{"id":12286,"date":"2020-01-21T11:36:21","date_gmt":"2020-01-21T10:36:21","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12286"},"modified":"2020-01-21T11:28:12","modified_gmt":"2020-01-21T10:28:12","slug":"el-universo-siempre-asombroso-7","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/01\/21\/el-universo-siempre-asombroso-7\/","title":{"rendered":"El Universo siempre asombroso"},"content":{"rendered":"<p>Art\u00edculo sobre nuevos descubrimientos en <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>:<br \/>\n<a href=\"http:\/\/www.iflscience.com\/physics\/revealed-first-time-map-sheds-light-dark-matter-binds-universe-together\" target=\"_blank\">http:\/\/www.iflscience.com\/<wbr>physics\/revealed-first-time-<wbr>map-sheds-light-dark-matter-<wbr>binds-universe-together<\/wbr><\/wbr><\/wbr><\/a><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" id=\"ktIFQasVW_tmfM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Materia oscura\" data-atf=\"1\" \/><img decoding=\"async\" id=\"7EsNyBINtqtEJM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Materia oscura\" data-atf=\"1\" \/><img decoding=\"async\" id=\"BfGEYncSJQLSgM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Materia oscura\" data-atf=\"4\" \/><img decoding=\"async\" id=\"aQe3cJQAmqbR0M:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Materia oscura\" data-atf=\"4\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Hipot\u00e9ticas im\u00e1genes en las que est\u00e1presente la hipot\u00e9tica &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Se siguen publicando trabajos sobre la &#8220;<strong><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;<\/strong> que, es esa hipot\u00e9tica materia que se supone impregna todo el Universo, es transparente y supera muchas veces a la materia bari\u00f3nica, es decir, la materia que podemos ver, la que emite radiaci\u00f3n. Esta otra materia, la oscura, nadie sabe de qu\u00e9 est\u00e1 hecha, ni se puede dar una explicaci\u00f3n fehaciente de c\u00f3mo pudo surgir, sin embargo, desde que alguien tuvo la idea de su existencia, muchos fueron los problemas que desaparecieron para los astr\u00f3nomos, como por ejemplo, no tener que explicar como pudieron formarse las galaxias a pesar de la expansi\u00f3n de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>. Yo no creo que exista exactamente esa materia. Sin embargo, s\u00ed creo que existe alguna clase de sustancia c\u00f3smica que a\u00fan no hemos sabido localizar, y, que gracias a ella, se pudieron formar las galaxias. Los griegos antiguos llamaban a esa sustancia Ylem.<\/p>\n<p>&nbsp;<\/p>\n<div>\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-la-vida-%c2%bfy-el-destino-2\/\" rel=\"prev\">El Universo, la Vida, \u00bfY el destino?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i.ytimg.com\/vi\/CqAbLm3MQCY\/hqdefault.jpg\" alt=\"Resultado de imagen de El Universo y la Vida\" width=\"450\" height=\"338\" \/><\/p>\n<\/div>\n<div>\n<p>\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvK3ZRq0JNfd4gMd7fzneEweCB053Xk70_WfntfB-Swi6fVy5E&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579600716625\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR4yCUPeuVsF6ASDEjGT0mVKqsRzu7EutSvCcdNvGhmUZkt4tc7&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579600716654\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">A medida que se expand\u00eda a partir de su estado primordial uniforme, el universo se enfriaba. Y con las temperaturas m\u00e1s bajas vinieron nuevas posibilidades. La materia fue capaz de agregarse en enormes estructuras amorfas: las semillas de las galaxias actuales. Empezaron a formarse los \u00e1tomos allanando el camino para la qu\u00edmica y la formaci\u00f3n de objetos f\u00edsicos s\u00f3lidos.<\/p>\n<p style=\"text-align: justify;\">Comparado con los patrones actuales, el universo en dicha \u00e9poca era sorprendentemente homogeneo. La sustancia c\u00f3smica estaba presente por todo el espacio con una uniformidad casi perfecta. La Temperatura era la misma en todas partes. La materia, descompuestas en sus constityentes b\u00e1sicos por el tremendo calor, estaba en un estado de extraordinaria simplicidad. Ning\u00fan hipot\u00e9tico observador hubiera podido conjeturar a partir de este estado poco prometedor que el universo estaba dotado de enormes potencialidades. Ninguna clave pod\u00eda desvelar que, algunos miles de millones de a\u00f1os m\u00e1s tarde, billones de estrellas refulgentes se organizar\u00edan en miles de millones de galaxias espirales; que aparecer\u00edan planetas y cristales, nubes y oc\u00e9anos, monta\u00f1as y glaciares; que uno de esos planetas (al menos que sepamos) ser\u00eda habitado por \u00e1rboles y bacterias, por elefantes y peces. Ninguna de estas cosas pod\u00eda predecirse.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/02\/%c2%a1la-naturaleza-simetria-dentro-de-la-diversidad\/\" rel=\"next\">\u00a1La Naturaleza! Simetr\u00eda dentro de la Diversidad<\/a><\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" id=\"P54NLiE8SYZbCM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Simetr\u00eda en la Naturaleza\" data-atf=\"1\" \/><img decoding=\"async\" id=\"IOOFeVzz0agpwM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Simetr\u00eda en la Naturaleza\" data-atf=\"1\" \/><img decoding=\"async\" id=\"2QQt7CTPSwqaLM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Simetr\u00eda en la Naturaleza\" data-atf=\"4\" \/><img decoding=\"async\" id=\"MJbIWzifYKCh8M:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Simetr\u00eda en la Naturaleza\" data-atf=\"4\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nuestro mundo, aunque en la Galaxia existan muchos como \u00e9l (que no los hemos podido encontrar), es un lugar privilegiado que conforma un Ecosistema superior en su conjunto formado por muchos ecosistemas locales aislados los unos de los otros y sin embargo, todos conexionados. La Diversidad de regiopnes diferentes que existen dentro del mismo planeta es asombroso y, lo mismo nos podemos encontrar en un lugar como ese que vemos arriba, o en una isla paradis\u00edaca, una selva, un desierto, o perdidos en un inmenso y embravecido oc\u00e9ano, en la ventisca de nieve de inmensas monta\u00f1as y, tambi\u00e9n, en grutas enormes en las profundidades del planeta.<\/p>\n<p style=\"text-align: justify;\">Pero todos esos climas diferentes son el resultado de la diversidad y, en cada uno de esos lugares ocurren cosas y, la vida, aunque parezca imposible, est\u00e1 all\u00ed presente. Es la consecuencia de que el planeta Tierra est\u00e9 situado en la zona habitable del Sol, ni demasiado cerca para que la vida perezca achicharrada, ni demasiado lejos para que resulte congelada por el fr\u00edo. Aqu\u00ed el agua discurre l\u00edquida y cantarina por multitud de lugares y hace posible que, entre el preciado l\u00edquido y los rayos del Sol que nos env\u00edan la luz y el calor necesarios para la fotos\u00edntesis y la vida\u2026 \u00a1Podamos estar aqu\u00ed!<\/p>\n<p>&nbsp;<\/p>\n<div>\n<div>\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/09\/03\/todo-lo-que-existe-esta-en-el-universo-los-pensamientos-tambien-3\/\" rel=\"prev\">Todo lo que existe est\u00e1 en el Universo: Los pensamientos tambi\u00e9n<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1111\/s106_canarias_900.jpg\" alt=\"\" width=\"514\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La Humanidad, nuestra especie, siempre mir\u00f3 hacia los confines del cielo estrellado y se hac\u00eda preguntas que no pod\u00eda contestar. En muchos de los trabajos que aqu\u00ed se han expuesto quedaron reflejadas aquellas Civilizaciones antiguas que nos hablaban, con sus gravaciones en la piedra de\u00a0 los lejanos confines del cosmos que ellos imaginaban. Hemos podido llegar a un nivel de tecnolog\u00eda que nos permite otear horizontes muy lejanos y captar, con nuestros ingenios, galaxias que se podr\u00eda decir, sin temor a equivocarnos, que est\u00e1n situados en los confines del Universo.