLp2oJGn1ULV8OIdTeSfoDHkqcY2PWQTHkJToHEaXTiLgZp2oPIQnVx4kZB5zp9ll2NOeiZ3N8Zo7gOKNezi7jR0kaVR124qB+p7OgkehEeqy7Xg5IphbFcQ6AH6j5pFRuJo38ROeNrgdwR6iCotvgiuEjaojus83EfheHjYSD3a4D0lCuvMGlOqtLQrRsLF7DIDo9UJbPwmJ8\/2Cz93vJn6q+2tZH8ptQrTDnjH+mvLL1KFtroQILfIj7r27WTif3TBrCKOnzSu8Bw0Sm5v0BjqCm13snECWmm4CvYwtEiYKoH5jjhY94mkSQkdMbiG3ZpY7Fhk5VwH\/AKj5preLeW0aGjciEtu3Cy2Q8PLs6P8A2Q1+t2AlmOOTo+a5rra6fY8zi7PLUgycbP8AZpP0K9urGaFpO7WgAdnNSh99aD8LSJ1mPQhMuFXlkzAb0BP\/ALOS1TwZJaaa4XdvxFzpIrAgRsIMpT+JLRmHA1p64jHkUyfxXwxSnZZ7iF+xmDXz+ihLbrWO10IfyQTJBz0p9Eo4hYZxRaUu3Hz+6X3+2wTAb3Yx3liBhdKoXDCX90HJC2kYjnmmXF343Yjn0HyCVu+g+S6ZJs6OatFgTX6j7qmFJEAU9wIAEUzI1J+yqJI5z\/K5cuM6iYAIBkA5RHrPspvceMvs2RJNQBOQEGY1B77rlyFJMw\/uf4jdhBDnxl4h4Q7PCHa0rGaZDj4dGIwTmY07Z9IXLlz1K0dHG\/Ne0kgkQZAigFC4jQVzhK7e6sdVpBB911XLll0Zix90wmgB5Zg56Z+SGbw18mGkVik0J03Gua5cumaeE3KHl14d+WwE4g4yJ9599wqbd8FzW4MoBgTh8o751FVy5FCsSPtXjCcdNJIMRoRNAibNzHVcyDuycJ6tJ\/8AUjouXKy8AObC52bx4S5py\/ubJ5Uc2v8A5Ie1ubmGDllImPWvyyXq5LyYWMuH2TTIcHciyCPI5+YT+6cLljix7HCCYnC8dWu+hK5clp9mMzaiHGaFeRaTiaXGBUtJNOcadVy5VliMqN4M7FF2bsQquXKjBg74JZNDhBHfJaDiLfCaMPMAD5QuXLnqnoyQksbYVBMJjcDZSHTXZcuRpvBUG3++hjS+KDYei+aX+\/OfaOcYEmgGi5ckn0ZlLbQplcLR2e3P5Lly1eAQ7D3Foqh3sMExRerlBDg8pPxjKhXLlWfRWZG+uKCAXLl1yTo9C6Vy5EB\/\/9k=\" alt=\"La impresionante colisi\u00f3n de dos estrellas de neutrones que provocaron las  ondas gravitacionales que predijo Einstein - BBC News Mundo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Detectan una brutal colisi\u00f3n de estrellas de neutrones por segunda vez\" \/><\/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<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=\"Ha nacido una estrella': el resultado de la colisi\u00f3n explosiva de 2  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\/2wCEAAoHCBQVFBgUFBUYGBgYFBsaGxgZGhoaGhgYGhgdGhsaGBobIC0kIB0pHhgYJTclKS4yNDQ0GiM5PzkyPi0yNTABCwsLEA8QHhISHjApICUyMjI2MjIyMjIyMjIyMjIyMjIyMjUyMjIyMjUyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMv\/AABEIAK8BIAMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAgMEBQYHAQj\/xAA4EAACAQIEAwYFAwMEAwEAAAABAhEAAwQSITEFQVEGEyJhkaEUMlJxsQdygULR8CPB4fEVFmJE\/8QAGgEBAAMBAQEAAAAAAAAAAAAAAAEDBAIFBv\/EACcRAAMAAgICAgEDBQAAAAAAAAABAgMREiEEMQVBUSJh8RMyQnGx\/9oADAMBAAIRAxEAPwDj9242Y6nc8z1pIuN9R9TRcHiP7j+acs2pNAJVm6n1NBZ+repq0s4TSvHwnlQFXnbqfU14Xb6j6mpd61FRLixQHneN9R9TR3jfUfU0ig0AvvG+o+po7xvqPqaRVrwDApeu5HzR3btCmGJVCwAhHOpHJSaAre8bqfU0d431H1Namx2WVhmLsgZmUKVkoVuqnizZWYZSzEhRGnPSjDdmLZUN3xPeIWTRU17susySDqVBgiCGHQ0Blu8b6j6mjvG+o+pqfxvhvw93u82aVVpiD4hsQCYIMjc1W0AvvG+o+po7xvqPqaRQKAX3jfUfU0d431H1Naz\/ANZtMPC5USoFxmBW5mUHvEXIBkknTOSNjGlNXOyeVGdrpVVXMQUAbL3XeEZc\/wA4MLlPWZoDMd431H1NHeN9R9TWlx\/ZlUtvcW9ORTIK\/My3GQwQTlU5RlmZIYaRNZc0AvvG+o+po7xvqPqaRRQC+8b6j6mjvG+o+ppFX3Z3hVm\/KvcKN3tpF1UKQ+c3ASRo2VPCdpgHfQCk7xvqPqaO8b6j6mtSOyqi3mN7xEW2DBZQKyXHYsZ+TwKA45mMuoNJbspCgG6A8tIgaKMmVmBIKoMzFmkxK6UBmO8b6j6mjvG+o+prR4\/sqbdu5c7yQihhKhc0lQRGYsp8UiRqAdqzNAL7xvqPqaO8b6j6mkVd9muH27z3FuBjltZlVTBZu8RY0BPysx0HKgKfvG+o+po7xvqPqa0mE7M27jADEBNswZR4CVtsATnkgd5BMCCp06Jfs2mS44xCnu0Y7KJZQ5y6OdDkAB5lgNNJAzveN9R9TR3jfUfU1p7PZ206IwukM9pGAOQ+I5C5UZvEBmYZdDMb0l+zKBmUYkMyk6KqywzXAuSbglotZiDEBhqeYGa7xvqPqaXauNmGp3HM9aseMcIFhLbC4HLgyAB4YCncMQQc+hHQ1V2fmX9w\/NASBalj9zVlhMKaVhbEmtFgMFMaVKWzl1oj4XBE+WlKuYKtPa4flXX+KiYqycpIG+hP8