{"id":10519,"date":"2020-12-03T07:00:45","date_gmt":"2020-12-03T06:00:45","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10519"},"modified":"2020-12-03T07:06:28","modified_gmt":"2020-12-03T06:06:28","slug":"nos-quedan-muchos-enigmas-por-desvelar","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/03\/nos-quedan-muchos-enigmas-por-desvelar\/","title":{"rendered":"Nos quedan muchos enigmas por desvelar"},"content":{"rendered":"<div style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 24px;\" src=\"http:\/\/i.ytimg.com\/vi\/03IFKJ0r4SQ\/0.jpg\" alt=\"\" width=\"480\" height=\"360\" \/><\/div>\n<div>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>Cuando<\/a> los \u00e1tomos de Cl y Na interaccionan por aproximarse suficientemente sus nubes electr\u00f3nicas, existe un reajuste de cargas, porque el n\u00facleo de Cl atrae con m\u00e1s fuerza los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> que el de Na, as\u00ed uno pierde un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electr\u00f3n<\/a> que gana el otro. El resultado es que la colectividad de \u00e1tomos se transforma en colectividad de iones, positivos los de Na y negativos los de Cl.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cloruro s\u00f3dico sal de roca, el h\u00e1lito, la sal de mesa , estructura de  cristal. Na Cl Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las fuerzas electromagn\u00e9ticas <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>entre<\/a> esos iones determinan su ordenaci\u00f3n en un cristal, el Cl Na. Por consiguiente, en los nudos de la red existen, de manera alternativa, iones de Na e iones de Cl, resultando una red mucho m\u00e1s fuerte que en el caso de que las fuerzas actuantes fueran de Van der Waals. Por ello, las sales poseen puntos de fusi\u00f3n elevados en relaci\u00f3n con los de las redes moleculares.<\/p>\n<p style=\"text-align: justify;\">Hablemos de cuerpos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/trafkintu.com.ar\/wp-content\/uploads\/2019\/07\/wood-engraving-of-Empedocles_0.jpg\" alt=\"Trafkintu\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Emp\u00e9docles y la teor\u00eda de los 4 elementos. Era filosofo, poeta, m\u00e9dico y mago inspirado , tomo en cuenta los elementos de las doctrinas sus predecesores: el agua de Tales , el aire de Anax\u00edmedes , el fuego y el devenir de Her\u00e1clito y el ser absoluto de Parm\u00e9nides que esta emparentada estrechamente a la corriente \u00f3rfico \u2013pitag\u00f3rica. Emp\u00e9docles uso para su teor\u00eda la mezcla de las 4 ra\u00edces (4 elementos) para lo que despu\u00e9s Arist\u00f3teles vino a fundamentar con el nombre de los 4 elementos aire agua fuego y tierra.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQB1HlYOB62LfsZh0wqyU8klDgcGnDYgPGMEQ&amp;usqp=CAU\" alt=\"TESTE: Terra, \u00c1gua, Ar ou Fogo. Qual dos 4 elementos voc\u00ea \u00e9?\" \/><img decoding=\"async\" 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\" alt=\"La ilustraci\u00f3n que muestra c\u00f3mo los elementos de la tabla peri\u00f3dica forman  parte de nuestro d\u00eda a d\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Los han representado de muchas maneras<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Emp\u00e9docles nos dec\u00eda que todo estaba hecho de 4 elementos (Agua, Aire, Tierra y Fuego) que, mexclados en la debido proporci\u00f3n, se constitu\u00edan en todas las cosas, y, aunque no era as\u00ed, la idea no era descabellada como m\u00e1s tarde pudimos descubrir. Todo son elementos.<\/p>\n<p style=\"text-align: justify;\">Me referir\u00e9 en primer lugar a los que constituyen nuestro entorno ordinario, que ser\u00eda todo el entorno que abarca nuestro planeta. En segundo lugar considerare los dem\u00e1s cuerpos y objetos del universo. El an\u00e1lisis de muestras de esos diversos cuerpos ha puesto de manifiesto que, en funci\u00f3n de la composici\u00f3n, los cuerpos pueden ser simples y compuestos. Los primeros son, precisamente, los llamados elementos qu\u00edmicos, a las que el insigne Lavoisier (conocido <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>como<\/a> padre de la qu\u00edmica), consider\u00f3 como el \u00faltimo t\u00e9rmino a que se llega mediante la aplicaci\u00f3n del an\u00e1lisis qu\u00edmico.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 71px;\" src=\"http:\/\/francisthemulenews.files.wordpress.com\/2010\/06\/dibujo20100630_ultra_intense_x_ray_laser_source_knock_out_electrons_from_neon_atoms.png\" alt=\"\" width=\"495\" height=\"266\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hoy sabemos que son colectividades de \u00e1tomos isot\u00f3picos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La mayor\u00eda de ellos son s\u00f3lidos y se encuentran en la naturaleza (nuestro entorno terr\u00e1queo) en <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>estado<\/a> libre o en combinaci\u00f3n qu\u00edmica con otros elementos, formando los diversos minerales.