<\/p>\n<p style=\"text-align: justify;\">Podemos examinar la radiaci\u00f3n que emiten las estrellas j\u00f3venes, estudiar nebulosas lejanas y captar los extra\u00f1os \u00e1tomos y mol\u00e9culas que las conforman y, al mismo tiempo, observar como se van creando las condiciones precisas de gravitaci\u00f3n, vientos estelares y otros fen\u00f3menos c\u00f3smicos para que, los nuevos mundos y las nuevas estrellas surjan a la vida. Somos testigos de un carrusel cosmol\u00f3gico que gira y gira \u201ceternamente\u201d envuelto en ciclos de destrucci\u00f3n y creaci\u00f3n que se suceden en presencia de energ\u00edas inimaginables, para que todo siga igual al mismo tiempo que todo cambia.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div>\n<div>\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/titan-una-luna-prometedora\/\" rel=\"prev\">Titan, una luna prometedora<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.beugungsbild.de\/huygens\/povray\/huygens_30km.jpg\" alt=\"http:\/\/www.beugungsbild.de\/huygens\/povray\/huygens_30km.jpg\" width=\"817\" height=\"613\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En su momento pudimos leer y oir en todos los medios escritos y hablados:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201cDespu\u00e9s de un viaje de siete a\u00f1os a trav\u00e9s del sistema solar a bordo de la nave Cassini, la sonda Huygens de la ESA descendi\u00f3 con \u00e9xito a trav\u00e9s de la atm\u00f3sfera de Tit\u00e1n, la mayor luna de Saturno y ha aterrizado a salvo en su superficie.<\/p>\n<p style=\"text-align: justify;\">Los primeros datos cient\u00edficos llegaron a el Centro de Operaciones Espaciales Europeo (ESOC) en Darmstadt, Alemania, esta tarde a las 17:19 CET. La sonda Huygens constituye el \u00e9xito de la humanidad en el intento de aterrizar una sonda en un mundo del Sistema Solar exterior. Seg\u00fan Jean-Jaques Dordain, Director General de la ESA:\u201dEste es un gran logro para Europa y sus colegas de los Estados Unidos, en esta ambiciona empresa de explorar el sistema saturniano\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Con los primeros datos se pudo llegar a\u00a0 saber que la temperatura en el interior de la sonda rondaba los 25\u00baC cuando se encontraba a unos 50 km de altura. Por otra parte, la sonda contaba con dos canales (A y B) independientes para retransmitir los datos de manera redundante. Seg\u00fan parece el canal A no funcion\u00f3 y tan s\u00f3lo se lograron los datos del B del que s\u00ed, llegaron todos. El experimento de Doppler con Cassini si necesitaba del canal A por lo que habr\u00e1 que esperar a la recepci\u00f3n de todos los datos. El paracaidas principal se abri\u00f3 tan s\u00f3lo 15 segundos despues de lo planeado y los aceler\u00f3metros han funcionado correctamente.<\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/17\/dos-verdades-incompatibles-5\/\" rel=\"next\">Dos verdades incompatibles<\/a><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_r40UrYfXcwc\/TAWbqw66qDI\/AAAAAAAAAAM\/7-tTiOgYc_M\/s1600\/galatomo.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El mundo de la F\u00edsica tiene planteado un gran problema y los f\u00edsicos son muy conscientes de ello, conocen su existencia desde hace d\u00e9cadas. El problema centra la gran aventura de la F\u00edsica actual y consiste en hallar una formulaci\u00f3n que combine las dos grandes teor\u00edas de la Ciencia: La Relatividad y la Mec\u00e1nica Cu\u00e1ntica. Aunque parece que, tal matrimonio, resulta imposible y que, los contrayentes son imcompatibles. La fuerza de Gravedad se resiste a que la incluyan en el Modelo Est\u00e1ndar de la F\u00edsica de part\u00edculas que s\u00ed tiene a las otras tres fuerzas, y, precisamente por ello, es un Modelo imperfecto e incompleto.<\/p>\n<p style=\"text-align: justify;\">De todas las fuerzas conocemos el Bos\u00f3n intermediario que la transmite: En el electromagnetismo es el Fot\u00f3n, en la fuerzxa nuclear fuerte, el Glu\u00f3n, en la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a> lo hacen las part\u00edculas W<sup>+,\u00a0 <\/sup>W<sup>&#8211;\u00a0 <\/sup>y Z\u00ba, todas han sido lozalizadas en los aceleradores de part\u00edculas. Sin embargo, El Gravit\u00f3n, que es el Bos\u00f3n que transmite la fuerza gravitatoria, no ha sido hallado. Los f\u00edsicos trat\u00e1n de encontrar, desesperadamente, una Teor\u00eda cu\u00e1ntica de la gravitaci\u00f3n, es decir, una teor\u00eda que unifique las Teor\u00edas dePlanck y <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, y, de momento, parece que s\u00f3lo la Teor\u00eda de cuerdas re\u00fane esas condiciones y acoge de manera natural a las dos teor\u00edas, sin embargo, esa teor\u00eda de cuerdas no puede ser verificada porque, la Humanidad, no tiene la energ\u00eda requerida para ello de 10<sup>19<\/sup> GeV.<\/p>\n<p>&nbsp;<\/p>\n<p>Vamos ahora con el Universo Asombroso que nos anuncia el t\u00edtulo de \u00e9ste trabajo:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" id=\"Csw-Wldsw1qhoM:\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMWFhUXGB8bGRgYGBoaGxoeGh8aHRodHR4dHSggHRolHRobITEiJykrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGi0lICUtLS0tKy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLTctLS0tLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAECBQAGB\/\/EADkQAAECBAQEBQMDBAEEAwAAAAECEQADITEEEkFRImFxgQUTkaHwBrHBMtHhFEJS8WIVM4LCFkNy\/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIDAAQFBv\/EACQRAAICAgICAgMBAQAAAAAAAAABAhEDIRIxE0EEIhRRYTIF\/9oADAMBAAIRAxEAPwDwszEUhfE4n17fiFllT7wOYCeLR2f5rAPRyTbGJdszanUaNpFp8xwAAKUoL6l4IcWkSSjIStwynoBrRnfvC8tagClJLLAcbtX7xjn7LTEFj62AodYXmHLZiGBI\/EFVPoQWLj0+fmFMRNCrX2gIjIakqzAqBNG0sdKvT+IhQIBQQSHB6tQPqLsOsTgJignK7A1ZqHb0qxhmWs8Ryuw5hrB3BFqd41+gpezNlsaWNaUrfU20HeOSCr+H\/GjQZZZlA1qql6mn57GIS+UsBe5UyqaX27wWBFMQgPTMzVt3tRoLLkjRzSve7kGtIjFzVrIzF2SACzOEig50F4c8M8QmSxMTLAeaPLIIBoTYewgMKIPhSwELW3EqiAeP9IUOEFwgpbi6wGcpBVwhklTJdTsKcn70+8CmUNLNUE11FnfSNXHeECWiSsTUqE1IVloVJYtxHTpAbHS\/Rnzp7mqlLAASklRoBbonlzga8QwICRUguwKtaAnStuUbH1H4KjDFGSeibnSCclgVaRg4tRS4OvKxdjATC7BoJBprpe8MoyuQvMQ1kqZi3CSS9NWELIwxKVLcUIF6ufxBS2UkEO9vU05fvBs0f6aOElJ8slRZVMqQBW7ubilG\/wCQrSKLkCZmskJc1IB5Aan+YnDYxLAqfs1NO\/8AEOY6SpExXmEhQFcygpnG9n\/eEGsxJuIdghJIFFGpd7k7PZtIqucpRUVFPEHBJFMgLAakkUZxWLYopzKKQSLBRubMwBpQWO5rF8FIlKSrzQsKABSUjhJrRQ6MxHeHRFtg5c4qDHQXNwGbYUcv36v2DSjMMyxYkCzXY0PtyiZ5CkhIDKDuzuqtX6MB3gEglABLEcVCUmtiSDo7N0pBQGMeIz2YJqFVdndn0gOFkKKglDqJNEvUa\/bpFAQkFJSXYEF\/4q9OjRVaCGDO3317PrG6A3YdeIeoux7AW5Wp6wfCSlFacqMxcUy5szEaNan3irJLApdVXNXLtStKfkxp4yegFCpCVIypCSp3OfLUuBQkvRtKw1WK3Rl+KYBaFqSpBSXYghmN27QXDLAUi1CQ5Y\/yTXswguLxk2aVGaSsq4ipTuToYPOwahKSwQcw8zMC6mTwlJ0YFi14tHHZNzGvqqXIlkCTOM1TVVRiCE5QHDuKgnkGjz6cYvKBUBLkAAM51LXt7CNASAC7Ptm+\/vDuL8MmzpKZyZKUS0DIVJByk1IzX4mLOdAIfxCeQRm+Jzpx8xU2W5a4APCMrkAbCOgH\/TQaqWxOmV46DwkbmhieWtvCyZZJPLSLODQxEkkEg9v3jjPT5WFCWvb3is3e0Rl3hvw7wmZPJQgOWdt9hGJsx67xMpLlwG7v1j2Hi\/0qcMgpJCqPmYjqwMeWolkiCR9jUktV9\/g2iFTFZVEG9Gf58aLI4Q7P9h8\/EUUoNSxr0PpCIp6AhZez1etqfjlEyZbqbK5\/x16D9osCQfQNBZqkjMQTmenOoqLn1NXhkwUOfUODKZheV5JYKEtyoBLBmU\/eMNKiCNOt\/fWHkrmJNCUuGqGoqjHk0L+W6zmb7s1O\/rBFYRQJqVOb7\/NTEqzZQkuRVuxDtHT5Fi5LAOQKCg16loVSrLYncn59+UCh26YRExRDOzc7j1+wiZwzcT2Zm1bUmoHfcQJS8xGmlP8AdzBpOIISoZikLDFv7msDyBA7mNRk9Eqw+Wj0VUAGnI1YHWsMjCpUGlBZZLqKqM1zT+0b9IUmYhJSpKgogoGXKWAWLFW4Zx1MCwpmEEJarJ0ehfWrUg0blWh3w\/DEoUaZXSDUBjUijvpdoXXOHE4CiU04iAC4rzLUbrAUzFVSgkpUoU3IoA2prELQoEpUGIJBBoR6wKEs0f6lYlmWSWUQspOpsCfftFZpmpGVB4SQrQ1AIrTRz6weTj0qlkGUFZcqXAY5qh1H9WzDlDg4pZ4iybJAoHoroaDrCy+oy2YUrBFZyIDzakh2za0Fqfh4VmAMxF+fTtGlOSVTJhMsrAT0YEMD6\/BGUuXRVf0toddzYQ6VoR6YwqYFB1qJP9r14WLkkf3OAGN4Lh8pu4epGjMe7lhbcwpNkn9TkpcDNoSHcJLMdDuxEMFAylRBCahJNXIAto9vWA0azc+lpWHBKsSlZl5SBl\/yaj\/8aVjPxUsJIIIUSSclRlINjudaHUQlOnrFApQyksMxpm\/U3XWG8B4otCFSwAqWSlS+EEjKaMtnQCaOCI6IIjIuZpdgAHFhrtfr7w555dIPYBmGpoLPeBGahR4EgDoQzkMxd1MKPR7kQ1IIGSgOUkh7bgc6h70ciOvHE55sa8ncPtoG07VjTlJmeUZaVZZZIJSDQnciNCTnnzcy0BJLOEpyi23SPZ+H\/S+ZD5aN0jpqMVbIcm3SPla\/Dpj0FNKx0fRp\/gozGh7R0PwQvNnxdCKV2pzPKLTkOBoRFlYpSghBLgOwpRy596wHEYgEkAHlr6x4LPZjKkUlzP8AItHvvoDxuRIVmyBStCbvHhDJIAcXD\/6iMMvIq\/pGS2Zy0fQfqzxgT1rVlLku9ewbRowvp7wKXiFkA5VCrE7EP7wHBYsq4Rc0\/b0j6j9IfRWBTIUqaPMmqHEpSiPQA0h3G9ImpJbZ8ymeEFZLUIVlZiG7bNXvGdiMApCilXCoGosfTQ8jHrPqOfKwuKy51nDqTw5TnUlQtVRfL3jL8SxUuckTEllm4N36m7iriJuNFVJMxghRSUgE62s3NnHOAygkqTnfK4djVqOA9i0PJzIqk1Iamx\/iEpwsauDGM2Rj5qCtWTN5TnLnLkB6PzZhAU1LgvzFaUYV7RUghwddLtuRWGcIoyyoAioKbAuDdn16VgtoVIXC1MpIc5hUDlVun7RTDJyqBKSRsCzmt79YbEyze+n7wXEykJYpVnoDmAIY7F+dIFh4+xGXJLg1KTdizg0pfb2jpcoFJ4qiwsSeXse0EUp+VSdNdzBJUwja1DZm2O5tGsKQj5RNDZ9ajQPe\/wC0VxOGKDlNBQ16OG3HPnDa5JI1I\/A+e8WwGHT5gTNTmBSqhVkZwWLsRdqdoaNMRiUycVKzFRcABPQU0qGr6Qx5ubQ5mVmUCoqVcnM52EClyS2bTavryrF8IkZi6ih3csTdwzCusFoCYCVMOZ3NTd6x6j6axErzyJqFKkpSpSkIJokauat1jCmJAKQyVUckFzaxs1rN945M5grKAcwuQXDXAL8mtWA0n2ZOgv1AmWteaWOGrVdgHpCyScoQhfCpLLS5SBXNlJNHBF\/SDYdBHEHChUEHqGpAFScwKmq+9XNqPuLwFpGeyCllJKVhTcRbMcpLullBnpexeATCSonMwUouCbVuRqzw1IQkA5hxKICTmZKS9Sqmza05wumSc1rFs1TfvXU73vDLYrCETJKlSzVK05eJLUJBDuHTUWpBPJmJUeBQBJ4WoQ+hZiHa0OKRhxhXeZ\/UKWXB\/QUtTmVPR+cGHhmImIXPUlZCAApczM4ITQOzh6N2i8UTkwWHmBMvKZfE7hb1Yg8LWZ6uz2h3DE5WcDUJOp6Cjxm4N+MKUErGhZjWoJs7F21Yw1gMRlckOxDF7NtoQduUdeM55nsfprxBQLqUTRi9SBbW0fTMB4+JcvK4NAQQd9I+N4LFOFkFP+VmUS4dKQH3NC1nhyV40XYOUtre23KLyjGapkVcXaPez\/EnUTW+kdHz5XiZe47\/AMiJilxE4s8T5TX9I6TKFGuSzwfFYtczK6gQkAAM1uQAemvKBqIHf56x4LPZSJmpo3rAFyAS\/wAMXJJAgk5JSVJJBajggjsYARrwssoB2qzkx6T\/AOTqlyzLTc0d7gax49CgRq+lQA2vN7RAmaxWMuKIyXJjHjGJVMIJNjAMRiFKMsMlLWO9rnqPcwRLWEAxUm3MOIk3ZRaHMNjlPkWMrO4LvQ2huelJQCKKBZq1FXP2DRhSSsKe\/X5eNJGJehAgB7IXKYAkEA2OhgmAwqVq45glhnchRe1A3ykBmzXo\/bSBoUemnznAGGFy1AZiC1akbX+8DMzkPveBKxCiGKib3O9\/WLtS\/I\/xAYUy0mYymAdOx+Xf1gaVX+NELSb6fNIJh5wOVCyUoCicwDs4qGo7sNYy2BsqV2Bf\/dS0ElEKZBUEgkMpTBKQ5c2JrctzicRLSAkpWDm0o4q1eZb0aFpieEMQ7bD4YpHTJyCTJgCFJzAgKowu1y12LC++8BSsu+h9nEFXKQlwCFVDLtcGhBsz7QJRAYUqN8ze9avFKJ2DWrY05aUsYamS\/MRnSEJASAa\/qqwOXQ0Zhs+sJoQl2JIoWatWprZ\/YxdIuB79oPGzciJZNABbXX7w8ZTt6WA7xaTIUHvYvsX\/AI+8Q9bHKPd3boeUCUGZSIXhwne9QT6\/aKTkrega1gyhoKGsGA7W9I7HzfMKSlCvNJOYOVuMqQkB62BetNo0YaM5FvqHwZOGycaJipgSoBCgcqSDRX\/IuG\/\/ACbUg0nxydLkHDeaoS5hdQBJNBUEf7jL8XmS1TAqTLVLSEpBSpTnMBxF71MRiscqYXVldIFgzsLljeKRtCOmHmSpQWhitQKRnBZJfUAh+HbeG\/EQCpZlAoRm4UqLkVoCdTq8Zs9TqyBXmBnBAOwehrS3aPQfS2KErLOVKTMQgtlV+lXLmavFFOhHGzJlTigVUXfR7VqD1+0aONmpShDFK1lIUpQP+VgGAJUA4Lv1hDxaeJi1FKUpBL5RRrlq6CFsFKzuBmUsiiAl8zOVF3owrYxnm3oyxjv9Yk1M1SCf7UoJA2YvtERnqkFRJDs9OEm1I6N5zeMOEJCQoK43LoazMxexevpFdHv8vHS0sHJA2fW1Ad2ga1kt8vZ9v4jjqzsuiVzBYRVdQABUXrftHCV7VqR8P8wMJ\/n5vGWhW2y4lEfq+V+0SVFiGbYERZYzbX+chFULL6U19h6QbsFB1JAAIOg3DPfsI6YdBXnoYiYHBYd\/xFVzABzb3hRgyZIoXSXFgXa4rz1bnF5qAk6GkBw62ApW\/wDEFxWIClEgBL3AFOzxuzXQMpqGarUiJva7gimwipPb5WJmpFCHZv8AfaFoNkeXWtd4Ni0pzK8sEJcsCQSB1YOYPKx4ElUrIhyoHORxBgaA7GFMUssEsABYsxU+vOMkFsGoCn+4hSGoSLaV5i1rxUvpDKSopyA0BdtHN+tAPSHSRO2Unzklug0tvEyMz0sS3It1ga5NHFVA1H2aCAsLX3+c4NALTEWBAa1g7fv62ECl4cnb5+YaCq\/q7t3gazUhtb1ikRJEYVZQUEZDkWF1SC\/V7jlaNHAy0zcRmmlgpeYgBgH2G2kZ0stQxZcxjTQxWLpiNWj6p9Z4DBokpTKZM0JchVNH9THy2XMyLfIlQfMUlyktZxSld4KcQouVKJJ3iMOQXLUL6s3toYe7FSoWVOVWj7jZo6RNUCFIUUGwIoebEWP7xr4PC5yyUpUZjJY1IL3HNwPhi+L8PnYOZMlFxnGVTpDspnu+moMDibkYglrAUpANAxVSj3NCRqQD+YUROSlKkmWklTcZcsxFqi7GraxpziEkpNmYBh7t94UXhAyVMlnZnGYGhcgf2115wskMmDlIJylLuaPo6Rp0BeNGQWIsNDQtuGi0mQoIy0Y3LA0oeoFAYoJLEhrWqz826ExyyyLouoMH43g14deRbaOUqSRxDNobgEfaC\/T+BmZZmJSJa0ykusTCzZ6Bg4JNQaWMA+ocEUlKgsEKH6SahqBJoxpWm8A8FRnWJWdKAs1K6JS1Q5alr7FmjRftGkq0SmZMIBCpp6GkdA8SolSjmTfQU7co6J8h+KLS8GpSVLSOGXleocOWFNa7QKWpkkUqXexcH+YJ5SglJ4WU5uCQ1KtURoeG+BTpwWpKCUy0krLOwDP3rFm0hEmxCagMKgku+hDWeBSUt3gvkkggI\/SeIgEt1iAoOz27H\/dIUNl1kAmigKHm\/pziZcsEFWYAj+0vW3LnvoYoo6Fwdv8AcRNpTn0rBQLGsgyKdVWcC7l7PpSsZpvDEyYTr6D0iqk6aHaNRnKy0pUM\/wBOoo83KcgOXM1HZ2fdqwtlZxr1EP8AhqUrORZEtJY5jmLMDUAXc0tGSNYsBU0emv8AMQbWLxBLOLxCktsfWEoazlF4qkVc6fBfSOKq9qxZaWAIq\/t20h0hWcxJAbp3jQwk+ZhphIGWYkkPQsag7g6xnZ6vrFhMcmB0FDC61atqal3\/AC0VmgpoQx5iBxBLxuwdF58vKWBBsac4HmO\/wRyJgbnEKTr9oohGWUtg7dz8+NFpaXZ4gS+HlDMmUCnMKCg\/f94ohBrxTDywUmUpShlDuG4mqG2B1i+FQsMUPz+dzF5MixalL+8fS\/prwzCrwzr4V5eTv+0PH9hjFN0zyX0xipKZ4M9NsrZQE26a84Y8fm5587NmUt3QSXIY1eldqQpjsCPMUNEklwznZi1rU6wLDYcsZaS5W1Obu0Wk\/r\/SKj9jy2NYrpqzm5vU\/KxefIliYtMslSUlkqIyvzIe8OY3BGWtUtSSFOyg9KaeurwzhcMBLIKBwuokAvUihOo\/cxPLqI+NcpUVw8qjize29I6VLTc15Neh+xgxJYBI\/SHYfn1EUkgJFWpY9\/gjzJRo9fGlQD6lmypol+SmYFBIMzNxB0irMHy2vtGPh5aVBeZaeFIYKq7KBZHv2eNadiFJUTlSaZeIOBmG3J6HSMREsO3cvtRgD6+ka2QkkpFPJahST69tdo6DzJdbH1\/eOhLYKQuqaQGoH3D\/AIp2hvD+JTJYUJcxQCxlUASHB\/EDmyX4iTW9Az7CsB8svYdufSOnTJO0zvPOUpCiATX5tFU6H7kfHiqzUVD3+faJkj03h0tCNhfNKrqJZgH05Dlyi+F8PmzlZJaCpTEsBoKk+kNYTDyvLWVzCJgbIkBwpzVzo0G8PwaZk9EuXMypUQM6yEgEtmdjZ37QvbDWjKlSqF2pvya3OOzv6RteNokykmQE5pqFqzTEqdKhow9axhAxujF5SQVAKLDWOwyiFWBNmuIlMtSiAKklhp\/Ai5xCgjymS2ZyWBU9v1M7UtBWwdEILl7QY1MCygMyrh7GnKLAwGgpnTU6xQCCzF5r7RCWr7RjMqSToLbe8QDBTMLAG14oExmY7MTesEUof2jXWp1tyinl066bQVSSDlNgW796xlpGYBKNWgxGwEWKGJGx+Wg8qS+sMmLQupICaCCYebwsA1qPSLYlgD0jsAgEhy3Z4dPViVs2\/CXWCkhodxMxSA2XpDv0zhwp8yrkO49Ghn60wKkyUrSHY1IBDPYHcwYZEnR0v40nDkYsqaUhjVzoYI3CWuRfrBfp\/B+cQ949X\/0oIAKaHeOlU2S\/Hkoto+e+L4hasssJBShwlWUBRBL8TXNe0PeHYZpWYvu1+nWNOdgGU+Wru\/8AFo08T4Sn+mziYgB2IseZa7RTLBUD4eP7WzxOHQWJ2rU1uGA9bcovODgHSxFdNYfypSkl3INjqAzaex35QJSkKljJLUZmY5i7jKwajU1q8eblietCNIyMcSWd3u5PKnt1jNkywOKtaXDvd+n7XjaxuFmVcuw4nvR6daaRmOV5QlASUBViSSwKsxLVYbf4xypWc+VcWC85JuEAs36BpTeOhXONvZ\/d46N42S8iHEzHTlBcFROl6VZnHW3pC09BStyX3KS9CLP0i6Q1b16Aj712ioY0d6+kXXZpIpMYPQGga7\/ekbchclWDyiSAUzRnnkkkBTgJbXU0u0Y83LlSACFVCnZmplb3eBJXc6WuOemmsUjKjnkrY1iJzS\/LASQFk5wllEWDn\/GjtzhQK1esFKU1BcHTZ9jW37RVUxyCwFLJpan4eBdhoiZMc8vl46UlJzOS7cLC551oGeBKEFw17Oxc7sPxBoWyQAGPttHLykBgxF+ex5fxFs4INL+1aMYiXrQHTpzgUEq1au0Tn0iVtlu+wb1+3vFE72pDIARJgiENxBuHf9oqmV\/a4fcGlYlTBwai3fTtChBrXUk67c\/xBZC2IeAzUuQWFu0dKLKBuBZ4WSChzFYok0oHzADffeAjELy5XcEux336xOJxOZalMA5dgAEjkBoOUUlIJLAV2hl0BhJKrj48em+k\/DBPm5DMQhwaqZrfePNKlszGtXDWhzCrU4ylubty9InkTfQ8Gl2aGM8NT5ikZgwLODeNvwjDSU5Ukh9wH\/EeYlh1FUeh8MnAFJYkbXJMBNrTLY0nK6PUTPBXImSyApIfQDvGj9ZYw\/0yCBkmKyjYUuaihAL1geHUlctIKygGqnoOQb\/GF\/r\/AMMxU+QShCU+WHBSscYAY0ueHQiB7PRtJIdV4EiVJlTipmbMRzFezxr\/AE\/KRiFEk0TStIwpvi5xWEllwkMMyQak67ZUuIR8I8c8ol3TVht6+kd2FOSOL5H+Nm39YeHJRRDR5KZgiaO1LCNL6g8SUQ7u9mLxl4QLULEm9BWOmbqKTG+Fib7ByPDEOSsuHtv1eHZMkOooS\/8AxGr2EJS5ClCpYXaDKxSZUsgNmND+8eZldnsxxqKMD6g8WWUlCQEDVk+zmrR5UE1DUPu1yDekekxchJVxFi1QSW2FqjftGPOlJFLg6i4+B4SETw\/mSbnsrIw+HKQVzJgURUJlJI7HOH9IiL\/0JVVLEHdQHs8dFjjFEjSIxCg7j7Mx5ViVDKouLGoFevaO4SkmoLjLsRV3q72sImjpyAUTGBSTU1sD\/PzlEZQQS7NYVc\/zEzVkkEnlc6fNIoCXuPWGog2XLAUNdm9fxA0PeCZhvzIiQqMKByxaWIu9YNh1JGbOknhLMWYmxO\/SDZqBJLRxTVuVYuoFLEjKbjcjQ\/zAyaUet4CYWiUkHlp15xcyctwf96iBhQf9ocnYuZNylZKikBIfQJFB2EZsyQsktFFrJJMXmBriCIxo8oy\/LQSVPnrmDXA0Y9I0dhaoqhSsikj9JYnalj7xTLR4hEwg3\/MPz\/EM8qXLMtAyPUBlKcvxHXlGYBVMsMC4qPT+YZ8SmpVkUkpcpAKUpKcuWldyWd+cIeYXPOICgawyQrY3KQb\/ACsNAICaEu5vZtO8JOWBi84gEtbTpA4hscTOFGvajjuX+Ujc8O8SAalG9I8gkF7w\/hJ2W59njSggwyOLPdjxoAAk1SXZoCr6gWpK3Vd6Ek7\/AHjxicaau4pFjiCz5hY0+WgxgXfypVo2U4lSQCTzA9tIp\/V5nu\/WkKeHSjMWATrzaPVSfpGaJSp2h0IrT7R1ptKzjllcnQn9MYkKmZFlRzKYBuFiKHd3jb8Rw+Q9NvxGJ4HIX56EJHEVMHpHq\/FcMQ6jdmpX3iE8jbPof+XXDjZhTDfQaaxiYybXl943p0gqol+1489i1MQkiouaua7WdqaRF7Ov5FpCasQmoCS7MK\/NIXUniYt0uKjkYOopBC2Fxw5vci4dnbn0h4YeRllrTMAWXCpZqQRq4DMbdopCNs8H5H9MtWH\/AOL\/ADpEx9GwHg0pUtJcBxHR2fjo83ynyISio5UsblhSgqftA5xSpXCMoAtmJsKmvysMYmSETFJKsxSSBlqCX3e3TlCq2BLULsxJdhrYUjzkejkOUOY78o4AtUPW5FD8P5gCzdwaW113iyCosPbR9Pv6Q1HO2XRKJLJD6xzNXQ26RZYdq11Hzp9oslNP4rAbMVZyGd+kRmqxqX\/1+YOld81yL3\/3DC8ABLQvOlRU\/CLpA\/y2fSMYSWssNYuCliAdTT7a3\/aNVP0\/NVhTiaZArKS4dz7xigtSBVGITDkmapHEksojQ70NekAynRrac4JLXQppVuZpzhWUicgtVgeunzveFpaan2jRwU3ItKlJBAZ0qDgjo4cVekCx6h5ishdLkAkZSz0pppDegPsGpL1AOUCutfS0DI22jiNjEkc2gAZUc44prQPDEpSMqs2Z24Ws768me0BJKWUPUaP\/ABDIVg1EhoPLPrAkF6MK+3vBJCAlaSQFB6g68oZtdC0w6ZVy44am1em94KhIIDlhaBzpoKiUhgTRI0rQPrFPMFQwILOWtV6bH8QbRqDrL1dxYamlB7QMSiS+ghzwnDGZMCEu\/SntG9459PzJOVKgwIc84pGDqycpK6MrwvEFExJUNKatSnaPp2B+t5SMMpK2tele2kfIMXNyKIF7R09JVKq4PoOUN5UlTF8duz0mGx8qcozgoJyqrWtXqI9f\/wBbwwky0qmDiVlDF6mwOo2j5p9O+HOVAszax6\/6d+nMLmClIzGtzRwxBb32jklP7aPb+BGcY6RpTMUvDqKkMFcwC37R5vxVQWhSivjKnKcoFGvmvejRreK4niUFA0jCUQSAA5elj2bWMpHsZsaav2ZxIKWAvep6PE+azF3ygDT9oZRlJrWtgGfcPpF\/EZMovkSUHOWTmzBKS1LVL6vpFYyo8jNibNvw76mlIlpSuWoqAqc5GvTaOjzyZXWJin5DOX8Q855Wbhs1w47sX+d4opDltSKi5p\/Ajsu1v9QSStjXarMDcasatHOCaF1y6AVA2renztD68UBLmShJAdQWlRqsBNGfUV2hWYkZX\/us3Rqu94iSgGtybVAFKm\/J6Q1nO1srq4q7HvrFpZe38VjawuKlGQZBkp8xSgUzSpilIdxUtUxghJqRYjX8bQOzNNByQ7Dp8MDTjMpId3pS\/MfiOmkMwPM8nuBcu+u0BaosxNNCOuwhkhWaAxisuUE5dQ9Kd7xRcpQSFZTle7NW7OeVYDhip2SalxS7HQdo1\/C8DNxCvKQlayBwJro1a0ZhCz0rGiZJXXQfiLBRHUw0vBpTMyrVkYsqhOVtwLwoum7RMpRaYt2L33+Wga114Wpr8Edl9IkIYtp894axGmS+u+1ItMp822gbE1DkDbR4KtAP6S4YXHKvvAYUvQHPEP25xdYIiEod+XOCKTLG0SomCJSw57VeIlzwkZuElyGNbhrM2vtAW2FoiWoC7kGlLxSWpnJhjAoQpTTV+WkpJfLmNqBuZHvCwlh2u40+XhkwNGp4J4mqXMEwUb16dI3\/AB76hnTiM5qB1DacrR5CTLZuerRpygpaFZbIqqoo9KA36CKrI0qRLxpuxabNUtalKLmps0GQoqcP6wuuX0guEn5SXD7Rzyk2dEIpPZrYWcFKZmNAMoAqKV\/eNnwrFFCyQSx1Py0eYJA4hQE1o7PGh4Zji4CqhiA70f48Ts9f4k0mj1mLwRnIcOSm\/MfxHmjKAUwLEcy\/QR6HwTxRSF5QpgaEbwnKwARifNnl5XmF61NXIbu+kUjTR6eSTpujDUoJB6\/69PeBiaXd+budq6xq\/VhkLnEyBlllgH09bR5\/GTkurJmCdCTVrGzCNLR5837odM4GqVIbTMoA9w8dCkjCFSQXRX\/KYlJ9CaR0KR5MzJqRTKSXu4AY1tEypqglSAtkqIKmb9QsT0Ji82QsoK8hyJLEjdTs+jkC3KFZqlFmAsAWZtPQsKmKI559nT+V+4OlPm8LrTQUFT6\/P3hgEmm5s9QKgfs8EE5QBSlhmFbH0o4vGOeSsDKUbVcijc\/vDKZiUlJSKgasasa29uUAnpJZ6EBhpb79Y4NlerkGgJDbUO\/4jC0AmfZuny0SrYGlnFH68qQRAGV6OXDPUcyPYdIXSjf51hibWx\/w7E+VNRMASrKQoZgkg8iNqNWNJHja0TjOlnItRJOQZAkkl0ipp6XjIkoItxJFSWpQs7EWsKw+nxENNzIllU2rs2Qu5yNRL26QGk+wrQviJxU5Up1Gv7vsYXKnB\/Ia3z2iwCSVMSAxuLxyQBr6woW7JRN4Wcdw+um3NokpFeJ9meL+XKKk1JDcQsxrTXVusVTfl094DYY7BpLUIobtR23gkybowFbRRSmpFZgB\/Zo1h6KrSzFxW41DRJYEfiBCppZ4YmSyySGOawFTTlcQSZOGmywrjzkPQpKQfcQH+mWyjlLJZyRZ7esWTJUASzgFn6hxfofSOSXICiw11t\/uBfoNAV2FK9dPxGj4HIlLUfNXlSEKIqxJA4QKGr7wOfLCJp8pecJUMqwGfYsYGqU3N4F7DRXFzRo7PRxceu+0WwuMYttyjjLBKXdzYWbZup+0RiZRzqzKJUFcT3exh7VCU7HlrBdxr99X6wGWgPRiY5E4jQBgx5vURBnnvz5REqh6SsZmIaNY4eV5AUhRM0qbLlpl0L\/iPPzAksU3JrGp4bilpUAkh\/aNZ2YnselKmSlIUpJD1BOog3j04hb7h2jQxvjH9WJKJysqJdCQlyBu2sYnjU\/MJYcnKkM+214F\/o9fFkfDYljJ+YXH73Ynm0KJlOcz0BEENasz9PUCJ8nKUnNVqUb2HP1gWSmuTLoC2H7xMPiWhXEpRzGpqkV1iYAPGjz2LLSw2oc+phaUaf8Air8R0dHUebLs7A1IevWC44N5TU4P\/ZUdHQCT6BH9SYhCjlv8Yx0dAZNkzbf+P5MUk\/8AdPX8xEdDEn2Of\/Uo65vxC881PRP2iI6AGRVN\/WIRrHR0FiItLNDDAsOpiI6JyKQKTLxKden4jo6AFgNB1icxDly8RHQ4oTaBamJjoQLDSEjIosHb8iKrPCPmkdHRjehZ3Nflo2MYkCwH\/bSe5SHPWOjoZ9CGaTxJ7Qc\/pX2+8dHQjHRo+EKImoIod+0PYVICkMP7PyYmOhH0deHscwv6+sJ47+z5qY6OiaPXh\/kFJHAk68fsA0Wlj7\/iJjoLMuwK7x0dHQwT\/9k=\" alt=\"Resultado de imagen de La mejor imagen del Universo\" data-atf=\"1\" \/><img decoding=\"async\" id=\"2kJepSh3EEu92M:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La mejor imagen del Universo\" data-atf=\"1\" \/><img decoding=\"async\" id=\"udEzNwv5LhWuCM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La mejor imagen del Universo\" data-atf=\"1\" \/><img decoding=\"async\" id=\"pVrtTnu9l1-l9M:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La mejor imagen del Universo\" data-atf=\"4\" \/><\/p>\n<\/div>\n<div>\n<p>&nbsp;<\/p>\n<div id=\"article-body\">\n<p style=\"text-align: justify;\">El Observatorio Espacial Herschel ha descubierto un filamento gigante repleto de galaxias en las que brillan miles de millones de estrellas. El filamento conecta dos c\u00famulos de galaxias que, al colisioar con un tercer c\u00famulo, dar\u00e1n lugar a uno de los mayores superc\u00famulos de galaxias del universo.<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Las estrellas brillan en el cielo para hacer posible que nosotros estemos aqu\u00ed descubriendo los enigmas del Universo, de los mecanismos que lo rigen, de la materia y de la energ\u00eda que est\u00e1 presente y, \u00bfpor qu\u00e9 no? de la vida inteligente que en \u00e9l ha llegado a evolucionar. En las estrellas se crean los elementos esenciales para la vida. Esos elementos esenciales para la vida est\u00e1n elaborandose en los hornos nucleares de las estrellas. All\u00ed, mediante transiciones de fases a muy altas temperaturas, se hace posible la fusi\u00f3n que se produce venciendo la barrera de Coulomb, y a partir del simple Hidr\u00f3geno, hacer aparecer materia m\u00e1s compleja que m\u00e1s tarde, mediante procesos f\u00edsico-qu\u00edmicos-biol\u00f3gicos, hacen posible el surgir de la vida bajo ciertas circunstancias y condiciones especiales de planetas y de la estrellas que teniendo las condiciones similares al Sol y la Tierra, lo hace inevitable en este Universo nuestro que, se rige por las cuatro fuerzas fundamentales y las constantes universales.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" id=\"p4ffDivElc3HgM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La mejor imagen del Universo\" data-atf=\"4\" \/><img decoding=\"async\" id=\"iGRSkpimmHjbKM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La mejor imagen del Universo\" data-atf=\"1\" \/><\/p>\n<p><img decoding=\"async\" id=\"V1CVsXHKt3AFWM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Estrellas y Nebulosas\" data-atf=\"4\" \/><img decoding=\"async\" id=\"pdbWfPuvesTzwM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Estrellas y Nebulosas\" data-atf=\"4\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pero est\u00e1 claro, como digo, que todo el proceso estelar evolutivo inorg\u00e1nico nos condujo desde el simple gas y polvo c\u00f3smico a la formaci\u00f3n de estrellas y nebulosas solares y mundos, la Tierra primigenia en particular, en cuyo medio \u00edgneo, procesos din\u00e1micos dieron lugar a la formaci\u00f3n de las estructuras y de los silicatos, despleg\u00e1ndose con ello una enorme diversidad de composiciones, formas y colores, asisti\u00e9ndose, por primera vez en la historia de la materia, a unas manifestaciones que contrastan con las que hemos mencionado en relaci\u00f3n al proceso de las estrellas.<\/p>\n<p style=\"text-align: justify;\">Desde el punto de vista del orden es la primera vez que nos encontramos con objetos de tama\u00f1o comparables al nuestro, en los que la ordenaci\u00f3n de sus constituyentes es el rasgo m\u00e1s caracter\u00edstico. Partiendo de un Caos inicial se han ido acumulando los procesos necesarios para llegar a un orden que, es digno del asombro que nos producen los signos de vida que podemos contemplar por todas partes y, desde luego, tampoco podemos dejar de maravillarnos de que la Naturaleza, vali\u00e9ndose de mil artima\u00f1as, haya podido conseguir la presencia de vida consciente en un mundo, y, muy probablemente, en muchos mundos de muchas galaxias en todo el Universo.<\/p>\n<p style=\"text-align: justify;\">Al mismo tiempo nos ha parecido reconocer que esos objetos, es decir, sus redes cristalinas \u201creales\u201d, almacenan informaci\u00f3n (memoria) que se nos muestra muy diversa y que puede cobrar inter\u00e9s en ciertos casos, como el de los microcristales de arcilla, en los que, seg\u00fan Cairns-Smith, puede incluso llegar a transmitirse.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-0P0l3ojTBRs\/TajOQyFSZuI\/AAAAAAAAAkQ\/BXxn1DFzhmM\/s400\/MICROS7BASALUMINITA100a.jpg\" alt=\"\" width=\"400\" height=\"300\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Microcristales de arcilla<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Por que, \u00bfqu\u00e9 sabemos en realidad de lo que llamamos materia inerte? Lo \u00fanico que sabemos de ella son los datos referidos a sus condiciones f\u00edsicas de dureza, composici\u00f3n, etc.; en otros aspectos ni sabemos si pueden existir otras propiedades distintas a las meramente f\u00edsicas. \u00bfNo os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Pero el mundo inorg\u00e1nico es s\u00f3lo una parte del inmenso mundo molecular. El resto lo constituye el mundo org\u00e1nico, que es el de las mol\u00e9culas que contienen carbono y otros \u00e1tomos y del que quedan excluidos, por convenio y caracter\u00edsticas especiales, los carbonatos, bicarbonatos y carburos met\u00e1licos, los cuales se incluyen en el mundo inorg\u00e1nico.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/cmapspublic3.ihmc.us\/rid=1GQ85SGCN-SP77GG-LHJ\/MOLECULA%20ORGANICA.jpg\" alt=\"\" width=\"400\" height=\"379\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan dec\u00eda en trabajos anteriores, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">quarks<\/a> <em>u<\/em> y <em>d<\/em> se hallan en el seno de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a> (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">neutrones<\/a>) y, por tanto, en los n\u00facleos at\u00f3micos. Hoy d\u00eda, \u00e9stos se consideran como una subclase de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"JCUgR1EMeP0skM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los Quarks en el n\u00facleo at\u00f3mico\" data-atf=\"4\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQpad_Dt3REe9vjy1cXLqOxC7vl91RtjAm0CWlMUw-tIbMRDBpddA&amp;s\" alt=\"Resultado de imagen de Los Quarks en el n\u00facleo at\u00f3mico\" data-src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQpad_Dt3REe9vjy1cXLqOxC7vl91RtjAm0CWlMUw-tIbMRDBpddA&amp;s\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La composici\u00f3n de los n\u00facleos (lo que en qu\u00edmica se llama an\u00e1lisis cualitativo) es extraordinariamente sencilla, ya que como es sabido, constan de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">protones<\/a> que se pueden considerar como unidades que dentro del n\u00facleo mantienen su identidad. Tal simplicidad cualitativa recuerda, por ejemplo, el caso de las series org\u00e1nicas, siendo la de los hidrocarburos saturados la m\u00e1s conocida. Recordad que su f\u00f3rmula general es <em>C<sub>n<\/sub>H<sub>2n+2<\/sub><\/em>, lo que significa que una mol\u00e9cula de hidrocarburo contiene <em>n<\/em> \u00e1tomos de carbono (s\u00edmbolo C) y (2<em>n<\/em>+2) \u00e1tomos de hidr\u00f3geno (s\u00edmbolo H).