a11xOeZisZY86p76Qa0GLt1TYlfauGWJEAikmnGHKm6hAm8Lso91VuMVQzJBVT8pIgt4RrAk9avbnD8BoO+JMlZV1CgB1QMZSTozNykJsOWVoqQbC7wvh5lu+CgaeF08UOoPhYEglWJBGngPlMDB4LCmw117gDxcy2y6n+h8kgANmzZDOxn7gZ6iaA1dnB4S5btBnRGyiYdQzmPHmZvkjfKybiFLAzVHxZbYuRZbMgS3DCdW7tc5g7HNm05VAooAooooCbwvJ3ql2KKMzZlIVgVUsuViDBLACY51pv\/ABGEebj4hiC6hnZ1kgq5EOVyhiFByNqAu+oBxlKE0A7ilVXZVIZQzBW+oAwD\/IE\/zTFekV5QBRRRQBWh4Hw\/DtbF2++UC+EILKAVAU\/LGZpkiQRl35VnqdS2TQGjfhWBUJmxBllGYqyMEOS4xaAskEqgC6Hx666VIHCMATl7+AGaWNy3O1rLAAKsBmunTXlyrN28NUhcGdorl0gWlzhuCKOVvQUtvlBdczOM5WRl1DZVAy6jMJ61l6scRgyBtUF0ipTTAiiiipAUUUUAUUUUAUuz8y\/uH5pFLs\/Mv7h+aA2fDMLMHqK1fDsLHpVdwXDjIpP0j8CtBbuCBG01bE9Ge62xbmANp86r8WkrB+\/81Kc6661AxVzlXbK03syPFBBI86prliQzBh4RJBMT5AVe8aB1I51mryEg6xrEa7daocvZrmloiZ94503NSDbpDpzA09femmid7Gq9oNTuD4A37yWl3dgPUxXNNJbZKW3ogxRXecB2Zwlm3kGHDsogs4BLtHKdh\/esf247KotkYq1aNrbMkgjWYKwT09xWLF8hju+GjRXjVM8jmtFFXnCuyuNxNvvMPh3uJmK5liJG41PmK3GYo6UBWwu\/pvxFbBv9wxKsQbW9wAAEMFHzAzsNdNqznD8MWuhSIObUHSI5EctahvS2dRDqlK+y34D2eN3xvov+e9am1wewBlyTHU6+lXXwAt2lAjQCY68\/5qHfJFwADMI5DUfyNq8XJ5NZKenpH1ni+LiiNa7\/ACVOO7O2XHhGU+o\/vWK4twp7DZWGnI8q6nZZGIBnUdNQfOKjdseHWnw4Kklgup6Hp9p\/NWYPKpUpr0ZvP8SLX6Z0zkdFXHCezmLxQY4ay10IQGKxoSNAZPkavMP+mvEntu\/cFWQiLbEBnBmSmsGI2kb16580ZKxak1ZrZA096Rg7DJcKXFZGWQysCrKejKRIqXZTNcE66x5VVddkpE3hWANw7bVfHhqoJy1ouz\/DUtWs7DVhTOJvFidPDyB3\/g149eU6tqfSN04kp79mQ4xhB3ZYDYj\/AJrI4lK6risKvdzurqZB5EVznieHyluQB9q3+Jl5dGfNj4vZSUVprXYTibKrLhLhVlBBGXUESDv0pztF2FxuDRbly2WtsisXUEhCRJW4N1IOknTzrcUGVpQE7V4a3f6edmlxLFn2GtSltnNVxWzDtbYbg+lIr6A4v2HsNaIVMrRoa4dxjBG1dZD1rqo0RGRV0V9Ls\/Mv7h+aRS7PzL+4fmuDs6FgsaQiiIEAegFW2GuaSTWewTAhZ5D\/AGq5W4IEVbJlprZY3rwKjfNOpnQjlHnU7hfCO\/zATIXw6bnz6VQd71\/z7VecI4x3c5dCefSrJTZx0UHHeGlCwjbQ9BWKxGGIaD1rp2PfvCWJJJ3rNcU4Vqftyq6sa0czbTMcE67VucD+nuOewHRLBS4gcMbkEKRIJldNN6sexI4ZYR7+LWbqMMiuC4ZdwUt7FwQdTtodK87S\/qbdxFm\/Yt2u7VwFV80uE1z5o0BYQBG3i1OlZ6T3pI1y9Ls5XeswzCQYYiVMqYMSp5g8qm9nsf3GIS59Lg+hpsWC2iiSATp5c6huKpyQmtP7O5r7PpLh3ErN62Li3M4YSTIEa7EcjWM\/UvjtsYfuBcV3YiVXUKBtJnUzXI7WLuLorMB0Bpu5cZjLEk+deZi+OmL5bNNZ9rWhuth2Z\/ULGYGz3FhbRTOz+NGYywAOoYaaCsfRXpGc6i\/6x4s4coLVsXyx\/wBQAhFXSMqEmW31JjbQ1iMFxK5cxXfXXLO7SzNuT\/gqmr1WjUVFLa0d4q40q\/B3UvbuILgMqyaKdwZH+5NQ0vqIMK06GdYH+Gsb2c7QKVFu4YjY9P8AitQCsSrKVPORXgZfHcU0z6zx7jJG097Jd28rRlWOsHf7+dM8Wxtu3hXVl1bmfIT+aiPjraCWYAD38hWI7S8dN85V0UafxVnj+PVWuukV+ZmjHj79\/S2O9le2+K4etxcOLZFxgzZ1ZtQCBEMOtarD\/rLihbcXLNprpIFtlDKiiDmLLmJYzlgAjnXLDRXuHyhob\/Fr2KvNev3C7ssSYAAGoVQNAo6CnMA\/+og2GYVS4O\/lM1Y2hJDL\/toapyTvZ1LOrDFZ0KAxEZR5RrUZFckKVOnpVBh+IGFmDp6farBOMhRJ0\/zzrxXga\/tR6CyS\/ZZcZcW8Kw0DGAJ3P2rl2OIOarvjXHe8OnX0+1ZrGXpr0PDwOF39mXPkVPo2WG\/VviFtFtquHyoqqCUeYUQJ8e+lOdpP1XxV+2LVkCyCgDuPncwM2XkikzoJPnXOTXlegZz2umfpnxy3a8DmJjWuZU7ZvshlTFTL09nFzyWj6T4p2ktJbzNcB02G5rgHabGi7eZl2k1Cu8RuMILGos11VbOceNy9tiaXZ+Zf3D80il2fmX9w\/NcFpscECozSBA2MSZ00H2qzOIVlQBQpVYJE+I66mdj9qpUYgCZ2qwwx18o51fMbMFV2yUjHnVjg8MGDsXVcokAzLeQoXDLlIMZhlYQJkHcE8opVrCjdmrRENHPJfZKsttI6eQ5cvtUvF2TEqNY3pzBYUaHf71e90qWy7jQKfvAFd3tITSOe4vhU66RMa8p5nyrO4\/B5SecHfkftNbG1xHMWTYMf4\/kU5xvgDIiuRAI3qvWvZ3F76fs5teQrqNKr7gq94oxBAYzlED7DlVReO+g1M\/8AVUZJNMMhGvK9avKoLQooooAooooBQNSFxjjQMfWo1AqGk\/Z1N1Pp6HrmIdtyTTM0UVOiHTftnlFFFCAqTYvkdajUUfYL1ceQBrypu9jSedVPeGvC1V\/00Ttkp7tRnaaSTXld6ICiiipAUUUUAUUUUAUuz8y\/uH5pFLs\/Mv7h+aA16CQJJPhAmZ5D2p9JXrUdZAWNdBuNv71KQj+K1432eXkW9l7