<\/p>\n<p style=\"text-align: justify;\">La ordenaci\u00f3n de los iones en las redes se manifiesta externamente en multitud de formas y colores. No obstante debo se\u00f1alar que, aun siendo abundante esta variedad, no es tan rica como la que corresponde a los cuerpos vivos, tanto animales como vegetales. La explicaci\u00f3n se basa en que el <a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>n\u00famero<\/a> de espec\u00edmenes moleculares y su complejidad son mucho mayores que en el reino inorg\u00e1nico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 17px;\" src=\"http:\/\/2.bp.blogspot.com\/-POVh9R3m5Mg\/ThIiY9X2I1I\/AAAAAAAABdU\/jija6Eseeuo\/s1600\/Trabajo%2Bde%2Blos%2BReinos.png\" alt=\"\" width=\"495\" height=\"373\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ser\u00eda conveniente, salir al paso de una posible interpretaci\u00f3n err\u00f3nea.\u00a0 Me refiero a que pudiera pensarse que los reinos que acabamos de mencionar constituyen clases disyuntas, esto es, sin conexi\u00f3n mutua. Y no lo digo porque est\u00e9 considerando el hecho de que el carbono <a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>forma<\/a> compuestos inorg\u00e1nicos y org\u00e1nicos (lo que tambi\u00e9n hace el silicio), sino porque haya existido, y a\u00fan pueda existir, una conclusi\u00f3n, mejor conexi\u00f3n evolutiva del mundo inorg\u00e1nico y el viviente que no se puede descartar, de hecho yo particularmente estoy seguro de ello. Estamos totalmente conectados con los r\u00edos, las monta\u00f1as y los valles, con la tierra que pisamos, el aire que respiramos y con todo el resto del universo del que formamos parte.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 54px;\" src=\"http:\/\/4.bp.blogspot.com\/-0P0l3ojTBRs\/TajOQyFSZuI\/AAAAAAAAAkQ\/BXxn1DFzhmM\/s400\/MICROS7BASALUMINITA100a.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La teor\u00eda de Cairns Smith considera que el eslab\u00f3n entre ambos mundos se halla localizado en los microcristales de arcilla. Mi teor\u00eda particular es que no hay eslab\u00f3n perdido en dicha conexi\u00f3n, sino que es el tiempo el que pone en cada momento una u otra materia en uno u otro lugar. <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>Ahora<\/a> nos ha tocado estar aqu\u00ed como ser complejo, pensante y sensitivo. El e\u00f3n que viene nos puede colocar formando parte de un enorme \u00e1rbol, de un monte, o simplemente estar reposando como fina arena en el lecho de un r\u00edo.\u00a0 Sin dudarlo,\u00a0 y a pesar de todo, hay personas que\u00a0formar\u00e1n parte de un hermoso jard\u00edn perfumado y lleno de aromas que la brisa regalar\u00e1 a los que pasen cerca de all\u00ed.<\/p>\n<p style=\"text-align: justify;\">El granito, por ejemplo, consiste b\u00e1sicamente en una mezcla de tres cuerpos compuestos: cuarzo, mica y feldespato. \u00bfQui\u00e9n puede decir hoy lo que seremos ma\u00f1ana?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 18px;\" src=\"http:\/\/politecnicavila.usal.es\/webrocas\/rplu.jpg\" alt=\"\" width=\"495\" height=\"371\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En todos los cuerpos que hemos <a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>estado<\/a> considerando hasta ahora, las mol\u00e9culas, los \u00e1tomos o los iones se hallan situados en los nudos de la correspondiente red, as\u00ed que, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> de esos individuos se encuentran tambi\u00e9n localizados en el entorno inmediato de esos lugares. Podr\u00edamos decir que la densidad electr\u00f3nica es una funci\u00f3n peri\u00f3dica espacial, lo que significa que al recorrer la red siguiendo una determinada direcci\u00f3n ir\u00edan apareciendo altibajos, es decir, crestas y valles de la densidad electr\u00f3nica.<\/p>\n<p style=\"text-align: justify;\">La estructura de los cuerpos met\u00e1licos, as\u00ed como las aleaciones, merecen una consideraci\u00f3n especial. La estructura de los metales y aleaciones difiere de la de los dem\u00e1s cuerpos en un aspecto muy importante que considerar\u00e9 a continuaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/eEz1RHeRSvUlp-RwQnzHSP9mv14Q8UN7HGgxN4UJHStQbBWqjTx-Fv4pTIfbVyiDeuurRW1p0IoVNOHFm3esGXlI-jRrNzvYJzN-5l7im46tzD9EziPKh0kp5wED\" alt=\"Conductors and Insulators\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Me refiero a que en los cuerpos met\u00e1licos existe una deslocalizaci\u00f3n de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> que est\u00e1n menos fuertemente enlazados en los correspondientes n\u00facleos, es decir, de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> de valencia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRpMzg0K_TQpWWFjrtHHjeCxYOj6G7v4TPgheoY9Aw0Lga8Vbs2ePEvYxKpsL9FebGcP8Zd0fc&amp;usqp=CAc\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"LINGOTES DE PLATA PURA 999 - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Vamos a precisar un poco. Supongamos, para fijar las ideas, que tenemos un trozo de plata met\u00e1lica pura. En los nudos de la red correspondientes los \u00e1tomos han perdido su <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electr\u00f3n<\/a> de valencia, pero ocurre que cada uno de estos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> forma una colectividad que se halla desparramada o dispersa por todo el s\u00f3lido. Una primera imagen de esta situaci\u00f3n fue establecida por el gran f\u00edsico italiano Enrico <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">Fermi<\/a>, por lo que se habla de un gas electr\u00f3nico, llamado tambi\u00e9n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">Fermi<\/a>, que llenar\u00eda los espacios libres, es decir, no ocupados por los iones met\u00e1licos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/slideplayer.es\/slide\/169141\/2\/images\/34\/Enlace+Met%C3%A1lico.jpg\" alt=\"Enlace Qu\u00edmico video animaci\u00f3n - ppt video online descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este gas electr\u00f3nico es el responsable de las propiedades met\u00e1licas, tales como el brillo, conductibilidades el\u00e9ctrica y t\u00e9rmica, etc. La aplicaci\u00f3n de la mec\u00e1nica cu\u00e1ntica a la descripci\u00f3n del estado met\u00e1lico conduce a la obtenci\u00f3n del mapa de la densidad electr\u00f3nica, o como dec\u00eda antes, a las caracter\u00edsticas de la informaci\u00f3n correspondiente.<\/p>\n<p style=\"text-align: justify;\">Sin entrar en detalles que desviar\u00edan nuestra atenci\u00f3n hacia otros conceptos fuera de los l\u00edmites de lo que ahora estoy pretendiendo, utilizar\u00e9 el mismo lenguaje que para las estructuras de n\u00facleos y \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 8px;\" src=\"http:\/\/images.wikia.com\/quimica\/es\/images\/3\/3f\/Atomo.gif\" alt=\"\" width=\"350\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Recordemos que en la sociedad de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> existen las relaciones verticales y las de estratificaci\u00f3n, que se manifiestan en las capas y subcapas. En el caso de los metales tendr\u00edamos una colectividad de n\u00facleos, arropados con sus capas cerradas, ocupando los nudos de la red; \u00fanicamente los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> de valencia de cada \u00e1tomo forman la colectividad del gas electr\u00f3nico.<\/p>\n<p style=\"text-align: justify;\">La pregunta que nos debemos hacer es: \u00bfestos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a>, en n\u00famero igual por lo menos al de los \u00e1tomos, se hallan estratificados? La respuesta es que s\u00ed. Existe una estratificaci\u00f3n de estos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> en las llamadas bandas.\u00a0 El concepto de banda energ\u00e9tica resulta de la consideraci\u00f3n simult\u00e1nea de dos aspectos: la cuantizaci\u00f3n energ\u00e9tica (o la estratificaci\u00f3n de los niveles energ\u00e9ticos en los \u00e1tomos) y el grand\u00edsimo n\u00famero de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> existentes.\u00a0 Este colectivo no podr\u00eda ubicarse en un n\u00famero finito y escaso de niveles.\u00a0\u00a0 Esta dificultad queda soslayada si se admite que cada uno de esos niveles at\u00f3micos de los <em>n<\/em> \u00e1tomos que forman el cuerpo se funde en otros tantos niveles de cierta anchura donde ya pueden alojarse los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">electrones<\/a> disponibles.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La materia? No es f\u00e1cil llegar a entenderla : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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bc7ZLy\/OB00Q5OBRjk1KdMmYMBZl0UolKB9LdRpFnfYmjWxN1Y+ePLJGxE3iXZ6BYmkV3QpEh5ZUswcoXPM02EsjT4AEH3YpC2TeH+fYlwRymNBxGAOj+TvhkWZ4jl4J11xuX1LZF1E7DdSD1Axxvk41to6VpOWGe5\/7ruFf8r\/APkm\/wD7x53xNnqaelH0Iee+TnhqMunIF1N6iss1r0rbVv4\/gPPD4m31HSj6EdOwXDipJ4ZICK25ku9mv1\/D\/vzw+Jt9R0o+haOwXDv\/AEyQdess234NuP47dOlvibfUdKPoXx9geGkgHhsgsrvzJjQNb7P4eP8AC8PibfUdKPoWHsHw7\/0yTrX6SbpZ39by\/wC\/EvibfUdKPoH7B8O8OGSH\/wC5N7f2uuw\/HD4m31HSj6GTL9gOGs4U8NkUE1qMk23Xf1umw\/HD4m31HSj6HK\/LD2OyWSykMmVh5btOEJ1yNa8uVqpmI6qPwxp0t05yakznbCKjlHkuNxmGAGAM2UyrStoTdiGIHnpUtQ9pAoDxJAxEpYWWSlk3K9kZheoDo4AUN+kRGYJ3gAQSpFqWAog0ccncjpsZizXZeaPXqMXcBPVrOlZnIAK9QIHO9A0KJ1Lc9aI2NlU7LyE6AyFxIYmADsEcDdWKqTYOxIUr46qw6qGxmuy\/D2ZpFJROUCZCxNLTrH9UEnvuo2B630s4u5LCZVRbZPj7MykXqiUAW5LHuWsbBWpTuRKp7urxHUEYp1oltjL\/AJpzglWCBiVVRYOpmkhj6+SmYAnejt7RHWj5BQZXLdmWk08uWOQtGZO4HoKJmiJJYCxSsRpBJ0kV0JO1LuvzGRsDdlZS7KhQ98ooLUzDVEurpQA58dgkEWdu6adZY5Gxlma7OMoDJJGymMODZXX9Cs76bHRUYEltO3t2xKuT7hwZZmezU0aSOdGmIlSe8LIEZOnUosASqb21A2uoYlWptEOLLo+y8pVHJiRWUPbMRpDcvST3d9XNWtN9aNHbEO1LgbGRo+CynUaUFWkRgSLBiUO4267HbzxLsX57jY8GSbgLpLymKltEkg0d4XHzVZe9p31QsL+8WCLdVNZGx5wSB2TmJIBh66L1GjJraPlju+sGUj9XcG63xXrxJ2MjZHgMsyI6aDr9VSaauYkRbpQUM6jre90aNWlYovDIUGZ4OzMjFTqQoxQBk1NauLVqIGlfDv6dwQLIxV2rBOxl8vZaTXojZJGDlNrUbHLrfeAOxzC3tQAJs0aK5Yy\/zv8A8Dpsg8R4S8KqzlCCdJ0kkq2hJNLWBvpcHax1HUEYvGal2KuDSM0PAnd9CMnqwm2JUa50RkjFXuS1X07pJIGIdiSy\/f8AYlQbOj+TLItFxbIlq+kDOK1dDBIasgAkeOkmjYO4IHLUSTqlj85LVxxNHt3ajtH6OVjjUNKwsA9FHSzXX3ezGXTaXq5k+yOOu13QxGKzJnLt26zUTfSpGyj1lAKn7jZ39+NktBXKOYM86vxW6M8WJYNtxzt5FHGjQlSZACpc0AD5jrd+GPNrjX1NtjwezfZb0t1MdzNT8\/MzE\/0yI6j1goKmvYbIv2HHoz0NbjmDPHq8UuVm21I3HFu19MoywDtIispN0FNkbeJN9PZjPp9JvzKfCRt1niHTahWstmnTt7mIn+nRGQGmCgqw9o3Nn2Y0WaCDjmDMdHilqs22pG8412voqmVCyM6h9RsgBhY2HUkG\/vxn0+k3rdPhGrV+IuuWypZZpIe380Tj0hUaO6YoCGUeY3Ib3Y726CG3dBmbT+K2dTbakRfl7lDcPyzKQQ2YUgjxBhmIOM2j+t\/Y9m15geFY9IyDADAGbJ69amM06nUpsLRXvWCSKIq\/uxDxjklZzwTnzecI0FpyApaiH9Vg1t0uiC2\/leOe2vvwX+YslzWafdjK2tS103eXSyM2w3GmRgW\/aN9cSowQzIyrxTOnS4knNnSrd46j5A13m\/E3v1xGyHbgjMikeZzfM1rzFcAxWBp6AyMhvqxILaTuW6b1icQxgn5hnHzi1HIZRpuIKSbFFRoIG4P0a1fUIK2GISg+UHuRYc5m7BLTWqmQetspkExcfsmQBtXSwDidsPYjMimVzOaVUEZmCgMU0hq06gzVQ3XULPhfvODUG+QnItizuZ3dGl2b1lugzMh6rsCTGm37Iw2w7BORMM2fZZCTPpJVXvULJ0oqgeJoqNI8KHSsVxWmifmI02bzcisGMzKzBWGliNYpQvTut3QKFXpA8MWSgiHuZZJmMyEpjKEj+jNhgF7ykITW1FFoHppFdMTiGQ9xnibOCMspm05hm2Gr6RtNsaG7AhtyNj92K\/I39ifmwWRRZmVGnGtgCYrBJJMutmQAbm9bEgfrHzxLcE9v6kfM+S85zOu2rVOzAgWA57ysxHQesGLe2yfHEba16E\/MWrnc0kSxLzEjiIfuhloswdWY+G4BX3DyGJxByz6jMiqZ7ONurTEv3gVDd7RXShuF0jYbDSPLEbYIjMmWNm81QkLTUFNPTVpZFiY6vEMoVSfHbE4h24HzFMxNmiul+cVRKpg1LGdI3sbKeWos\/qAeGCUPIfMSoZ8+FBX0gKqrGCFbZSLQChfRO6fDSKxGK\/Yn5jdfJdmJG4tk1dmPL1oqn6oEMgqvDp79sc9Qkqm0Wrb3LJ6H8pTtFm1c2FeMBW\/aUmx79xidBOPTcWeV4rTPqqyPocBmc5oDkyM5ck717PIddsd+K0+cmfbK6UW44wbLM8NfLwxJmVIE0etdQ9W21ad+jDax+1jFLT1aru8Neh6XxOo0bzFZT9fJmozUwRXHMZi52ujWyqOgsnbGicVXXKMX9jJVJ23QnOK47m\/kV8rylkARilgi9\/PqBRHl4bYzeEt9OUZPzNPjkM2wnWvI0ObzOkyHW0jSNYBokmlXwG52\/pja8Vp8mKMZWuLccYN3NlpcnoimLI5jVgR13UWATtamx92JpthZXgpqqLKrt6RpJ8xpQRqzSOxoDqSSdgAB4k4htVw25yXjW7bd7WDrflVyDwcFyEMla45UVq8+TNjDpXm1s92UdtaR47j0DMMAMASOH5sxSBwASAwo\/tIyf\/tiso7lgtF4N6\/bGTVqWNR3xIRqc23NMrCz9UsfV8B5mzjl0F6l+oYvnQxVVaNSBFyiuwU9yJAxULdgRKet2AQVqsT0ee5G8ZftNy4oo0jvQmhyzMLF5jZQD3DWYPfG9gbdbOrLbbJ38FmY7SsyleWv1gpLMSitlzlqBO96SCSTTFQaG+Cqx5\/ncdT2MuY7VSXKBGF5gl2Ja1eVteseIZbbT5BsVjVFpPOf+g5teRTNdp3cSXENMgksFmZeZJRZgGugpAKqK0kdTZuVUk+4c8orw7tQ8aoixAlVCBti5pkdKJU7KU2FE940R3dKVS7thS8sEfhXaB8vGqCNSUOpSSw7rNDIQV6G+UtN4AnrsRLrU3nI3tdyRke1ska6eWrEhlJZmNqzyuRpO2q5n7xB+rtsbiVCfmFZ7FF7TyE20YdWZu6xJBuSCStgASOQo6fW6eGIdcfX85G\/PkY+K9oZJVdGjChxVb7b5beul\/8AhR4fWPliYVx7p5\/H\/wAiUn2wSIe17qFHKXZdLd479yFLXUCE\/wDLp4H63mKOj3HUIWR446610axK7u+5BOuN42ojoacm68PLbEzrXdvBCkzPN2rmZ9dAGiKBYdZ0n8+vcCk+Iu8FSkvz0wT1Cp7TOySKYlZnR0L7lgrvKx3N7DnUOnqi78IdaTTz5\/n9gp58jHlu0RXQTFZWNYj9JIthGiZCAD3DcK3XrWel7S6s+ZG8uzfaqaRXVgKcEEAsBvl1g2XoPV1V5nBUpYJ6hK4j2u1mYLCumTmhSxLMol5wY2bqxL6oqio3IsGqoxjkl2EZu0tvI7Qg81hIyl2ID1MCQGBFfTsQpBAKr13u3S4SyR1Db\/JtmzNxyGUgAySzSEDoC0crED2b4pesUtfYmt5nk9l7dcRiCjLtEkzPvpcWFHg229+VEdMZtJp3Z8zeEjPr9YqsQSy36nlojjyuYU+jWytZvWVArw1HYg+3yxz1Fd87tlf0\/nmdtJdp69Pvta3enn\/Q9D7Sccgmy8USxpmOaocaxsoO10Nw13sCKo47abSyeXJ4SM+u18Y4jBZb\/Y4zhfKyU3NbKxyFTfe1Fl9q6mIBHtH3jG23TRnH5WedRr5wsxZFHVdte0uUkhRCkUiyAOrSWAoYWGFUQd+tiseVS4QsxY8HuajqzrzTFSZynCXhyUvMOXjcj6x1Mye1NTEAj8faMenfpVOGYM8XTa+ddqjbFE\/jednnlETiHMQtuisuoqGUMsiyLTCwfP2EeOPI0tdytSknjzZ7utuo6DcGt3kvf7Ebs\/moMhMJGyyNR3fvM6DoSpYkfdV+3Hr36VShmDPC0mvlGzbYjb\/L1KG4flmUgq2YUgjxBhmIOMWj+t\/Y9615geFY9IyDADAEzg80aTI0y64xepaB+qQDTbNTEGjsarFZpuPBaLSfJseK8TyzxukcCqxHdYRop1c1TdgkgcsMNI2tumwrnGMk8tl3JGf\/AGpk1YMsN3uwaKIgW2VtQCxDd2OamobyjpZIhQnjl\/nP\/RO+KI+czuUJyvLjao3ubUkQLJ9F3O569aZKL704snwrOFrrmk+WuH6PD5EZxUk2uMmePiuUKJqgUPb6iIoyBYlCsBqAYDUlodu5+PmS0WsUpYsbWFj5n7ZXbjz5RpV9OFmP7GKfikDzZiRkP0mnlkxo+mq1DSWpSQPWBJGOkdHqIU1Vxl9Oc8td845xzj08yjurc5Sa79jIeL5YpMpiA1PK0QEcdKGWMR7E0p7neNE0TRvFXotUpQan5JS5fPfP9+C3Xrw+PXH+xMXj+UErS8ty5mEqkRQrpXWjEAg3ekMDvRO+14z\/AMO1jhGvctqjh8t57+3rh\/sX+Ipy5Y5znsQv9q5UgBoSe6oLaELWq5ZRTMen0cu3Q61sda7x0Wri8xn+mXjnd5Y94\/0KdeprDX5x\/wBlj8Uy4ndo0KxvA0X6OP1yta9F6eoHSup2xdaPUvTxjOWZKW7u+3pnuR1q1Y2lxjHYlwcdyocnk6VWRnjAijIUfQV3dQBYiNxq8NYO9UONnh+rccKeW1h8vnmXnjtyuPbBeOoqz2\/b7Fma49l2s8nUxDC5ERq7s5WrJocx4yfYre4q\/DtVHC6mF7Nr\/L7eiZD1NT52\/nJcvFsj\/wAt\/wAQtRjQ90sCADq2AG2np\/0PRa9v+b5Y7vv\/AE\/fuFfR\/l8zFluLZUDUYiH2PcjjG5y4jfe7C8yyFWupu7oWnotY\/l35XPdv\/NleXfHHOSFfV3x+YMh4vkgykZcEAjYxR7LzIiVrUdTBFkGs7kuOlWIWi1zTUrP3fo+e3HOOPYnr0p8R\/YxLxPKCHQiSK7RtGz6I773L8mBcAoSNW+4364stHrJXKdkk0pJ4y\/LPtx3Id9ShhLyOear26eHht7vDHtGEpiQMAMAdd8kv+L5X3v8A6MmOGp\/lM61fUelfKUzRZtZDYV0AVv2lJse\/cHEaCyPTcGeX4pRN3KyPoef5nOBA5MjOXJO5vrXs67Y78Vp4eThtldKLccYNwcnNk0g5wKmVNa39Ukk6PYQCNvbiNPdGUXFjW6ayM1NGpWbUZvpSzlrAY+tYUbbddsYJ63o3OvHHqenDw56iiNraT9DZZvhz5ZI48ytc2NXF+FkMVs9Cpr+GOjoo1STk8Nehyd+p0cnsWU\/XyZpp5gmoK7OXIodfqqoFAbnu\/wBMavlqi0mZEp3yTlHGDfZjKy5PRFMWRzGrBh7QLAPmpsfdi1FsLK9pz1Wnsqu3pZNHNmKQRqzSOxoDqSSdgAPfiHJVw25Lxrldbvawdb8q3D3y\/BchDJWuOVFavPkzYw6Z5tbPdlHFaR47j0DMMAMAZ4cnIzKgQ6mGpQe7a0TY1VYoHf2Yq5JLJbaykeTkYKVjchyQhCsdRHULQ7xFdBicobWX5TISSMAiMbdY7o6Q7EKoLdFJJ8cQ5JdwotlseTkbTpjkOsFlpGOoDqRQ3A8SOmJyvUbWZJeGTqaaGUGlPqN0etHh9axXtNdcQpRfmNrMb5KUAkxSABtJJRhTfq7jZvZ1w3L1G1lJcpItlo3UKdLFlYU1XpNjY1vR3xOURhoqclKASY5KChydDbIej9NlP63TEbl6k7WZ5eDzqqMYm+koKK7xvVVJ6xvSa28vMYhWRbxkbWWZrhk0bMrRv3WCEgEgMQCFsbaiCNuu+Cmmg4MxHKyd76N+5s\/dbukmqbbu77b4tlEYZUZKXWYxFJrHVNDah06rVjqPxGGV3yTtZa+VkHrI42vdWG2kte46aQT7gT0wyhtZVspIKuNxYBFqwsEEgixuCFNHxo+WG5EYZc2RlF3FJ3V1N3G2U9GO2y7dem2I3L1J2sz5fg8zqroth9WmiLOhXYgL1JqNvDwHmMQ5xTwyVBswLkJSaEUhOopQR\/WFkr09YAHbrsfLE7l6kbWU9Cl06+VJponVobTQqzdVQsb+0Ybl6jaw2RlF3FJ3V1nuNsps6jtsux36bHDcvUbWX5rhs0d8yKRKqyysANQtbNULvbBST7MOLOk+SX\/F8r73\/wBGTHLU\/wApl6vqPbe3PEowoyzRJM0gvS4tVF7HzvyojpjLpNO5\/M3hI4eIaxVYglls8uywTLZkN6LvGSTZJAPhps7Hp4\/hjjKrUW2uK4id4ajS1UxlL6n5eZ3PbDtHFJl0CRJmVkjEmlx02O\/mrCj0OOM99GJPtnB3hKvUZri+cZ+xxXB87DlxzhDGNQO7a2KkHoO\/tuMadXsnp42wXf8AYx6B2w1UqLWuP3OpzXHvSstHHJBHIZFDgOLCDoCNNEE+AuwOp3w0GmlOPUm8IjxTWxrl0q1l\/wBjRcKliyMvM9GjYqep1Fk9qliQCPd9+N9+mU4ZgzzdLr5wtSsSwbHjXGpsy4heGCaF94ywt1tQwcMhHUHYgDb8MePpXNXbJJ4Pf1rr+Hc62sml4Fn4cpmA4g9Qd59JJU6gDpJJva\/wxdQvvsa7Jfn6lXZp9PXFt5k\/z9Do\/l5lD8PyzKQVbMKQR4gwzEHGjRrE2vYm15geF49IyDADAGxy3GZRLFI5MvJTlork0IwrKEFbgAMarHN1pppeZdTecsnR9piugCFAq0CNTHUipKioQ1itMzA7d7x6m69