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.atomicarchive.com\/Physics\/Images\/isotopes.jpg\" alt=\"\" width=\"280\" height=\"376\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El n\u00famero de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">neutrones<\/a> determina al elemento, desde el hidr\u00f3geno (el m\u00e1s simple), al uranio (el m\u00e1s complejo), siempre referido a elementos naturales que son 92; el resto son artificiales, los conocidos transur\u00e1nicos en cuyo grupo est\u00e1n el einstenio o el plutonio, artificiales todos ellos.<\/p>\n<p style=\"text-align: justify;\">Los n\u00facleos, como sistemas din\u00e1micos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>, pertenecen obviamente a la microf\u00edsica y, por consiguiente, para su descripci\u00f3n es necesario acudir a la mec\u00e1nica cu\u00e1ntica. La materia, en general, aunque presumimos de conocerla, en realidad, nos queda mucho por aprender de ella.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/image.slidesharecdn.com\/tomos-y-molculas-28062\/95\/slide-4-1024.jpg\" alt=\"Resultado de imagen de Los \u00e1tomos se juntan para formar mol\u00e9culas\" width=\"400\" height=\"300\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQgj_0Cj5ctavBJR8pkOw_IExe9GVjyoMon5m-uRoMzAM6TZZ_a&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601386428\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Los \u00e1tomos se juntan para formar mol\u00e9culas<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El n\u00famero de espec\u00edmenes at\u00f3micos es finito, existiendo ciertas razones para suponer que hacia el n\u00famero at\u00f3mico 173 los correspondientes n\u00facleos ser\u00edan inestables, no por razones intr\u00ednsecas de inestabilidad \u201cradiactiva\u201d nuclear, sino por razones relativistas. Ya antes me referir\u00eda a las especies at\u00f3micas, naturales y artificiales que son de unos pocos millares; en cambio, el n\u00famero de mol\u00e9culas conocidas hasta ahora comprende varios millones de espec\u00edmenes, aumentando continuamente el n\u00famero de ellas gracias a las s\u00edntesis que se llevan a cabo en numerosos laboratorios repartidos por todo el mundo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20180131130535_640.jpg\" alt=\"Resultado de imagen de Ya son muchas decenas de mol\u00e9culas encontradas en las nubes interestelares\" width=\"450\" height=\"284\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRkrtNn9GRdAGMW7owYD-FhXksVGvIYqF3BUAIU5nK2AJ90Y9cy&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601450008\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRJkxP2qO0icJLfQJdHhYjGqFOe2Gh8oySJncGC2oCL5_2T7Y8v&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601450019\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Ya son muchas decenas de mol\u00e9culas encontradas en las nubes interestelares<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Una mol\u00e9cula es una estructura con individualidad propia, constituida por n\u00facleos y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a>. Obviamente, en una mol\u00e9cula las interacciones deben tener lugar entre n\u00facleos y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a>, n\u00facleos y n\u00facleos y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a>, siendo del tipo electromagn\u00e9tico.<\/p>\n<p style=\"text-align: justify;\">Debido al confinamiento de los n\u00facleos, el papel que desempe\u00f1an, aparte del de proporcionar la casi totalidad de la masa de la mol\u00e9cula, es poco relevante, a no ser que se trate de mol\u00e9culas livianas, como la del hidr\u00f3geno. De una manera gr\u00e1fica podr\u00edamos decir que los n\u00facleos en una mol\u00e9cula constituyen el armaz\u00f3n de la misma, el esqueleto, cuya misi\u00f3n ser\u00eda proporcionar el soporte del edificio. El papel m\u00e1s relevante lo proporcionan los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a> y en particular los llamados de valencia, que son los que de modo mayoritario intervienen en los enlaces, debido a que su energ\u00eda es comparativamente inferior a la de los dem\u00e1s, lo que desempe\u00f1a un importante papel en la evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Desde las mol\u00e9culas m\u00e1s sencillas, como la del hidr\u00f3geno con un total de 2 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a>, hasta las m\u00e1s complejas, como las de las prote\u00ednas con muchos miles de ellos, existe toda una gama, seg\u00fan dec\u00eda, de varios millones.\u00a0 Esta extraordinaria variedad de especies moleculares contrasta con la de las especies nucleares e incluso at\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.biologia.edu.ar\/macromoleculas\/figacro\/dogma-2.gif\" alt=\"\" width=\"475\" height=\"366\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sin entrar en las posibles diferencias interpretativas de estas notables divergencias, se\u00f1alar\u00e9 que desde el punto de vista de la informaci\u00f3n, las especies moleculares la poseen en mucho mayor grado que las nucleares y at\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">Dejando aparte los n\u00facleos, la informaci\u00f3n que soportan los \u00e1tomos se podr\u00eda atribuir a la distribuci\u00f3n de su carga el\u00e9ctrica, y en particular a la de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a> m\u00e1s d\u00e9bilmente ligados. Concretando un poco se podr\u00eda admitir que la citada informaci\u00f3n la soportan los orbitales at\u00f3micos, pues son precisamente estos orbitales las que introducen diferencias \u201cgeom\u00e9tricas\u201d entre los diferentes <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/16\/el-universo-misterioso\/#\">electrones<\/a> corticales.<\/p>\n<p style=\"text-align: justify;\">Justamente esa informaci\u00f3n es la que va a determinar las capacidades de uni\u00f3n de unos \u00e1tomos con otros, previo el \u201creconocimiento\u201d entre los orbitales correspondientes. De acuerdo con la mec\u00e1nica cu\u00e1ntica, el n\u00famero de orbitales se reduce a unos pocos. Se individualizan por unas letras, habl\u00e1ndose de orbitales <em>s<\/em>, <em>p<\/em>, <em>d<\/em>, <em>f<\/em>, <em>g<\/em>, <em>h<\/em>. Este peque\u00f1o n\u00famero nos proporciona una gran diversidad.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.gifss.com\/espacio\/atomos\/Atomo_06.gif\" alt=\"Atomos\" width=\"105\" height=\"81\" hspace=\"0\" \/><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/1.bp.blogspot.com\/-RWmHR4NvcwU\/Ww8o5m4LG6I\/AAAAAAAAACY\/sm8VNOCVefAfBcW8tto9nQlIj3wsctHxwCLcBGAs\/s1600\/atomotrans.gif\" alt=\"Imagen relacionada\" width=\"320\" height=\"240\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.academico.cecyt7.ipn.mx\/FisicaIII\/temas\/imagenes\/atomo.gif\" alt=\"Imagen relacionada\" width=\"400\" height=\"346\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La llamada hibridaci\u00f3n (una especie de mezcla) de orbitales es un modo de aumentar el n\u00famero de mensajes, esto es, la informaci\u00f3n, bien entendido que esta hibridaci\u00f3n ocurre en tanto y en cuanto dos \u00e1tomos se preparan para enlazarse y formar una mol\u00e9cula. En las mol\u00e9culas, la informaci\u00f3n, obviamente, debe abarcar todo el edificio, por lo que en principio parece que deber\u00eda ser m\u00e1s rica que en los \u00e1tomos. La ganancia de informaci\u00f3n equivale a una disminuci\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>; por esta raz\u00f3n, a la informaci\u00f3n se la llama tambi\u00e9n negantrop\u00eda.