gcaDbCBQGmc3M+VSRsNqr+DYhFuKXEqDqOtW1y8mcwhXXboP5rbGjPW9dD+ExTRIjSeg96f4ji7jWWXquonkdP96iJbDMcqmBz6VIezI01gE7cq4y3r6LcMcvZRcPSbkCF89fatVxziua0ttoOVf9qb4VhFyOABmI3idqoe0dh7TZWIOg+UzvsPvVMTOv3LL5TX7GN4qVLHT\/AL\/tVHfq24kYP30mqa9HI6gazz1\/pjy61TlZrxLaIrGk16a8rMaAooooAooooAooooAooooAooooAopQWlqlANxXlSBZr1rNTpkEainWtmmytQSeUUUUB7S7aFjABJ8qQBWq4Xw8qinLJI8Q1lgdlMbDzq3Hjds5qkjOtgrg3Rtp2mo5FdIx3BLlm2neKEDhSGGp\/qIWemvtWXx2EtyWbwr9U+yjnV1+NpbTOZyJmepdn5l\/cPzSTSrPzL+4fmshYbOxdXKAfpFWmAuombwK+ZSNeXmI51kfjFUAKWzahhy30g86s+E4pHYh3CAKTJ2kDbTnVs32Y6xMvsPY8QzaCdxrAnpzq3tZFK5tQDsdMwrLJ2i8QBMgAKNOVWHx6uJ0nTmOsaj7mts5FxMzw9mzw2GQNJIgjMApnQ8p6\/2qTda0AQTGhGhjTppWLfjyIgXNqOn3qpv9oCZhiNPbpTlLXZYpc9pGuxPFDbBW3B132I\/vVLexKXMz3XykLIH1EGI02nWs8\/GNCVJzg+URHI7zUC9xAuJMQPPr9\/8ANarqpn0S5qvYYm9bNyWDFddAdfLWqW8aduXqiu01lutmzHOkJoooqssCiiigCiivYoD2vKteH8CvXYIWAeZq+w\/YliPE5B+6gepNVXniemzTHh5rXJT0Yyitjf7GED5ipjYwR7VQ8R4PctakSvUUjNFemMnh5YXKl0VdeqKIqRYSatRmFWrVTbWGp3DWKtcNhaujG2VVaRWphaW+Eq\/t4PyouYTy5VoWEzvOtmYuYXyqHdsVqbuEquxWFqrJiaLoypmbZYpFbrsl2Iv426jG03w4cZ3Y5Ay8wjQSzfYEedX36idjuG8PwwZO+N+42W2rXARpqzkBdQB7sKztaLzmWAvIrS4JEbjcHrWiwWMtkBFLETJLZZ57bwaycVeW+BOxQI6kuiMZ0y95lj5SzEDMJJA96tx5nBxccjTYzjV0gLcYQnyz4gI2309ulY\/jGPN15kHXcCJ\/jYVNtdn7rFQzqA0\/1Sfk7zRTHIifvVbxDhz2cuaIcEqeoBjUHbl61OTM6WkRGNT2QaXZ+Zf3D80il2fmX9w\/NUFgu45k\/c\/mgONNTPP\/AIpF3c\/c\/mlW7TMYAJIBMAE6KCzHTkACSeQFAPI\/mN41\/M06l4jyqN8O4bLlOYKWKwZChcxJHTLrPTWvFRmJgEkAkxrAA1J8gOddKtEcSW2J86auX6iE0VPNkcUdH\/TnhXDMXauWcXcy4l2hJOQooGhtsfCzEkyD0Ghr3tR+lt\/C2r+IS6t1LeVgApDlJOcsNgVGU6EyJOkRXN66Bhf1Yx1u0tkW8OyqgTxpcYsAI8RNzWRXOzo5+aew2Hd2CIpZiYCgSST0FJvNmZiAFBJOUTCyZgTrArq\/6acACWPi2+a6Cq9VQNBjzZgR9h51n8nOsMO6LcWPnWjMYP8ATrFuAWe0hInKzMXH7gqmP5NVvGuyGKwyl2QMg3dDmUfujVf5rtVpAA4AJg6mAZ6AD1p6zZBbYZdQ2xDCNmB3BHKvGn5eufa\/Sb68SNPR820Vpe3fB1w2LdbfyOBcQdA+6\/wwYfwKpcPw29cGa3auOsxKIzCekgV78WqlUvTPNqXL0yJWg7McMFxwzCQDoKaudl8Wtj4k2H7sMVZspBSADLKRIXX5tvOtnwDCC3bWNZUVR5WThHXtm747x1ly9+l2WVi1GirttsPfYV5mEGAQZ3\/MRQIymW12A6+c8qW9mEDHQMTA1JkbjTn5edeN99n1O0uhoDX7Uxi8OLilTGv+a04jqcoiNDrtP+bU5hLBdsqmdM2vIAa12nxeyL4uWq9HN+N8N7p9NiaThLdbLtLwu5cUNbts8iTkUsAQYOw02mq\/h3ZbFsj3FsuVQgN4SG1nUKRJAjWNq9vxL5ymz5Dz8ax5Gp9CcDhZq9weCnSKa4dg26VseEcOOhIr1lqZPBy26rSIeE4OSNqdvcD8q3OFwQgacqkPhFI2rK\/JaZ3PjNrZyfGcLK8qocbht9K6zxXAAg6VhuKcOcE+E1qjJNopbqK0Q8f2\/wAYMMmHtFbZVMjXRq7AaDLpC6RJGs7RXPOJYy7cyi7cd8ilVzsWIBYsRJ6sxNafH4NuhrPYvCnpWPLj0+j0cWTkh1Oz7m0LneIDlzkEkAIURh4iureMbSB1mlWeGYhlDC8oUW82rsMoC23Vdt4uJEaAjlFVLJcH1bHrsdxTUsOo5c9untVBeaE8CxAWTdCnORlLONj3YbNEakwJ5eVNv2fvvlDXEOmmZnkKApJhl0+dRlMHy51TixcPJtY3nXpvRftXF1cMJ1kz+anTA5xDh7WsuZlYMCQVJI0YqdSBzH4qJa+ZfuPzQzk7kn760WfmX9w\/NQAu\/M33P5qy4BxZsLe75ACwt3FWdgbltkDHQzGeY5xFVt35m+5\/NINAbi726VjmXCIhl9VcZgHw72BDMhMqGEEyIVQQd6Z\/9wty7DBoGYOphwFyP3\/hyhJ\/\/R4jOuQaLyxtFAbO52ytNmDYNSGa23zqrSlw3PEyW1nSEHIKo0JknPcc4guIvveW2LYcL4AZAKoqkyAJJILHTcmq2igCiiigPa7P2DxqvgLQVtbRZXWeZcsp+2VvY1xir\/sv2kuYO4WUB0cAOh2YA7jow5GsvmYHmxuV7NHjZFFbZ3G4fOJEyNz\/ANwNq9tMVTN1\/vsfXasthu3eBIB71k0jK9tiQY3lAQYqu41+o1lFjDBrr8ndSqIfqAJzMw5TAr56fjs9Vxa6PRrPCn2UH6qYlWxSoJzW7IVwdgzMzwPsHAPmKf7GfqS\/D8P8OuHW4O8Z8xcqfEAIgKelYbEX2dmdyWZiSSdSSTJJNM19PijhCn8Hk3XKmztFz9Z1OHJGG\/1yxAXMTbVYEMzQCSZPhHTcVFwlw3lzkLmeDlRQqyw5KNAK5EK6D2Px4dFWfEkaHy2rP5ktymvo9L4rIpyNfbReujKxDAhgYO\/2qU9ktbUExBlV2JnXNyA23qfxHJdt99CqwlWUEgkzAPpVNfJZpJOgE\/bTSa8ne30e\/FPIk\/TXv\/Y09uNNuvP+JH3pVpSrHLPTpI29\/wDejYc9T9xS0SDJHrzHX8102Xa\/JaYXtW2CDMLauHIMZioXfQAA9asMN+piFHL2SHBGVVaVM7lmIEAaVy\/tVxZWcW0Oi6npPIVDwWI2r3fBlLElSPjfk2nmpw\/5On2e0bXXLNbUZjMKIH\/J860\/D8WDGlcv4fiorXcM4ltJr1bxpz0fPcqm+zoVkgilmqLC8TEbipT8RGXevPeKtnoz5E8Qx+KAmslxLi4EwAakcW4iDMGsZxLEhq3YMKS2zzs2R3WkKx\/FQSZQVSYjFIf6RV\/xDsZjBYTEImcMmZkX50B1Hh\/q0g6ajpWEx4uIFLqyZgWXMCMwDFSRPmpH8UyZY\/xNeHx2vZJu3k6VKwGAUmSBmmBIkZvtzjf0qlwCNczsNcilvQTWjxV\/KdNA9pSnQyAWj1iqZfJpfk1KdD6vattAUsTpmBUFusuTMeSQPvSOM8MLW+9FsZRocsl082UkyPMH+Kzdi87XCGXmBrvv\/bX+K19jivdWmR9RqpB8oj2cj+KipS9M7Oc4i3lPlypNr5l+4\/NOYtvEY2kx\/Jmm7XzL9x+az17JPLvzN+4\/mkUu78zfc\/mkVACiiigCiiigCiiigCivYoigPJooooAooooD2pWAxr2nDodfzUWioa30yZpy9r2dD4b2qtuALhg9CY\/7q5tX0ZcyuPIf5pXJDTiYh1+V2H2JFY78KW9y9Hq4vlrlapbOr3sfbCk+BQBG5n7nWCay3Ge1IIK2zmMRPIf3rIvdZt2J+5psVOPxIh7fZGb5S7njK1\/0WbhLSTJO5qxwd2KqqkWHrdL0zyX2avB4mrzDY2I1\/wCKxWHxFWNnFVsx5V6ZjyYOXZtrHFD1qYnFzG9Yu3jPOnlxfnV+5ZmeGkXONx0k+dU2JxPWmbuJqtxOJrmsilaLMXj97ZqezXbe9hbiI9zNh80OrgvkXmUy+IHy28qmfqV2n4ZjsOO6uML9ppSbTrmDfMhJGgOh+6iua4i9UFzNefb29noStIuuzuLa20oVmTIbZgeX\/NaO\/iLLpkyeEa+LKAh\/+XDQB\/PpWEsXmQyDU+1xm4p0Ma\/Ssj7EjQ+dSq9E6NjhuH2bKm\/ciAJRY+YnnB1jz57DesvxfFkgk6F2zFfpA+VfvEE\/eomL4vcuRmJMbSSdep6t51X3LhYyTU1W\/bGhBM0qz8y\/uH5pFLs\/Mv7h+aqJC78zfc\/mkVIuWGzGBzPMdaT8O\/T3FAM0U98M\/T3FHwz9PcUAzRT3wz9PcUfDv09xQDNWfAsalm+txwSqh\/lEmWRlBAzLsSDuDpvUL4d+nuKPhn6e4oDS2+MYOSblt7jMzyxQElGtlQDnus2YNljxaDXelYfjeDQBlw5ViGDZVUjV82kvtAXQjSNDqScx8M\/T3FHwz9PcUBeXcfgheVkssbYtFSrKoJfOxDQrR8hUfcc96kJxLh0GbDySpjIpURlmP9QHYPptJBIO1Zv4d+nuKPhn6e4\/vQGhfiWAJH+jcgMQDCkhCzMPCXiRCADaGfoJpOJ3LbXXaypW2WJRToVU7A6n80z8O\/T3FHwz9PcUAzU3hWJFu9buNMKwJgAnToG0Pt9xvTHwz9PcUfDv09xQGpTi2CuXGe4jFijAM6B5YW0ysQzsxOZGAUlvmEtvTZ4xgoAGGEyZzKsQXMnMCSJQxABywMvnmvh36e4q04TjXshlCkhyJIYK0Bbi+EwYMuGB5MimDQF++MwIhSqeG27Z+7AVywAhE2DSoGYajLpOsRP\/ADmCV0KYcwCCS1u3mJVnZYgxzQHacutHEOPB7T2xY1uJLNmACnObmi65iJjNoTLabRmDhn6e4\/vQFlxvG2LmTubeTKDmlVWSQPpJnUMddfFGwEU4NO\/DP09xR8M\/T3FAKt3avcBxa2EVLiM+VidIAALZiImGJiJI0BO40qh+Gfp7j+9KFl+nuKlMjRql4vhxAFoN4V1Kgf0KGUAQfmDtnOvi2Ir1eMWedleUQqfVLAiIgiF\/+dxWXFq509x\/elQ\/T3Fd82Q5L\/FcUtNbYC0FchYIjwkEFiDuP6hHQjprR379NlH6e4ptrLnl7iodsKRDvVnwHiiWGZnt5y6hImB3Zabg+7ABekM1Vnwz9PcUfDv09xXB0aq5jsCFRQgPMsLYGX\/TyBHYqGaGJcsMxlRvvScXxrCZ5XDKRmMyq6qbltiZYmSyq5kgFc8ba1l\/hn6e4\/vR8O\/T3FAaHh3H7Vq4xFolHexmUBVzC18zBRojF4cAaAiNRMyMNxTBMPHaRCtvUm2GLtlVSo+YElgWznKRMa1lvhn6e4o+Hfp7igLXifEbFy2QloIxuSCFRQFDXDuuplWRcu3+nMkk1T2fmX9w\/NL+Gfp7ilW8O+YacxzFAf\/Z\" alt=\"Evoluci\u00f3n Del Sol: Todo Lo Que Debes Saber Y Su Origen\" \/><\/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 env\u00ede 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<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El sol\" \/><\/p>\n<\/blockquote>\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 encuenta 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<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<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRgJaK0L6emwnSrn2xWJX_iQkVEWaSjGsuJcg&amp;usqp=CAU\" alt=\"NGC 7023: La Nebulosa Iris |\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS0cEBFP0nMXr-a9x56f_dqXB0sxGONiiVQCA&amp;usqp=CAU\" alt=\"Nebulosa Iris NGC 7023 - astronomo.org .