HvyW6hZw\/tG8KhFjQVLzRVireJynmUJhXa\/Dx2qZVKT7kKeCvzlYxrG0SlBGsTAFl1aOToe1ohh6Olm96PTao6XOUx1CyLtEyaKjWl0at272iBstex7txnqOh3Hlh0k\/P8zknqMkN2rlDIRGi8oIqqdRoJJA6g2bJ+gUE+Nn2YhUr1IdjIXEuNmaNozGoBYFT1KAIqaV2GkEIL8CANtgRaNe15yHMkydp2POqNVM\/eYgsSJCsqll1XpBErd0fj1uOiuORvMuZ7WO\/WFArM7MLk73MXMLJuTtfpL1XSl673CoS8yeoUm7WyMdRjUNYpgzgheZHLpFk764l75s\/wIKhLzHUI+U7QmN3dIYhqkSVFo6I2jbUpVR0PhYrZmHQ1izrykskdQsbjz81pVULaLGBZ7qrJHIAKra469zHDpLbgb2Zn7TOyurRq2pXAJLWpk9J1N132zTAA\/qr7bh0r8\/T\/gnqGXNdrpnLnQg1qwIrZXYtqkUeBIkcUb2kbrtgqUR1CmZ7Wyu5bQos6ioJqyMwDQFbE5ljW+4G53xHRWB1CPkO0DxxJFoVlQserAnUk8ZFqdtp23HiBiZVpyzkKbSJA7WSawxjQgB107nutyvFr3HJTveNG+uI6Kx+fnmT1DHN2nmcEFQbFHdj\/wAKeMnr5Zhj7x78T0oob2zLme10rOX0KLbWVBNaqzF0BWxOYY1vuBud8R0VjGfzj\/gjqGDNdo2eExctV1AAsLs92FT18DyENeY8dqmNWHkOeUbP5Jf8Xyvvf\/RkxGp\/lMVfUelfKWzRZtJDYR0AVv2lJse+iMRoLI7HBnmeKUTdqsj6Hn+ZzYQOeYzlyTub61\/HbHfMa08M4bZXSjmOMG3lyEuUjh54I5qaxfgSSSnsIBG3txSmyq2DhJZL6qm6qxWV8cGlnzCxh6dmLnYE34KKrz2xKUKotIf4l81KS5Xmb2TKTZIQrNas8YcHyJ3Ke9Sa\/DFtPdCcdpz1mlshZvRoc1maL07u0jbCyxJIVQK8TYxDca08PuXjGVrjmOMG9zOUlyWiKYsjGNWBBrqosA+amx9wwothZDBTVae2q3cjRzT0giQtI7GgNySSdgBg5RrhtyXhXK23e1g635VuHtl+C5CF61RyorV0vkzYw6V5tbPdnHbXg8dx6BmGAGAJnB5IlmQzqWjBOoDf6pCmvEBqJG9gHY9MUmm1x3LRxnk2XFc7lGidYolViLDBW9bmr0Y0Qpj1bUBZG2wqkIzzlsu3Ey8cz+VlhlKAmdmUqStVQVT3h1BF7E9R0HUxXGcWs9iXKJmTiOQJfXAtc+1CqVPo4eLSBW+vSsmq2W9Y60NLbZ5Py\/cbomDP56EzZeZXUiIxIyrGVBCMWdgh2C7gAHrZ2FVhGMtrXrkSazkz5ni2Ub6Qxh5DqYhkP6TRmN3N99GdoqX6oQ9K70KE1wN0THHxHJFAjwqDpALLH3r5UVkbgXzRJ9xA6bYOM85T\/P8A6I3RwXcRz2RpxFGCWUjVoqmELhSuw0\/S6CaUbXtuQUY2ebLZiTJ+LZBio0Aol6RyjXLMzOYwNX6QoVHM81bffUaqFg3RNRwmfJiNDMpLqwDLpJ1Lz4HLagR\/w1kWuve9uOk1PPy\/ncrFxwMvnstzhI8S6TEgZNJ083VHrIW9hpDfecZtVTfOtRqk089884w\/98HSudalmSMzZzJHmnl1cRVQE213OAwJsg0Yt7F03uOLoa9KKUs4eW8+XHHv5nbqUPPHl\/z\/ANFkOdyvpMjNGoi6RjQWAAdTuuqySgYXexIPu62UataaMYybn\/5c48n2fonh4KRsq6jbXHkZOH+ich2bQCZrAamcQ64dgvVm06\/Z61m6xzv+L+IjGOcbfLhOWH3\/AFx7lodLptv1\/XBh4vmco0cghWnLIVIWuiIG3I7osMRVbncdKvpKdbGceq+MPPOfPj7\/AK\/1ItnS09vt\/wBmwPFMgHYLGRE2i1AO+mRm7w23AIvrddTjM9Jr3FNy+ZbvP1SXH3\/Y6dahPGOODHFxLJrIjLGoAc6wYy9gppDAkilBs6K69B0xeWl1s4OMpPssc45zlp+\/vkhW0p5S8\/Qx5biWUVWBQD6JEJVCC\/0Z5gvV3SZNJDdKX8Zs0usbTUvNvv25WPLnjPHqyI20rPHkX\/7TyV1yyENBgoYakEsD797c0sn8PZUfC6\/H1c9+X2eJLjj7Dq0en5x\/2Q8\/mcqYSqKplsd5Yym+sktZY0hSl0V13xo09WrV6lNvb6N58u3bvnnPpwUsnS4NLv8AY2XyS\/4vlfe\/+jJjfqf5TOFX1HtvbnikYUZYxJK0gvS4tVF7GvPy92Muk0+97m8JGfxDWdLFcVmTPMslNHlcyCMsNSEliVvTQ20lia8MZ5q+21wjxFfnc1Vz09VEZzeZPy8\/tg77tJ2ghngjjSNJ+cofviwt+zrqu\/HasadLpt2ZN8L0Mmu1qhiuC5fPPkcLwXP5fK5jUIEZktjaklCDWkaz3Tv\/AAxmU7NRY4QWEvzk1uFelqU7JZb\/ADg6vt1xdMzGiwhJNSCQa1sCxYFeZ6ezbHOym6EepHyeDpVqdPZZ0Z98ZOY7OTjKtzPR4eYAbLA2ho7qWJ07b17ca9Q0tKrXlP0MWmcnrnSsOPPPsdFn+0aZ6BIxAshYsfpBZSmZQBW+qh19uJ0FDlDqTfBHimr2WdGtZfuaXgGdiyEokOXjYA0XAJdR4lWJP4ePnjbfpozhmDPP0uunCzbYl\/ubb5eJlfh2WdCCrZhSCOhBhmIOMOj4m\/se9a8wPC8ekZBgBgCXwrLpJKqO2lTdm1XcKxC6n7qliALOw1Xism0sotFJvk6LMdmcsrgHMBF+j1apISVLvDYodQI5CdQFd27q8cFbN+X5ydNiNVNkMussymRtCIpXvISXZolI1AU4XWx2AJCeG9dN0nFMrhZNuOCZNC7c0PpSSkaaA\/UzASS19fUUjpF7wMgsna+bsm\/L84L7Yosk7OZXUQuaBUIW1GWIWabSyjT3gSN0JBFjvG6xPVl6EbYkbhvDMtLl42eRUcFg9SRqQpL\/AEjK+7hdKjQtE8zY+cynJSeAoxaMScMgGYSMyqI3hLl2ZG0MUf1tFAMGAIQFtiu5uhLnLbnHmRtWTNNwbKgsDKQa2HNgfS1ZkgsyinB5MewqueBd1cdSfp+cE7Yl2f4HlUVzHPrKxFwTJEFYjyoFrbeo6u6BYXhGyTfKG2JTLcBgMMTvIVd01hebCus\/TjQuoXHvEnfaweZVXVw7JbmkiFGOFkubhGVQO3ODqDKu8kYLaSdJRVB8B697nopBBLfN+RO2JlzvB8n3qnWMIz7cxJCU1yIhBX1zfKND6jMfq3iI2T9MhxiRc\/wXLqspSXvImoAzQsP0ki+sg77MqowQVWs23q6rRsk8ZQcUWw8OgSXKFnDLNpkYMQAsZCrTGhvzFlH7qKfrYlyk1LHkNqWDKvAstSgT2SjNZlhCkhImDHYmJbd10EFrQdBqKx1Jeg2xMPCuG5V40MkrJIwW+\/EApaWaPdWW+6I1Y77h\/CwcTOc0+EQoxJGV4HldELSzgNJo1Ks0R06mgGo2gKhRKxKm\/wBERq6kVdkstJEqMS\/J8IykgFyCO44XrmxlncxSmRQSPo++osMD0\/aGDnNeXqNscmLJ8GyjkA5gg942zxKGAfMKqVR0seVGbth9L0qsTKya8htiaLiMKJK6xsWRWIUmrIvx07H3jHWLbWWcpLk6b5Jf8Xyvvf8A0ZMctT\/KZer6j0r5Sy0WaSQ2EdAqt+0pNi\/A0RiNDZHY4s83xSibtVkTz3O5lacGRmMjXZJbrXh49MWuglVKKfcrp5SldCco9sG\/zuXlynK5o0hlGlhdEgef61UT78Z\/Cmo1yjL1NHjdcp3RsivI5\/N5sLrIdnaRr3JPgB952xptkqYScOWZ6a5aiyCmsJGzyk3JSM2wDCwxBG\/UrfjVj8Rjl4fqurW1PyLeK6F03KVfZmszeZovpZ3aRthZJJIVQPabH8cdbI1qLi+UylDtlOMlw16G7zeTkyOiKa0Yxq4I26gFgD5q1j8PPCq+rotPhIrqNLf8SpLlv1NVmgyxrGuqRnoLR1WW6KPInyxxp1lcobYv+ppu8Ptjduml+h1Hyr8PbL8FyMLkFo5kVq6XyZrxy0rza2enKO2tI8cx6BmGAGAM2TyzSOEWrIY77bKpc\/wU4rJpLLJSybhezExMZdk7\/L6MWbQ7RoGo0KBkUVq8fIEjn1o+RfYxH2YcxK\/MjDEjUCWpAywFNRCnvMcwnQEC9yKanWWcE9M1vEeGPBo5lW4NAWaINEFq0lgeoUmvGsXjNS7FHHBDxcqMAMAMAMAVZiask1sPYOtfx\/jiCSmJIGAGAKsxPUk0KF+Xl7sQSUxJAwAwAwAwAwB13yS\/4vlfe\/8AoyY4an+UzrV9R7b254ogAy3KSVpBZWQalAvY14m+nuxl0mn6nzt4SM\/iGs6WK4rMmea8IzkGWzNiBC6WW1JZQg9F1E6SfPGfqW32OEFwvzk1KuvT1KyyWW\/zg7ztH2ihzEMcccSTc5Q9SCwoOw2\/Wu\/dWNWm0rbcpPCRi1uvUcQgst88+RxnDXjyU3M9HicqdwRbL56SSdJo42W6aFkPlZgp11tdqU0jquO8Ty8kSQQRJMJVWT6QWFBUBaH61D7qxj0mjxmUuEehr\/EOVCCy36+Ry\/CMxHkJuZ6PExU0xq3Xz0sSdJrwxru0sZwzFmDTa6yFiVi4J\/H+JzTyCHRBmIJKKh11kalVhIpu0sN08KI8seLRGxXbZp4PotVZW6HOEluX9yDwLPpkZRJylZBs1bsBe5Um7I8sepZ4fVt3V8HiUeLX79l3Jt\/l4mV+HZZ0IKtmFII8QYZiDjPo1ibT9D2LXmGTwvHpGQYAYAyZedkYOjFWU2CNiDiGk1hkp4JT8YzBbUZpC225Y3sysPwZQf8A6RivTj6E7mXRcczKhQs8gCDSo1HYd0V\/Iv5F8hg64vyG9mCXiErKEaRioFUTtVqf6qu\/7I8sSopByZGxYqMAXwRF2CjqxoX7cTCLlJRQbwbT5uzeafifhjZ8Bb7HPqxHzdm80\/E\/DEfA2+w6sR83ZvNPxPww+Bt9h1Yj5uzeafifhh8Bb7DqxHzdm80\/E\/DD4C32HViPm9N5p+J+GHwNvsOrEfN2bzT8T