<\/p>\n<p style=\"text-align: justify;\">En t\u00e9rminos electr\u00f3nicos, la informaci\u00f3n se podr\u00eda considerar proporcionada por un campo de densidad el\u00e9ctrica, con valles, cimas, collados, etc, es decir, curvas isoelectr\u00f3nicas equivalentes formalmente a las de nivel en topograf\u00eda. Parece razonable suponer que cuanto m\u00e1s diverso sean los \u00e1tomos de una mol\u00e9cula, m\u00e1s rica y variada podr\u00e1 ser su informaci\u00f3n, la informaci\u00f3n que pueda soportar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5555706513041754610\" src=\"http:\/\/4.bp.blogspot.com\/_ZLke4vedY6w\/TRnVo2ItifI\/AAAAAAAAALI\/Pe4vg8Ofeto\/s400\/moleculas.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La enorme variedad de formas, colores, comportamientos, etc que acompa\u00f1a a los objetos, incluidos los vivientes, ser\u00eda una consecuencia de la riqueza en la informaci\u00f3n que soportan las mol\u00e9culas (y sus agregados) que forman parte de dichos objetos. Ello explicar\u00eda que las mol\u00e9culas de la vida sean en general de grandes dimensiones (macromol\u00e9culas). La inmensa mayor\u00eda de ellas contiene carbono. Debido a su tetravalencia y a la gran capacidad que posee dicho \u00e1tomo para unirse consigo mismo, dichas mol\u00e9culas pueden considerarse como un esqueleto formado por cadenas de esos \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">El carbono no es el \u00fanico \u00e1tomo con capacidad para formar los citados esqueletos. Pr\u00f3ximos al carbono en la tabla peri\u00f3dica, el silicio, f\u00f3sforo y boro comparten con dicho \u00e1tomo esa caracter\u00edstica, si bien en un grado mucho menor. Si tengo que ser sincero, mi convicci\u00f3n est\u00e1 centrada en que, cualquier forma de vida que podamos encontrar en el Universo, estar\u00e1n conformadas como las que tenemos y existieron en la Tierra, en el Carbono. Otro elemento no podr\u00eda dar, tanto\u2026\u00bfjuego?<\/p>\n<p style=\"text-align: justify;\">Pero, si hablamos del Universo que es lo que todo lo abarca, en el que est\u00e1n presentes la materia y el espaciotiempo, las fuerzas fundamentales que todo lo rige y las constantes universales que hace que nuestro universo sea de la manera que lo podemos contemplar y, sobre todo, que la vida est\u00e9 presene en \u00e9l. Si la carga del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/09\/04\/el-universo-siempre-asombroso-2\/#\">electr\u00f3n<\/a>, la masa del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, o, la velocidad de la luz, variaran tan s\u00f3lo una diesmil\u00e9sima\u2026 \u00a1La Vida no ser\u00eda posible!<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/farm9.staticflickr.com\/8214\/8276151290_b6a71f339c_o.jpg\" alt=\"Resultado de imagen de En la imagen podemos contemplar  lo que se clasifica NGC 3603,  es un c\u00famulo abierto de estrellas en una vasta regi\u00f3n estelar\" width=\"400\" height=\"225\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTznmE5_wCuTvlmx4EjWIS0iOCKJLzHssubzJykL1sfBhQqQPeq&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601797223\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En la imagen podemos contemplar\u00a0 lo que se clasifica NGC 3603,\u00a0 es un c\u00famulo abierto de estrellas en una vasta regi\u00f3n estelar, rodeada de una regi\u00f3n H II (una enorme nube de gas y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> en el que constantemente est\u00e1n naciendo estrellas), situado en el brazo espiral Carina de la V\u00eda L\u00e1ctea, a unos 20.000 -luz de distancia en la constelaci\u00f3n de Carina. Es uno de los j\u00f3venes c\u00famulos de estrellas m\u00e1s luminosas e impresionante en la V\u00eda L\u00e1ctea, y la concentraci\u00f3n m\u00e1s densa de estrellas muy masivas conocidas en la galaxia. Se estima que se ha formado hace alrededor de un mill\u00f3n de a\u00f1os. Las estrellas azules calientes en el n\u00facleo son responsables de la fuerte radiaci\u00f3n ultravioleta y los vientos estelares, tallando una gran cavidad en el gas.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.nasa.gov\/images\/content\/384522main_ero_carina_label_full.jpg\" alt=\"\" width=\"340\" height=\"393\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ5HCmDfM74tZ5Xi91NtOABr220rTUpR4fr_oN_YAtixpTLM2O9&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601850825\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">NGC 3603 alberga miles de estrellas de todo: la mayor\u00eda tienen masas similares o menores a la de nuestro Sol, pero las m\u00e1s espectaculares son algunas de las estrellas muy masivas que est\u00e1n cerca del final de sus vidas. Ah\u00ed est\u00e1n presentes algunas estrellas\u00a0 supergigantes que se agolpan en un volumen de menos de un a\u00f1o luz c\u00fabico, se han localizado en la misma zona a tres llamadas Wolf-Rayet, estrellas muy brillantes y masivas que expulsan grandes cantidades de material antes de convertirse en supernovas.<\/p>\n<p style=\"text-align: justify;\">Una de estas estrellas (NGC 3603-A1), una estrella doble azul que orbita alrededor de otra una vez cada 3,77 d\u00edas, es la estrella m\u00e1s masiva conocida en la V\u00eda L\u00e1ctea. La m\u00e1s masiva de estas dos estrellas tiene una masa estimada de 116 masas solares, mientras que su compa\u00f1era tiene una masa de 89 masas solares. Se estima que la masa m\u00e1xima de una estrella es de unas 120 masas solares, siendo m\u00e1s masiva, su propia radiaci\u00f3n las destruir\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/cdn.spacetelescope.org\/archives\/videos\/videoframe\/heic1009b.jpg\" alt=\"Imagen relacionada\" width=\"400\" height=\"225\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las estrellas supermasivas cuando colapsan forman extra\u00f1as y, a veces, fant\u00e1sticas im\u00e1genes que podemos captar por nuestros m\u00e1s sofisticados telescopios.\u00a0 Hace veinte a\u00f1os, los astr\u00f3nomos fueron testigos de uno de los m\u00e1s brillantes explosiones estelares en m\u00e1s de 400 a\u00f1os. La supernova tit\u00e1nica, llamada SN 1987A, ardi\u00f3 con la fuerza de 100 millones de soles varios meses despu\u00e9s de su descubrimiento el 23 de febrero de 1987.<\/p>\n<p style=\"text-align: justify;\">Las observaciones de SN 1987A, hechas en los \u00faltimos 20 por el Telescopio Espacial <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> de NASA \/ ESA y muchos otros grandes telescopios terrestres y espaciales, han servido para cambiar la perspectiva que los astr\u00f3nomos ten\u00edan de c\u00f3mo las estrellas masivas terminan sus vidas.Estudiando estos sucesos sus comienzos se pueden ver los detalles m\u00e1s significativos del acontecimiento, cosa que, estuadinado los remanentes de supernovas muy antiguas no se pod\u00edan ver.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Sher 25,\" width=\"238\" height=\"212\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRhxMFoYXHWnXx6h7Na0oafLbBlQdIHdLDYQixZdS68zcwZTmCx&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601961233\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT7kU2SbLIyNbuV2aDt9LZYDZRNzq6UivoRc3hFSWkxEgUeYOpf&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601961234\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQij34xgpAltiIHsFxeeDclrmpQOKibLW365tqE88UmTCXILsNP&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579601961249\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n el cl\u00faster abierto NGC 3603 contiene a Sher 25, una super gigante B1a que inevitablemente morir\u00e1 en un masivo suceso supernova en los pr\u00f3ximos 20.000 a\u00f1os (se estima).\u00a0 \u00a1Esto emitir\u00e1 una luz tan potente que competir\u00e1 en el cielo con el planeta Venus! Un detalle muy emocionante es que Sher 25 presenta\u00a0anillos similares a los que dej\u00f3 la supernova SN 1987 A que m\u00e1s arriba hemos podido contemplar.