\" \/><\/p>\n<\/blockquote>\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 nacimiento 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\" src=\"https:\/\/informacionimagenes.net\/wp-content\/uploads\/2016\/03\/Imagen-animada-Eclipse-05.gif\" alt=\"Im\u00e1genes de como de produce un eclipse lunar \u2013 Fases de un eclipse |  Informaci\u00f3n im\u00e1genes\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Eclipse GIF - Sun SolarEclipse Eclipse - Descubre &amp; Comparte GIFs en 2021 |  Eclipse, Gif, Gifs\" \/><\/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<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"BBC Mundo - Ciencia y Tecnolog\u00eda - Reparaci\u00f3n que revolucionar\u00e1 al Hubble\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTcxgNIC_P7B_ETOKmQ1paDFOwEHCLtJdiHMg&amp;usqp=CAU\" alt=\"Es posible reparar el telescopio Hubble sin astronautas? - Eureka\" \/><\/p>\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>&nbsp;<\/p>\n<p><img decoding=\"async\" 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eYqKVpe+AQQnLMWcm7QHhp6pYLcqtFB33A92L9IuTKVMU7VG6iHAcAEqf2i181qVMBkgukEl3bIc\/KATabpgVrVMUSoupWqjr1JjocD4ypCaSgLbBKQWAAAAcYDQiUpu55n26t\/cYUDv8\/7icl0mGXVZSzY+uLX6xS5p5kgikqqAazs2txYxargqps7Z3\/4YwUkKDgbt0Zx99YlGk4lSkO5JFtHZ74HXEaLg0q0f0PbERc69QZJBcUjr8mipy3LqcqJcl7kwyLdkVMFRIcJcW6e2WjEqlSgCaQTcsSwttnWNSV3Dhx22\/f+YxMllLZDhwTZ0mz+7+0NCYbgUglqwhLF1MTi4dtyAPWBTVqUSSTjU7d+gtFKU7gE3z9jR4yD20+\/2hpk9XdspSTk63y+\/wA4elkLlZpU7K0ChcuTuLBoUqsPnqXc5foWiKUzsbP23uAe8CdA1ZJybi9SdNO4A0u8NSuGBQZib0MVggABJLBr3L6CElKs\/XMb4dbKScgMSPqP7h+g18EmSz8V93bN\/aKSCxLcoyWdv2joeO8cOImmYiUmWGehDsAAxP7wmiaQCimx+LrcKB7tDpWK3RHQ6ibuDToxsxI67QFJtu37\/fygs2eSQlyUglnDZy7dYqohJQFOlTKLDbodrwhIe8SnqX5KFGWAiWAChsEuQtvzBzY30jnzHsmzJsCNXL59YzMIJs\/R8xqYUtyk30guxpUhjhuFmTQaEqVQlywelIOS2jnJjHDyCtKyElVIqN8AEAn1JEOq4zyTMTImrKFywkqApd2Kkkapdx1zHMlAvYEvoPvaChRbaG0T3SkEipDhNgAEu4c5Vcmx0aATFEqNQAyWSGvow0vGkzGSpLJcgAkgaHKf9rDu5ipAKqEksH5Ts7PeGNgpIJNO5h\/ijQaHJNKQoAkWIcpUDqD\/ADCpkqBai7kPof7\/AJjVBV9ST97fSJDeS+Fm0rdyMsUFiO0YTb4kghQLZzuOsblSSWDZwYsOhVQLKBJDgHt01gFJegkLbS4+e7wNSnMGmpFqXfHyv8zFTEYSzKBYu\/oG0Yv7w6EpEUp00sKqnfUuwbt\/cYS6XpNxkv10gs5NIsXVg\/6v11JY+0Xwy0hKsOware4LWvY+7GHQXixdze12GYoKF6g9u0ElqYEtpTvnGe0WiU6FLtSkh7gKdQLNuLQiuwFKyPhJDhizhx\/FhEWroI0kVMNhdvr9IMuRMoE0pNCiwU1iRkDtBQXTMrpCbFVTlw1gLN65t2iLnqULrUp7EEnTHpkxqSo0kl6agVHWoBRFnxn3iuFQhRFZKRd1APcORbqWEAm82zATg2v8jG5alNYFu0ZloqKQkZYZye\/WJxkkoWUKdBFilTuO8BSYeYmw9bfT76RJculblIUA1nsejjuItK7uNGz+\/rBZs9VLVOiqoaXbLZw3yjFWd81F1kWMq7YB9YqkgM9nt3v\/ADBvMI+JL2LadH+XygbPYsG+cO2Q4QbwZmLJGlgBbpv169IzLAINSmIFtX2A2vBnYM\/WBpA5mZ2e9tcJbW\/yMOLMuSFaJh6bhgX1FrtfGe7RniZaQCEmq71XAawFiN9YwA9sd\/vEalg0k2YEPh746kRRDVI0hKBLqc1XBBAZrMxy+dLQdfDjyxNZVNRTWpmJABAYYLa9oVrFJDOSQX2\/l42pYDBKiqzkHCTsN7axSMnYJSwSSAEgva5+v1iiGZ8e7QSXKuQrlLWG50HSMAlBfVKtgR\/EA7LmpbBt7d\/R3EYkzVJNSSQRr3BB+Ri0qwSHvr8xGp5Szh3JJIIFtgGzr8oBfcudKNKVkHm1szucNFhYpAAS4LlV3LsKTowYn1gagQwsx62HSCIWlILG7EDbb6EwegVLS4dANSTkH2YZ0MBKvv8AiHZSUqmJF6UpuUgJNhm\/XfMB4iUoBKlJpChy2zi99OsFAnkHLdwwybCDyZiy4Q4JYUpJc6D9\/eM8OsUqSe6TsR1z0bF4qUwIvhsvYv0OkFCb2SYhlBKiQCL6t6RT4Rexx1i1rblYHmerdrG\/6TGpUpSyopAs6m6Z1y0ML9YaWqtIQo4LJPyv06wfiOEoWZdif1B\/l0hfh0Bskl8Ngb\/1HqfDQJiBKmByPgXqOh\/1+kS7dL034uO\/scaXwyiAnQEnq5Ae47Rqb4e1+7a\/eI9pwXgZ1S2LfekF8V8FNRa4BABAZ2DCwiGmtna+OHWjwEjgytwErUshkBIc1BtNmB9oxxvCrklNYYzE1BWbXFurgx6niUDh0kJcTVEusXoDMQB+q+e8eQ4tBvUX2P3pf5RsnSp7PM5eJxlXggU3briIE3vBwFVhQ3DX7awVIQBMrqqwikgh6r1bhtoVYJvIrVera99w3yjfEKLqJaom7YvkAesZCS4DPrvGpiQwGC93xc\/KAfpOLKQaUKqSNWpfD9Ypc80BDlgSWctdtMP16xiWLkF26a3tBpfBrVMEpKSVlVIAu5swBxBsMLZ0\/wAMeGy503ypy\/JqQ6Fn4XZxV\/qQ\/wAo53FslSkABV2Ct2wR3b2gs0pSplOCwDJLkMLu+rt2vCktasAscv2uLw3SwRFNuwktvidlM\/cvZvv6wxM8yapUxUwKUSXKlXJhBAY6GOyPEUSypPkSl8xNXNdzo1mhJWW21rIrJQySpSSUlwC7czOI1OCKXc1g2SwAZnN30NoqbMCwVMyio2HwgHQDT+owlNRALDqTi\/0jH2jvX9NsqWr4gpgTh35WIdgMvGEIcQfjEPMUCus5qAsTZ3fYOPSAyxcn76Q5GcE26NolgB8nQen8xrjfLdAQlSRQApy5J1PbFukNzSldCUJAsEskG6msSScq\/aFpySllfCoEEb63iU6NpcalG9MTnClm2BuPu0YVe4BsL\/z0DwUIe4LkZct2bfWNrQgOApShUxIDAp7G7uDnaNDiYskbNDvDrlIlzAUKWtSU0Keny1Pdx+YNb1gHCjPMEjc4LOQPX94iZYIBc62b294aYONozw6kqmAzFKSnUpDkdvWGpwlJQwJWtSQSbp8s1Fwf1unWAcMhmNSeoIfUaNffsDGuLlhC1MQQFFiBZQOCAdDaxgTwQ42zDBgkBiW5idD2+w0VwEmqalJZiqlyWAezk6AO8G8MmFFawEF0lHOxZw7gfqYWVoWhrh+HSqRMUtSUrQUBCVEhRBd6QzG7EkxSVkSdWhfxDgzLJlBSVkKIdCqkvhwcEFh7QiRrgQ1xUmZLYLSUhaQoA7H4VBvVvWFJgba+3qP2+cJ7HHWwkuYUkKDY2fcXfWCcTPXMCVKUSEgIF8DRPbMBKmp5Qde\/TtFE627fekFlVmwpQtICiCBlLhnvkbi0ampe6WI33LX66mCTuLmTKEKUVUClA0A2HRyTAAGDgi7hu0DCKvYSVw5KDMqFiAz3vgh8s0McJMSkKFFVYAv+U1C6W1s3rCpQWDAgG4f7xDPKBLvWWNSQCGNR1GbAfSGS\/qG4OW5sna\/t\/ce08C4RiLd3jxnh05UolRDguljuxDtuxePY+D8S1OC4BF3N8Y+kNJWd3DOLwj6r+G+CSuWAoAtg7dO0NeL8AlKCpI5jZ9u3XrHG8B8XTLQzuo52HTvDPiXj0tSSlSm2O3fpA\/0IlGfe0sHzz8Q8IxLAPHi\/EOHYNSHexfAcvb7xHrPxJxXMQcvpe3Q6x4\/xWdUSQ5v6nN4yqmdHK4uOULTQFHmKU7Ea2DWFh3haaljZTtiDcEUCaCoeYkKcpBIcBiz9fe0LTEFRNI9I0POlV40FlSSUkpBqBJfS1\/e0LzN9Tn7+cdLwvi5kk+ZLssBjYFwQxBGzQHxCYZikKWyXtU3W7sNPoIdKiFJ39BIU6vFyA6gAqkvYks3V9I1x0mhZSFpW2qcekVLSClQsCm7k\/ELBu+TCayXdqwsyUjBW5JBKvytSD3d3G0BVLYlrjf2\/nEZSS5gomGmk3S7kaucZxiELJiUgZL0gtbLkEjPUR0+BShSAaJyjg0pCgOgL7MfWOfLkFwEipT\/CMuMiIJyhYFQ6fYik6JlnQ1MYMlKqnSKrEMrUdW3jZSEggpuQGNwxG27iAIQWqa2Nurd463GeIFYUJgCyUhCCwsBSzPjlDP1jn9PTd9a3+5yAoDVzU7X9\/wBobkBXluUslZNKms7Xb3HaAzDTmWAackNlmPsLH\/Yx0vw6jzFiSr4VEADY4eHV4RCx+ZoCjhSTSn8yXFRAwOZj3CgIWWnTUkMP7j2v4u\/DCeDAHmSyogN0B\/ePJeKy5SCpCCVktSoHls7uGBvkbQODjsqPMpxaQhOKbrHK5IoDlg4a50z7Qysy1IQSsAgqTTQSaWKgVEG5KiU9IWTKq+EXsAM1Fz7dukEWhFRVLelNJZbEktd2szv6RadIwfF2eRNI9xGtAbPe2ukMzJArpWCnD2w7aFtLwGa6i72wLNjGOkSmipcbi6RmoUZALnQucBiXwz\/ON8PMDsli4bmAyxve2CYEZdz+2vbRotYZLMHOuoy4+94tMxlF5BykO4sGD3LO2g6x1eDkyfKmLXNUJqaTLTS4JLO5ezRywejMwLZ+2F4Mo4mKNSVqNSQWNmN9s57xUXRjJWbVPUopUpRUoAhIUAQLmzHS7wpLDMohw4+98RtE1rgDOvrYjXT2jU7ilqACrpSKQMMHJa3UvA8jSa0sASnqDZ7ad4gKbu+NN9PSKCLfUbNqekMSZSChZKwFABkseZyxAbYXcwqG2DQaSlTXdw4cFj84iy5JYAlzsM6D5RELAYKFQANnIZ9ff3aKoUPiBsG7Pj94GgQYzyCkhRcCz6XNh0iivBwf+PjrA5ZIcgtysexsx7wSVw9X5ki431LOOgcPADSDzFVEEIpIQGZ+a7FRfc2j03hrS0lKClU2ipRcMgABwndceanJEslIIUp2qDkMNup\/eMpDGq9L3u2zt6NDbQQtZR7KR4oQoAWdiA7lonFeMXOo6x5njnll2KQQlkqIqIIBe3X5GFzPa5ch\/eIadnbHnXU9LwfispTonXsaCLMrR90vHmeOWUkoUA41HVtRkWt3hzgzJImmYpYs8pNi5f4VnSxyIQQpKhSogX5Tlu42jSsZZyz5bk2ASKlW9z0\/qGOBWxyWL2G+j+oECny0pJTUeWpi3xfpsN2+cbTSHUHKSbaXGQdACfpDRm3aPqv4T\/D3DzuGM2YUpmJDjctj+I+dfiOUTNUxDO2LAdOg\/mCcN41MLJBYYpGPTb+46f4q8U4adIlJlS2mpH+VT\/FDck1Rio9WeU41IFkXSAHU2XYn2NvSAqmGkJOEk6b5f2gkziVMpNRZTA2FwMP2YRUtQIoYAlQ5r8ovYdCS\/oIh0zZWlkL5yVIYpJUEBILtSyibNmxa8a4eYlK0umoANliSfhLnYt6CG\/ClyTKXKmLWjlK7JBqmBwgbgUk65Ec3iJlVIqxy30Fmfo2nSCvRL1DikTuGXLmMpCy02WrUpP5ge0c5cxRL1H3jc9a1BKlKKgOUEl2bTcRqWzfk9cw\/sUsLJ1PC0maUyVTAhBcgq+GoCztd8Ad4XmoPVgWd\/ZngUsgA\/I7fdvaPS8L+Gpy5cziHFMtqzUD8Qs24YiMFHsdspqKyed4mVSoUkrFILlOLXHVt+kM+H8QqW5QBXYO+Hww3t6RY4+blKyny0hCQM0l3Fhi5vm8B4Sd5aiaUqJSQHZQ5hnZxDdLRnFSexzjvGZk2yyeXclw2oOhhCggBTuFOAWOQxLdQ494kx9baHL5cm+sVTU5BakWcsTdrf7QOTezSMFF2jUxSQlNIIWHqUS73\/K2LREoLsQ2t9HAYk7XHvAwQwFu47wxwCEkrSpSE8pYqfIuAmn8xIb1iVlltqKM8XdRNQwC7vYgW9MekWrij5Qk3oqrAsLsz97N6YhdSi7\/O\/bMYKhtf2HSGrJlJNBJawpKkOhP5nIvYHlBA121LQmswVx1x84ytIFPX6fy7+0UjCeXdmlTHSlLAtqAAcmz65jM1mcWDsM3Zr+xiTZR5bMFC18\/lfo5EWviFOQ7DBAsNB+wi9mFfACosRoYd8LEskpmKKEKSeYAqIIBIAFsm194FJlpUql0pBNlKLAOdW2gvCz0pKq0BfKQA5ASS7EdjBrY3b0K1E2Jti3d\/5hrieGPlomCWpMv4Su5Cl63wCzBukLLLs\/vDI4+YZXlFRKASUpOASzkDD2ECoUk1VAZhChUckfNy56W06xUldIL6tfa9264+cblKomJNiEkE5KTcG7aRtU4GYZpQkpK6ii9OXp3bSCx0XwMqqYAgsahSVMBnlKnsA7PEnKIVcgrOSNNwOuYZlzpQ80zKqlJNAQQwU4KQSXcZhOXNCWIT+VjqCbsemns8O8CSzZJKRYKLAn7foxcwXjAE2HMxKSoFwS9inoQBnMKKU+w7ff20F4bhVrJCElVIKiBkAZJ6DeJRUn6EmkFlrJuHFje7a5wb9IuXLKl0IFRcs+cHQ6wHiAssstsGazdBj\/sSUgNUSQ2ts2bJ6iK9IUqRqepIsm4t7Nr1MDQgl6dEuewg3A8UZaqkhIUzCoVC4Z2VZ7vDvgHFypaiuZK8wBCgpJUwJNkkNs4tAkgcmrwKTCg0oAIIFyrNW3\/xeALCgaSSzu2j7jQ2gstJKnSHu\/YR6fxLwiSngpc8TEqmkkGXkp6np\/MUlZLlR5IKb8uGcXD7vtG0TFBKlJLAsFB84IcahxE4lKkulQIIsXy\/aKKKSQpiWcXbIDadj6RObKwylyyeYsRuG2BI7sYkxYIAcgahrZLN7n3gLlun1giJhBCk2KWvm\/rCCilrK1vepRF9zAyliXjSSAx1u\/3vEShzbZ9IBoprdHtv92jK1F8xtJDHPTv\/AMeMkdDAM6cxQBUSpJJZgkOOa52Yp+sOJ8YmiQZSKQgEVEZJONXNhiOYz1U4AcOwe7WD5vi+IkuQ4zpcDPoNYi6NUnJFVMXT93ghU5s19B+7xXASwpYSsKIF2TlrE+lL\/KGPEPLE0mU\/l2KUkuR0VYX7QmsGsJOxtSkKShIlgqSDUQT\/AJLkkqJLBk7Rg8IJcqXPRMTUVHkfmSAxBVox\/aL8Q4aZLATMAApSQxBACg4JbUgDraHeOnyp0tPlSggSkAzBUxWfhKg\/cWEC9sb2mtM4U1QOgHb9+sGTOl0gKRe902cswzZgbm0SZIZKTykEkAVXBH6tQNn2MLS5RVVTelNRcgMAz5O5FoSHNqsnW8F8RTIM0GUiZUgoAWLpP6hsdY5PEKuLdMN79f6g9VRUVWe9u2A+8Z4ehmUouXd01Janl61P7RVshxpXWQHkkIryl6X0fPd2vBjwifJ8wrAVUAJZuVBi6howNr3vAJiWbDsDZu2mDaGuGmsVpWRzslSrHUFR\/sQ\/TJq1sSUpQAva40xn94KoEy0pJQE1Egn4rt8TXZv3h\/xPhpSZ5RKWZsoWC2pJ77bQ7+JfAjwflK5T5iEqF0qY2Jxo+hikyJrVHCWpJloSEBKklVS7mpy4caMxHrDHhfB1r8oJda0shin4jh3LZb5xrjONVNU802ISOVkgBNgaQGLJcesKghKQQC4V8Whtjvd2h\/UlppU8GuKlgKIS43BOo0+vvFJXSkqBpLMEtVU4NRc4094XmTHewv6N26QzJmoSsqCa0sQkLFiSGLtqHJB3aEg8MFKQj81RZgGpIDu+u0b4MFwQUgl8swAF7HVtI34gmWmjy11ukFTpagnKf9m36xjiOKrShFCQUuxAuXwDuBf3gEm2g0qelCwGlrCJhUFFJZYGhH6Tt1hadPCnISyip2HwgXwPX2jL1MSSWYdWDftaCT6vLQKAEhSgFMASSxZR1YENs8GymqaYXwwrWRKQhClKPLYFTkiw\/uC+IPKnzEjzJYcgg8qgHwpvpAeCUZSpcwKYg1ApNw186H+ozxPFTJk0zVKJWoklR31JfWH4Z1b+gY+JLTIVw4pMtSwslhVU2hNwL4hBaSM6fd4LxM1UwgkJFKQOW1hiz3N4FNKiTUSTq\/7\/AEhN2aRjRSUlidBr9PeG5JTy03UbKCgyXcNcXw8bncIvyEzqWllRRUSLrF2bNgfrAELTQ7mt7AgFNLAW\/wBhD0S8jUwrJClpbmKXAALpax7AjSM8bMJUlRmBZUkFVI+E4pOhwPeE6iQXDuXcl+\/vFTF3tdy4Jz2MOyeoRanPM7uHBLnq3p+0DpBPMSAxY50cQTh+HK1MkiqkqJJbAci+rabxvguHM1SZaaaiWSSQkWBNycBoWSsIBw6SpSQ4F2D4H9RRl2U4Lg+2ReJPQzcwPbTpE4lFJbVgST1D+14KD01wwIddIISwILa274e4iLUlmCbZfV2D\/wD1f6xmQoagm1mOoxbURSCSFG3\/AE6QB6WlZY6uGuPX6iKp6P1f+43JSVZVSAM3YMC2NSbDvA1O5Yln2hWA9Jn0kOhBIUCSpLs1m6BsjVo70vgFSuDHFebL+MhKAWWOps5SQ9jHB4ieufOK1EFcwuoqZnOugG+kUa0OhTvik5GDg9Ils1jafwwclRBLWJBvjd7+4i0zALAA3cm\/t6PGSt3F+mrC7w54n4PNkJQuYgpExFaHPxJLXH8dYSVluai0mwI4lSimtRUlqQ5e3R9rwYCWpLBkss5+Km1ze7bDV4SlqSGLEqBdixBHrq8ZWgoNwRg3G9wexEKkUuRj8xKSSKuUfCQluzjRwIGofmSMJZTgEXJA76afzBOE4RcwciFLWBUQL8gGbPgA22gKJJaos2O2z7Dr