8MPgbfYdWI+bs3mn4n4Yn4C32HViPm7N5p+J+GHwFvsOrEoezs3mn4n4Yh6G32HVianGM6DADAHXfJL\/i+V97\/6MmOGp\/lM61fUelfKYWizSSkEI6BVb9pSbF+Bog4jQWR6bgzzPFNPN2qyPocEJRqKiQs0rdXYkC6Hje+3vOOzcak2mcVCy+Udyxg2TwNkxGkjgsVs0fVaza70RtR6eOK6XVQsi4k6\/RW1zU0afNTC2VZGZpXHrMx66RX3119uOep+SqSg+Wd9InZdCVsVhG+zSPlSgdDGGUaT1BIAvcbXvdDzxTwy3NO2b8yfGNM1ep1ryNMtMZQkhZ2NhWLHUSEWhfj03+GOV2tjRY4YeH5nfT+Hz1NSslhNeWDa5nKyZMRxykgvGrqymuoGoBh4q1j7h543UXwtrwebq9NbVbuSNJJNSiGMtI7GgLLEknYAYhzVcNuS0K52272sHYfKvw9svwXIwOQWjmRWI6XyZrxh0r3WtnuyjtrSPG8eiZhgBgBgBgBgBgBgBgCVwv8ATR\/vj+uOtH82P3Ky+lnW8TciM0SNwCR4KSAT+GPT8RnZDTydfc5aeMXYlIycZyEERg9GnZi9awGvbqet\/jj5vw+26V6ipPD7no3RhGOWkUiijkzMceYcpCQSSNra\/HzoeGPR8attjtUXhGfRxi8t9y10CySpA2qNSNDNZHtHni\/hFl86pL0fGf3I1UK1JN\/rgz8KyEU7z8+do+X6ihivgDe3W\/PGDxLVXLUOO5pLsdtPXDp5wRskCV1EkncXfUAmjXTceOPc0TnOhWy+pr+xjvwpbF2yW5bLRHKNO0pGYDd0aidWwsFfq97bT7MfMfE6jrbsvOe3+x6Tqr2Y8jJn5isZYddvusgX91392PrdXdOrTymu6R5VUVKzazLn8jyOSVmaTmAFrojckUPJhV9KrHz2g1+oeojGTymb76IdNtcF7dD7sfVS7Hl+Z58MfNm0rgBgDrvkl\/xfK+9\/9GTHDU\/ymdavqPpDiWVikjZZ1Roz6wcAj37\/ANceQm1yjW0nwzS8N7J8OhcSRQRBuqsTrr2rqJrr1Hni7sk1hsoqop5SNNP2Ey7Zvnu0bRjUTG1EsKK6SSa0rex8KHljNCpwnuTNU7FOG1o3HB+yeQy55qQxCQb671af3SxOkDzxpc5PuzMq4rsja57IZedOVKkbp+qdJF+zyPtGKxbj2LSipdzX5HsVkISWjy0Yb9Y2xHuLElfuxE\/n+oQWz6TY5\/g8E8fKmjWRPAMLo+YPUH24mLcewklLuQ+Edk8nlm1wZdEf9bdmHuLEkfdiZTlLuysa4x7I4v8A9oD\/AMhB\/wDMr\/ozY06L639it30ng2PTMYwAwAwAwAwAwAwAwBK4X+mj\/fH9cdaP5sfuVn9LOyzUwRSzdB\/Hwr78e3fbCqtzn2Rmrg5SUUQ4yQF+iMIlHccBd\/Lw648jS6+i6XThHa358GuzTzr+afOPIkZg2ViEfNdui7eHibxr12rroilNbs+RyoqlY248FuXnJUqI9DKQCjd2hfXp7\/Dww0esjfXmmPK8uxNtDrnix\/qWzAO5CwmUoO8QBt41Z6+7GfXazTQsUbI7mv2LUU2uOYvBny0mpbsUem1UOlH2jHo0WKyvcnw+3scLI7ZYxz5kSD1edyWZBsZqWz+1sOn\/AEx5EPEdNG3Djl\/5uDXKiySynhehLkoBmZu5XQgUBvfvvHsywlKcn8uDIn2ilyRMtosUjpqFIzA\/y2TX8MeVpbtFKxxqWJPz\/wCDRbG5RzJ5RPC0tWTQ6nqdsezjbDGcmRvLyefjHzhsK4AYA2nZjjTZPNR5lFDtHZCsSAbRk8P3sUshvi4loS2vJ30vy2ZhgVbKQEHqNT4y\/BR9Tv1\/YhR\/Ksy3pyMAvrTyjxB8D5jD4KPqOv7FrfKkT\/7hB+eX44fBR9R1\/YvX5V2F1kYBYAPfl8CCPHzGHwUfUdf2KL8qrA2MjANwdpJRuvTa96w+Cj6jr+xsP9+GZ\/5WH8z4fBR9SOv7A\/Lhmf8AlYfzPh8FH1HX9h\/vwzP\/ACsP5nw+Cj6jr+xz3bf5RJeJQpDJDHGEkEgKliSQjpW\/h3\/4Y61adVvKZWdu5YOLxoOIwAwAwAwAwAwAwAwBK4X+mj\/fH9cdaP5sfuVl9LOxzcGtaujsQfIg2P6Y9nVUK6pwfmZ6rNktxfxHPzz8lZyumM93QCegJFnwGPF03hboujObzzxj\/c2T1PUg1EorvHKk8TAOm3e6Edfu3xt8R0HxKUk8Nepx09\/T47jMSyM7zSd+R6sLtt9\/vJxOi0b0kG\/qb9Bbb1pLPCMvDc7NlmkMOgiUbhtqNV5GxjHrvCZ3W9SD79zrTqlGO2RHy8WldJNk2ST4kkk7ffj1dNp1RSqs+pnts6k9+C7LZjMLlvRNSco9TRv8P748VeBz38yWDXLWxx8qLc3l9UZQGthXvFEf0x7eppVlLrzjKMVc3Ge4z57iM06xRvGiJFRsUSSDfh4e\/Hh6Pwm6FylPsv3NtuqrlW0u7KN0Pux9JLszzjz4Y+bNpXADADADADADADADADADADADADADADADADADADADADAErhf6aP8AfH9cdaP5sfuVl2Z13EJSq92gSQoJ6CzV49TxDUSooc49zlRBTmkyRxThr5ZobmEol6ju2DRN7D2dMeL4f4jfO9Qm8pmu\/TwUG0sGDLZVszmBly3KUiyx097fw60Bjr4vrLYPpxWF\/cjS1R+vOX\/Yq8TxyvFrDhG9bzBB222sH+GNPhmquvh83k\/2Oeorrg\/uZOF8NmzTTFJVjWLYDukkjreof0xh13il8L3CHCR2p01brTfdmGF9SB2ALLfTzFg176x7NFnWpjdJc4ZjnHZNwT4ZWLIzeiHONKo720fdIK0D5WP64+ej4tqOrnPGex6EtLUo4RZxCYKlkAkEFQf1iQoP3FsfRay+FdW+SzjlIwUxk5YTx5EvOcPzGXETTMjLL00iiD+PTHlaLxa225QsS5NF2ljGGY+RRuh92PoJdjAefDHzZtK4AYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAlcL\/TR\/vj+uOtH82P3Ky+lnaTIGBDCwet492yMZRal2MsW08ogw8liArliOneYnbyJ8PdjzKKdFucan8335NU7Lly0ZuIqukMxCkHZiSPeBp33HhjTrq6p1\/wCJj9Tnp5SUuP2Lss6aTy+9XXfcn23vfvxbTOmNf+Bhr2K2Kbl85jn0DvM5jLDcatN++uteeM2p0+ksasu4b98HSFlkcxhyiREOmnTorav+6qsbq1jChjbg4vGHnuQpmhQkXuDegNtf7pOkH2Y86yrQ1W7njd6GiDunHb5epNlhVx3hdivbXXr938MejOmFsfmXkcFOUHhMxe+RpSgOlSy7bezx9pxgo0Gnpm5weZLssnad05rEuESCe75bf9MenluOWZnhPg8\/GPnDYVwAwAwAwAwAwAwAwAwAwAwAwAwAwAwAwAwAwAwAwAwBK4X+mj\/fH9cddP8AzY\/crL6Wdhn4i0bKOpH\/AGPvx7OrrlZTKMe7RnqkozTZk4lm4pooI4oGjdCCzEVVGzv4\/dj5bSaHUddZi1h9z07b69j5MCjRJDI6mVUJ1Ctzdb0PKq+\/Hq+KaW6yqO35sdzLp7YKTzwZ85m0kzLSRxmJWWgtEXW5Psq\/HzxTwiidMn1OM9kW1UlOPy84K8LnhizEj5mIyKygIQLraq9m+\/34zeL6e2V25JteR00lkFDBHycZBY9EZiVQj1Rf\/Xyx6nhlN1dOLH+noZtTOEpfKufUuy+YSPLSQGDVMzWHKlgVJs7igCR4npjwNRoNQ7mlF8vubq7qtibZbJE4hKg9\/RQPtqsfUShNafavqxj9cHmJxdmfLIzByxhgXLrUyn6SwQw3H4Drd9dsfKaWq\/4iOE088nq2Sr6bz+hJfofdj7R9jxkefDHzZtK4AYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAYAy5WbQ6vV6SDXuxauWySl6ENZWDefOb\/ACv5v7Y9H+I\/6Tj0fcfOb\/K\/m\/th\/Ef9I6PuPnN\/lfzf2w\/iP+kdH3Hzm\/yv5v7YfxFf5R0fcfOb\/K\/m\/th\/Ef8ASOj7j5zf5X839sP4j\/pHR9x85v8AK\/m\/th\/Ef9I6PuPnN\/lfzf2w\/iP+kdH3Hzm\/yv5v7YfxBf5R0fcoe0v+V\/N\/bEPxDK+kdH3Ofx5p3GAGAGAGAGAGAGAGAGAGAGAGAGAOv9Cj+zT8q\/DGbcztgehR\/Zp+VfhhuYwPQo\/s0\/Kvww3MYHoUf2aflX4YbmMD0KP7NPyr8MNzGB6FH9mn5V+GG5jA9Cj+zT8q\/DDcxgehR\/Zp+VfhhuYwPQo\/s0\/Kvww3MYHoUf2aflX4YbmThD0KP7NPyr8MNzGEPQo\/s0\/Kvww3MYQ9Cj+zT8q\/DDcxhD0KP7NPyr8MNzGEPQo\/s0\/Kvww3MYQ9Cj+zT8q\/DDcxhD0KP7NPyr8MNzGEPQo\/s0\/Kvww3MYQ9Cj+zT8q\/DDcxhD0KP7NPyr8MNzIwh6FH9mn5V+GG5jA9Cj+zT8q\/DDcxgehR\/Zp+VfhhuYwPQo\/s0\/Kvww3MYHoUf2aflX4YbmMD0KP7NPyr8MNzGB6FH9mn5V+GG5jA9Cj+zT8q\/DDcxgehR\/Zp+VfhhuYwPQo\/s0\/Kvww3MYHoUf2aflX4YbmMD0KP7NPyr8MNzGB6FH9mn5V+GG5jB\/\/Z\" alt=\"Las estrellas nos trajeron aqu\u00ed 2\u00aa parte : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Las estrellas nos trajeron aqu\u00ed 2\u00aa parte : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Mol\u00e9culas, sustancias, cuerpos\u2026 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esa fusi\u00f3n de los niveles at\u00f3micos da lugar a las bandas. Esta imagen equivaldr\u00eda a considerar un metal como un \u00e1tomo gigante en el que los niveles energ\u00e9ticos poseyeran una anchura finita.