<\/p>\n<p style=\"text-align: justify;\">Cuando colapsa el n\u00facleo de una estrella, ocurre en la formaci\u00f3n de una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a>, es preciso que la estrella est\u00e9 evolucionada hasta el punto de que su n\u00facleo est\u00e9 compuesto completamente por hierro, que se niega a ser quemado en reacciones nucleares, no se puede producir la fusi\u00f3n y, por tanto, no produce la energ\u00eda suficiente como soportar la inmensa fuerza de gravedad que propia masa de la estrella genera y que, solamente era frenada por la energ\u00eda que produce la fusi\u00f3n nuclear que tiende a expandir la estrella, mientras que la gravedad tiende a contraerla.<\/p>\n<p style=\"text-align: justify;\">El n\u00facleo entonces se contrae, liberando energ\u00eda potencial gravitatoria, se rompen los n\u00facleos de los \u00e1tomos de hierro en sus <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">protones<\/a> y sus <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> constiituyentes. A medida que aumenta la densidad, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">protones<\/a> se combinan con los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">electrones<\/a> para formar <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a>. El colapso s\u00f3lo se detiene la presi\u00f3n de degeneraci\u00f3n del gas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> compensa el empuje\u00a0 hacia adentro de la Gravedad. El proceso completo hasta que se la estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> dura de un segundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"QOX90v8O-V-6ZM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de el remanente de la supernova por colapso de n\u00facleo SN 1987A.\" data-atf=\"1\" \/><img decoding=\"async\" id=\"FJGbPmSySjGgLM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de el remanente de la supernova por colapso de n\u00facleo SN 1987A.\" data-atf=\"1\" \/><img decoding=\"async\" id=\"xudzrvqgGiBUyM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de el remanente de la supernova por colapso de n\u00facleo SN 1987A.\" data-atf=\"1\" \/><img decoding=\"async\" id=\"f4XSDIw-d5ZXIM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de el remanente de la supernova por colapso de n\u00facleo SN 1987A.\" data-atf=\"4\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>Otra perspectiva del remanente de la supernova por colapso de n\u00facleo SN 1987A.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Han sido muy variados los grupos de astr\u00f3nomos investigadores que han realizado observaciones durante largos per\u00edodos de tiempo llevar a cabo la no f\u00e1cil tarea de comprender c\u00f3mo se forman las estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a> cuando estrellas masivas llegan al final de sus vidas y finalizan el proceso de la fusi\u00f3n nuclear, momento en el que -como explicaba antes- la estrella se contrae, implosiona sobre s\u00ed misma, se produce la explosi\u00f3n supernova y queda el remanente formado por material m\u00e1s complejo en forma de gases que han sido expulsados por la estrella en este proceso final en el que, las capas exteriores de la estrella, forman una nebulosa y la estrella en s\u00ed misma, al contraerse y hacerse m\u00e1s densa, es decir de 10<sup>17<\/sup> kg\/m<sup>3<\/sup>.<\/p>\n<p style=\"text-align: justify;\">Se ha podido llegar a saber que las supernovas por colapso de n\u00facleo suelen ocurrir en los brazos de galaxias espirales, as\u00ed como tambi\u00e9n en las regiones HII, donde se concentran regiones de formaci\u00f3n estelar. Una de las consecuencias de esto es que las estrellas, con masas a partir de 8 veces la masa del Sol, son las estrellas progenitoras de estos estos sucesos c\u00f3smicos. Tambi\u00e9n es muy interesante y se est\u00e1 estudiando c\u00f3mo se forman los inmensos campos magn\u00e9ticos alreddor de estas estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a> que se conviertan en magn\u00e9tares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" title=\"magnetarflare\" src=\"http:\/\/www.quecomoquien.es\/files\/2010\/10\/magnetarflare.jpg\" alt=\"\" width=\"598\" height=\"399\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando hace unos pocos a\u00f1os se descubri\u00f3 la estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> SGR0418, poco pod\u00edan pensar los astr\u00f3nomos que su funcionamiento alterar\u00eda todas las teor\u00edas existentes acerca del funcionamiento de los magn\u00e9tares. Sin embargo es as\u00ed, ya que funciona como uno de \u00e9stos y no como ser\u00eda propio de su condicci\u00f3n. Este hallazgo obliga a la ciencia a replantearse las teor\u00edas que se manejaban hasta ahora acerca del origen y evoluci\u00f3n de los magn\u00e9tares.<\/p>\n<p style=\"text-align: justify;\">\u00a0El \u201cuniverso\u201d de los procesos que siguen al colapso de los n\u00facleos de las estrellas masivas es fascinante. As\u00ed, cuando se un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">p\u00falsar<\/a> que es una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> que gira sobre s\u00ed misma a una gran velocidad y tambien una fuente de ondas de radio que vibran con periodos regulares, este de estrellas tan extra\u00f1as son fruto -como antes dec\u00eda- de una supernova o por consecuenc\u00edas de la acreci\u00f3n de materia en estrellas enanas blancas en sistemas binarios. Una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a> que tambi\u00e9n es muy masiva, si tiene una estrella compa\u00f1era cercana, genera mucha fuerza gravitatoria comienza a tirar del material de la estrella vecina y se lo queda hasta tal punto que, se transforma en una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> en una segunda etapa en la que se producen nuevos procesos de implosi\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/1.bp.blogspot.com\/-MBBiphhMeuY\/XUCS6tQZvTI\/AAAAAAAANfQ\/b8a3w_AMoYwpko4NQo1oNXjKzi5kA721ACLcBGAs\/s1600\/Descubren%2Bun%2Bsistema%2Bbinario%2Bque%2Brompe%2Btodos%2Blos%2Bregistros%2Bastron%25C3%25B3micos.jpg\" alt=\"Imagen relacionada\" width=\"400\" height=\"320\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRFauDD6KI62mi4nJHih6auH7LLvW-eL2poK9AbYPZgFbJL3hF5&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579602278404\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRb14Zl2-vpn1Z0kBbR3AWbmk4fSxvw5XyulPm9MHeYpHl6DLHu&amp;s\" alt=\"Imagen relacionada\" data-iml=\"1579602278443\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La densidad de estas estrellas es increiblemente grande, tanto que un cubo de arena lleno del material de una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> tendr\u00eda un peso parecido al de la monta\u00f1a mas grande de la tierra, el monte . Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a> fueron descubiertos en 1970 y hasta solo se conece unas 300 estrellas de este tipo. Sin embargo, se calcula que s\u00f3lo en nuestra Galaxia podr\u00edan ser un mill\u00f3n. La r\u00e1pida rotaci\u00f3n de los p\u00f9lsares los mantiene fuertemente magnetizados y sus rotaciones vertiginosas generan y son inmensas fuentes de electricidad. Llegan a producir mil millones de millones de voltios. Cuando nustros aparatos los observan y estudian detectan intensos haces de radiaci\u00f3n en toda la gama del espectro (radio, luz, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a>, Gamma).<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"400\" height=\"384\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><em>Imagen de rayos-X en falso color de la regi\u00f3n del cielo alrededor de SGR 1627-41 obtenida con XMM-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>. La emisi\u00f3n indicada en rojo procede de los restos de una estrella masiva que estall\u00f3. Cubre una regi\u00f3n m\u00e1s extendida de lo que se deduc\u00eda anteriormente de las observaciones de radio, alrededor del SGR. Esto sugiere que la estrella que estall\u00f3 fue el progenitor del magnetar. Cr\u00e9dito: ESA\/XMM-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\/EPIC (P. Esposito et al.)