0hU1k0U4ywZK7upRL3Lb67Xi5hBV+VPc7Xu2untFTQpV2ZNhYW6Y97wNSkuAzh7m4J\/jtDSyKU8UjKSNdXZj7ONA8ayxsNGY6AXd7u8aVINLhJPb227CCTpJlso0l7s7kAFmUNCdtjDyZRq8jUmVLTLrCnmP\/wC2xsP1PjOkD4rjVrYKKikMA+A2IEUKoC2LYLdz8rNGBNsQWuQ1sNsdNoVM1cotYPRJFhBJSXUkHBIHzjnSeOWoK\/x3SCoupjYOSzbRiT4soqDS73IZT\/Dc6aR7C\/E8VVf6Hgy\/C8t3X6n0LxjwrhRO4uVLQAJEhawyprhYUgCqtRBYE4saukc38KyJK5fEmbJEwypSpqTXMS7FICSEKAa5L5vHJm\/jDiKjOWiWlcyWqt5aGWglJdYEtlOpKQCQe4jlSPxUuWZlKUp81BQsClilRcgAJZNwLBmjJcsVGm\/j5\/gv\/wApN2l8\/B7\/AI7wrhJfCmeZYqMuSUhS5pFS5SlkClWSoa2EdGX+DJARMnEug8MlaUVFxMpBWSxdhyljb\/J0EfPpv4v4ijyymWtAloLESlgJQkpT8SLKCSRvAUfjviQ5GqSg3SRSpMtJABRqJUu4\/T1Lw+Rf5fuXHjb\/ALf2\/k+lTPwnwquJ8mkSqZpZKZtapstMsqU6SolBrYPaxNsGPJ+PcDLTw\/C8TLT5fnpmBSAVEAoXS6aiSxBw8eaX+MJqp\/8A5NxOqqrCgLs2AlsWbBu8TjvxOucUeYkEJFCEilKUh8BKEsLnIF4qHLFNXL\/skz4pNOojkcbx9JKkMHsfTF4ZneKICglPMGup6WOzEfPrBfFuLkL4cIQSZqlOVEUsGHIGJe93LZivxHNxyg4p5I4OOcJqTR5wMfb7\/wCxtKRfHbMWlbEAh0g1Nh7b50g0hdQTKSAFKLkki50ufhYPrHm0etGaoBxMwqYDFrB2dmOdT+8YQD8GlXzxmMKBEO8HPIUCaVOwKVMLBiCCzCwAfN4aIm3tBvGfCTIRKWVoUJqagElym+FbG2I5dFsj+O8dDxri0zZq5iJYloUbIBKgnsVbsfeEQACxJAcg2cgaxUqsiN1kpmN\/UREguGN+\/wB+8UlRYh7H5tj6xRVbGIQ6DKRUpVLqs5JsbXJN4XUkvBUgliBsOmwfvD8ifKSZcwpKpiVkrQW8spBFIDXbIPSGsibaOaA2nSCCaySBZwxbUOSX3Lt\/+YP4lNEyYpaUpQFGopS7Jc4AOgeL4GVKNXmLUkXYhNWim13pHqdoYrxbFKVEEsWDP02jaR0Pp\/2LSSWJNna+PlDHDeIrSkJABA6D+IQ8+AaqikAMcG+cD0xEmLVbIIwcf3iJEjM0cmSWpJpZPMMkl32to0NcZxy5pFbqZLJDkhOWYbDaJEhhSBiUsAk0sSCS41DgE5w\/aAJS9T6DL9gM57CJEhkqTG5PFKCisOCRcp5dGazWI\/aJw6AXUpQAccpdy74bbPrEiRDN1os8csSzICiJalBRTuRYH2f3gCVAh1XGcEXFmtYuB84kSKRnM9J+EfHpXDomebLTNK0UoSRZJ36GOLNlKmTigJJWtTAA\/mwBtmLiRTyjJYlgqpfDT3I\/yS1XSsWJBuFg\/SBeJcUhayoJABAsgFIezkhT6v7xIkDGtp\/QDxfErmKeYSpRZyXJOAPkA0YmVIJSQx2Om3aJEiTSzMwFnLtjf06RhdmIfQ7X\/wC6xcSGthIa8LlislaVlCQawlnGiSSeVqyl3hSUWIUztcPcFt9xFxIb0jJbYxMqUFzbB1MoJZID8wCU7WPZhC4XYD+jn79zEiQAhjzRSBhSVO1IY4yckkjBtcxOJSkrUykq5ixHKMOGBAYPaJEhioHNmuRYOblgAx6N0b5w\/wAHxKEcOr\/G8ysUzQVOjlNtru\/pFxIS9FLSFuG4YLlqVUhJqCQCpi5cghP6bMTgRvw\/hQqalK1pSgrCSv4gBqrchokSGkJyaTN+MJlomrQlZmpyFAU3\/O4Z2yNN456w\/Unb+oqJAy4aGEgOSlCiMBy7KDFRtnW20B4kKcKUlqrizBQc3HTIttEiQeCWykBywJAOQ\/8AJvmBxIkIr06\/h54dUiZ5lXnunymYJa9VT9MRz1yyWd7W+pb6xIkJsmK\/MbncPyhSQpgDUSQzgtZsC4z1gMtFsxIkMEz\/2Q==\" alt=\"Teor\u00edas f\u00edsicas que explican la armon\u00eda del cosmos - Ciencia - Vida -  ELTIEMPO.COM\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo la m\u00fasica ayud\u00f3 al ser humano a entender el universo\" \/><\/p>\n<p>&nbsp;<\/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 cosmismo ruso es una filosof\u00eda cosmoc\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 aion 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%2F09%2F08%2Flas-cosas-de-la-naturaleza-que-tratamos-de-comprender%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%2F09%2F08%2Flas-cosas-de-la-naturaleza-que-tratamos-de-comprender%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\/27108"}],"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=27108"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27108\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27108"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27108"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27108"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}