<\/p>\n<p style=\"text-align: justify;\">En cuanto a la informaci\u00f3n que puede soportar un metal, podr\u00edamos se\u00f1alar que ser\u00eda parecida a la del correspondiente \u00e1tomo, pero mucha m\u00e1s extendida espacialmente. Una informaci\u00f3n puntual, la del \u00e1tomo, dar\u00eda paso a otra espacial, si bien vendr\u00eda a ser una mera repetici\u00f3n peri\u00f3dica de aquella.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 18px;\" src=\"http:\/\/portalhispano.files.wordpress.com\/2010\/05\/cluster-galaxias.jpg%3Fw%3D800\" alt=\"\" width=\"495\" height=\"371\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfY los cuerpos que pueblan el resto del universo?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando un cuerpo sobrepasa unas determinadas dimensiones, aparece algo que conocemos como fuerza gravitatoria y que se deja sentir en la forma que todos conocemos y que da lugar primeramente a la fusi\u00f3n de los diversos materiales que forman los cuerpos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, por ejemplo, en el cuerpo que llamamos Tierra, la presi\u00f3n crece con la profundidad, por lo que a partir de un determinado valor de \u00e9sta, aparece el <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>estado<\/a> l\u00edquido y con \u00e9l una estratificaci\u00f3n que trata de establecer el equilibrio hidrost\u00e1tico.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 65px;\" src=\"http:\/\/i1.ytimg.com\/vi\/sb0UbLBvGCc\/maxresdefault.jpg\" alt=\"\" width=\"495\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Dentro de nuestro sistema planetario se distinguen los planetas rocosos, hasta Marte y meteoritos inclusive, y el resto de ellos, desde J\u00fapiter en adelante, incluido este. Estos \u00faltimos difieren esencialmente de los primeros en su composici\u00f3n. Recu\u00e9rdese que la de J\u00fapiter es mucho m\u00e1s simple que la de los planetas rocosos. Consta fundamentalmente de hidr\u00f3geno, helio, agua, amoniaco y metano, con un n\u00facleo rocoso en su interior. El hidr\u00f3geno que rodea a este n\u00facleo se encuentra en forma de hidr\u00f3geno at\u00f3mico s\u00f3lido.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n la composici\u00f3n del Sol (y todas las estrellas que brillan) es m\u00e1s simple que la de los planetas rocosos, su <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>estado<\/a> f\u00edsico es el de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> y su contenido est\u00e1 reducido (mayormente) a hidr\u00f3geno y helio. M\u00e1s variedad de materiales existe en las estrellas supernovas, donde el primitivo hidr\u00f3geno ha evolucionado de la manera que expliqu\u00e9 en otra parte de este <a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>trabajo<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 72px;\" src=\"http:\/\/4.bp.blogspot.com\/-f3z8JOB1BWA\/TaetDZKTgcI\/AAAAAAAAAD8\/Xt5snmqWQHc\/s1600\/ciclo%2Bde%2Bvida.jpg\" alt=\"\" width=\"495\" height=\"264\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En cuanto a los derechos de la evoluci\u00f3n estelar, enanas blancas, estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>, se\u00f1alar\u00e9 que la composici\u00f3n de la primera es sencilla en cuanto al numero de \u201celementos\u201d constituyentes; la segunda ya lo indica su propio <a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>nombre<\/a>, constan de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>, particularmente <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">neutrones<\/a> que est\u00e1n fuertemente empaquetados (muy juntos) por la gravedad. Una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\">neutrones<\/a> puede tener una densidad superior a la del agua, en millones de veces y del mismo orden que la de los n\u00facleos at\u00f3micos. El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a> es un fen\u00f3meno aparte, su inmensa fuerza gravitatoria es tal que ni la luz puede escapar de ella, es decir, su <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('velocidad de escape',event); return false;\">velocidad de escape<\/a><\/a> es superior a 300.000 Km\/s, y como seg\u00fan la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> nada es en nuestro universo superior en velocidad a la luz, resulta que nada podr\u00e1 escapar de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRdDkBv9YgffIWvrAaaXrM-pwXyIDX7zVkvnQ&amp;usqp=CAU\" alt=\"El experimento: la paradoja del espacio-tiempo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTJH7wrzREfAsW-SHkQuecpfb8WkeJfZp0i4w&amp;usqp=CAU\" alt=\"Qu\u00e9 se ve dentro de un agujero negro - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Es el viaje de ir\u00e1s y no volver\u00e1s. Lo que se acerca al Agujero Negro se espaguetiza atra\u00eddo por la inmensa fuerza de Gravedad que genera y es engullido para incrementar la masa de la <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>, el traspasar el Horizonte de Sucesos no tiene retorno.