<\/em><\/p>\n<p style=\"text-align: justify;\">\u00a0Por ahora se conoce que de cada diez supernovas una se convierte en magnetar,\u00a0 si la supernova posee 6 y 12 masas solares, se convierte en una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/18\/el-colapso-del-nucleo-de-las-estrellas\/#\">neutrones<\/a> de no m\u00e1s de 10 a 20 km de di\u00e1metro. En el caso de las estrellas supermasivas de decenas de masas solares, el resultado es muy diferente y nos encontramos con los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>, esos monstruos del espacio devoradores de materia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/ircamera.as.arizona.edu\/astr_250\/images\/eggnic.jpg\" alt=\"\" width=\"435\" height=\"298\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando una estrella supermasiva muere, las consecuencias energ\u00e9ticas son inmensas. Ah\u00ed, en esa explosi\u00f3n se producen transiciones de fase que producen materiales pesados y complejos. En una supernova, en orden decreciente tenemos la secuencia de n\u00facleos H, He, O, C, N, Fe, que coincide bastante bien con una ordenaci\u00f3n en la tabla peri\u00f3dica de elementos.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.nombresuniverso.com\/blog\/wp-content\/uploads\/2013\/08\/02-Ojo-de-Sauron-Formalhaut.jpg\" alt=\"\" width=\"539\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La explosi\u00f3n de una estrella gigante y supermasiva hace que brille m\u00e1s que la propia galaxia que la acoge y, en su ese tr\u00e1nsito de estrella a <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/astrofisica\/#\">p\u00falsar<\/a> o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>, se forman elementos que, el oro o el platino, se riegan por el espacio interestelar en las inmensas nebulosas de las que, m\u00e1s tarde, naceran nuevas estrellas y nuevos mundos.<\/p>\n<p style=\"text-align: justify;\">Pero est\u00e1 claro que todo el proceso estelar evolutivo inorg\u00e1nico nos condujo el simple gas y polvo c\u00f3smico a la formaci\u00f3n de estrellas y nebulosas solares hasta los planetas, la Tierra en particular, en cuyo medio \u00edgneo describimos la formaci\u00f3n de las estructuras de los silicatos, despleg\u00e1ndose con ello una enorme diversidad de composiciones, formas y colores, asisti\u00e9ndose, por primera vez en la historia de la materia, a unas manifestaciones que contrastan con las que hemos mencionado en relaci\u00f3n al proceso de las estrellas. Porque, en \u00faltima instancia, debemos ser conscientes de un hecho cierto: En las estrellas se \u00a1 \u201cfabrican los materiales que dar\u00e1n lugar al surgir de la vida\u201d!.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-JaOAhXKqWNM\/TVkdfSRSFtI\/AAAAAAAABlY\/2VUMavlstPc\/s1600\/Supernova_en_Cassiopeia_segun_Chandra.jpg\" alt=\"\" width=\"635\" height=\"483\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>El remanente estelar despu\u00e9s de la explosi\u00f2n puede ser muy variado<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es posible que lo que nosotros llamamos materia inerte, no lo sea tanto, y, puede que incluso tenga memoria que transmite por medios que no sabemos reconocer. Esta clase de materia, se al\u00eda con el tiempo y, en momento adopta una forma predeterminada y de esa manera sigue evolucionando hasta llegar a su m\u00e1ximo ciclo o nivel en el que, de \u201cmateria inerte\u201d llega a la categor\u00eda de \u201cmateria viva\u201d, y, por el camino, ocupar\u00e1 siempre el lugar que le corresponda. No olvidemos de aquel sabio que nos dijo: \u201ctodas las cosas son\u201d. El hombre, con aquellas sencillas palabras, elev\u00f3 a todas las cosas a la categor\u00eda de \u00a1SER!<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"imageChecker-13221259551260\" src=\"http:\/\/farm7.staticflickr.com\/6042\/6324801505_aed2407b83_z.jpg\" alt=\"foto\" width=\"546\" height=\"561\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u00bfNo os pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Claro que, el mundo inorg\u00e1nico es s\u00f3lo una del inmenso mundo molecular. El resto lo constituye el mundo org\u00e1nico, que es el de las mol\u00e9culas que contienen carbono y otros \u00e1tomos y del que quedan excluidos, por convenio y caracter\u00edsticas especiales, los carbonatos, bicarbonatos y carburos met\u00e1licos, los cuales se incluyen en el mundo inorg\u00e1nico.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan expliqu\u00e9 muchas veces, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/12\/maravillas-de-la-naturaleza\/#\">quarks<\/a> <em>u<\/em> y <em>d<\/em> se hallan en el seno de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a> (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/12\/maravillas-de-la-naturaleza\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/12\/maravillas-de-la-naturaleza\/#\">neutrones<\/a>) y, por tanto, en los n\u00facleos at\u00f3micos. Hoy d\u00eda, \u00e9stos se consideran una subclase de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/01\/el-universo-siempre-asombroso-3\/#\"><a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a><\/a>. La composici\u00f3n de los n\u00facleos (lo que en qu\u00edmica se llama an\u00e1lisis cualitativo) es extraordinariamente sencilla, ya que como es sabido, constan de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/12\/maravillas-de-la-naturaleza\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/12\/maravillas-de-la-naturaleza\/#\">protones<\/a> que se pueden considerar como unidades que dentro del n\u00facleo mantienen su identidad. Tal simplicidad cualitativa recuerda, por ejemplo, el caso de las series org\u00e1nicas, siendo la de los hidrocarburos saturados la m\u00e1s conocida. Recordad que su f\u00f3rmula general es C<sub>n<\/sub>H<sub>2n+2<\/sub>, lo que significa que una mol\u00e9cula de hidrocarburo contiene <em>n<\/em> \u00e1tomos de carbono (s\u00edmbolo C) y (2<em>n<\/em>+2) \u00e1tomos de hidr\u00f3geno (s\u00edmbolo H).<\/p>\n<p style=\"text-align: justify;\">Bueno, otra vez, como tantas veces me pasa, me desv\u00edo del camino que al principio del trabajo me propuse seguir y me pierdo en las elucubraciones que imaginan mis pensamientos. Mejor lo dejamos aqu\u00ed.<\/p>\n<p>emilio silvera<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;title=El+Universo+siempre+asombroso' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;title=El+Universo+siempre+asombroso' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;title=El+Universo+siempre+asombroso' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;t=El+Universo+siempre+asombroso' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/01\/21\/el-universo-siempre-asombroso-7\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;title=El+Universo+siempre+asombroso' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;title=El+Universo+siempre+asombroso' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2020\/01\/21\/el-universo-siempre-asombroso-7\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;title=El+Universo+siempre+asombroso' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F&amp;t=El+Universo+siempre+asombroso' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=El+Universo+siempre+asombroso: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=El+Universo+siempre+asombroso&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F21%2Fel-universo-siempre-asombroso-7%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Art\u00edculo sobre nuevos descubrimientos en materia oscura: http:\/\/www.iflscience.com\/physics\/revealed-first-time-map-sheds-light-dark-matter-binds-universe-together &nbsp; &nbsp; Hipot\u00e9ticas im\u00e1genes en las que est\u00e1presente la hipot\u00e9tica &#8220;materia oscura&#8221; &nbsp; Se siguen publicando trabajos sobre la &#8220;materia oscura&#8221; que, es esa hipot\u00e9tica materia que se supone impregna todo el Universo, es transparente y supera muchas veces a la materia bari\u00f3nica, es decir, la materia [&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":[155],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12286"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=12286"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12286\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12286"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12286"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12286"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}