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">All\u00ed dentro, en el interior del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>, no existen ni el tiempo ni el espacio; es como un objeto que estando en nuestro universo (deja sentir su fuerza gravitatoria y engulle estrellas), al mismo tiempo no est\u00e1 aqu\u00ed para nuestros ojos. En verdad, un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>, es un objeto extra\u00f1o, no hemos podido llegar a comprenderlo bien y, de hecho, ni sabemos en qu\u00e9 se convierte aquella materia original de la estrella a partir de la que se form\u00f3. Cuando la Gravedad qued\u00f3 como due\u00f1a y se\u00f1ora de la situaci\u00f3n, comenz\u00f3 a realizar su <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>trabajo<\/a> y contrajo la inmensa masa de la estrella m\u00e1s y m\u00e1s hasta hacerla desaparecer de nuestra vista, aquella materia primera, \u00bfqu\u00e9 ser\u00e1 ahora? \u00bfqu\u00e9 estado ser\u00e1 el suyo? Sabemos de los s\u00f3lidos, l\u00edquidos, gaseosos, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>s e incluso, materia de Quarks-Gluones pero, dentro de un Agujero Negro, \u00bfqu\u00e9 ser\u00e1 la materia? Y, sobre todo, \u00bfen qu\u00e9 parte del universo est\u00e1? s\u00f3lo podemos sentir su presencia pero verla no.<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 enigmas!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 0px;\" src=\"http:\/\/1.bp.blogspot.com\/-3zEiyaVvEqU\/UBXQE1aqEUI\/AAAAAAAAATY\/RhXR07sGPys\/s1600\/plasma%2Bquark-glu%25C3%25B3n..jpg\" alt=\"\" width=\"369\" height=\"408\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No dejamos de insitir por todos los medios a nuestro alcance y, quiz\u00e1s alg\u00fan d\u00eda sepamos, de donde vino la materia del Universo que, aunque algo sabemos sobre ella, de hecho, no podemos dar una explicaci\u00f3n cierta del verdadero estado primigenio que pudo tener en el comienzo. \u00bfQu\u00e9 ser\u00eda aquella sustancia que los viejos fil\u00f3sofos naturales llamaban Ylem?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Espero que alg\u00fan d\u00eda, a medida que nuestros conocimientos evolucionen, a medida que nuestras tecnolog\u00edas avancen, a medida que nosotros (tambi\u00e9n) avancemos en el proceso hace miles de a\u00f1os iniciado, podamos alguna vez, comprender lo que en realidad es un Agujero Negro en toda su magnitud, es decir, conocer completamente todos y cada uno de los interrogantes que <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Addon&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/05\/26\/atomos-y-cuerpos-i\/#&#8221;>ahora<\/a> nos plantea.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Historia de la materia del universo, el origen de la estructura | M\u00e9xico  Ambiental\" \/><img decoding=\"async\" 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\" alt=\"D\u00f3nde est\u00e1 la materia oscura? La duda de los f\u00edsicos | RTVE.es\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTKcs3OoAQ2aZxzj84GAacU78GIYELt7FndDg&amp;usqp=CAU\" alt=\"El Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTqT8xD59toAK8Zrnu_-heeECcUelAMyVhSCw&amp;usqp=CAU\" alt=\"D\u00f3nde esconde el Universo su materia perdida?\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">La materia del Universo puede adoptar mil formas, colores y olores que depender\u00e1n de la funci\u00f3n que en ese momento est\u00e9 desarrollando y la conocemos en los cuatro estados m\u00e1s conocidos de S\u00f3lido, L\u00edquido, Gaseoso y Plasma que es el mayor volumen de materia que conocemos, todas las estrellas, por ejemplo, son de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfLa Materia? Bueno, esa es otra de nuestras asignaturas pendientes y, debemos llegar a comprenderla para poder comprender como, a partir de la \u201cmateria inerte\u201d hemos podido evolucionar hasta la \u201cmateria -no ya viviente- sino pensante\u201d.<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 misterios! \u00a1Es tan grande el Universo! Podr\u00edamos decir que dentro de \u00e9l, todo puede ser posible\u2026hasta que nosotros estemos aqu\u00ed para contar todas estas cosas.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F12%2F03%2Fnos-quedan-muchos-enigmas-por-desvelar%2F&amp;title=Nos+quedan+muchos+enigmas+por+desvelar' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F12%2F03%2Fnos-quedan-muchos-enigmas-por-desvelar%2F&amp;title=Nos+quedan+muchos+enigmas+por+desvelar' 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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Por consiguiente, en los nudos de la red existen, de manera alternativa, iones de Na e iones de Cl, resultando una red mucho m\u00e1s fuerte que en el caso de que las fuerzas actuantes fueran de Van der Waals. [&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":[110],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10519"}],"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=10519"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10519\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=10519"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=10519"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=10519"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}