{"id":3636,"date":"2021-02-05T07:50:44","date_gmt":"2021-02-05T06:50:44","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3636"},"modified":"2021-02-05T07:59:48","modified_gmt":"2021-02-05T06:59:48","slug":"%c2%a1materia-inerte-%c2%bfpero-es-inerte-la-materia","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/02\/05\/%c2%a1materia-inerte-%c2%bfpero-es-inerte-la-materia\/","title":{"rendered":"\u00a1Materia inerte! \u00bfPero es inerte la materia?"},"content":{"rendered":"<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 \u00bfNo os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte evolucionada hasta el nivel de la consciencia? La materia adopta m\u00faltiples personajes y se viste con distintos ropajes seg\u00fan requiera la ocasi\u00f3n: Ahora est\u00e1 como <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> constituyendo estrellas, o, se comprime hasta l\u00edmites inimaginables en lo que conocemos como estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o las <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>es de <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, se pueden formar mol\u00e9culas de H2O y constituirse en el preciado l\u00edquido tan necesario para la vida como el Agua, o,<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Las piedras en el fondo de los arroyos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Las piedras en el fondo de los arroyos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de a materia en las Nebulosas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de a materia en las estrellas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de a materia en las estrellas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQPLJcA8SCUf8LRltlB-iK_byklRTYxMlUhDA&amp;usqp=CAU\" alt=\"Resultado de imagen de a materia en las estrellas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSuKHb4plUgPK1zHw2CDXLmkSw1CWkAj-TjFA&amp;usqp=CAU\" alt=\"Resultado de imagen de a materia en las estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">Todo es materia que, en cada momento, adopta la forma y las funciones que la Naturaleza le ha encomendado. No importa que adopte la forma de inanimada o moviente, de todas las maneras materia es<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El Mundo inorg\u00e1nico\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El Mundo inorg\u00e1nico\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El Mundo inorg\u00e1nico\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El Mundo inorg\u00e1nico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAgQAA\"><strong>&#8220;El mundo<\/strong>\u00a0est\u00e1 hecho de diversos materiales. Algunos materiales existen desde el principio, cuando\u00a0<strong>el mundo<\/strong>\u00a0se form\u00f3 y no exist\u00edan seres vivos en \u00e9l. Estos se llaman MATERIALES\u00a0<strong>INORG\u00c1NICOS<\/strong>. Otros materiales son o fueron producidos por los seres vivos (bacterias, algas, hongos, plantas, insectos y otros animales).&#8221;<\/div>\n<\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAgQAA\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQcv_i0tVC8qNHzO7cGXy7p8XV-m3s_RYOy6g&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas inorg\u00e1nicas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTdj2gZoUC2jb-DtzasocyhbOVM7vJMkfjxQw&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas inorg\u00e1nicas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR9qxNtgjkQcXhSsLUtdleJOXIFj2i03_CZ7g&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas inorg\u00e1nicas\" \/><\/div>\n<div>\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<\/div>\n<p style=\"text-align: justify;\">Seg\u00fan he dicho muchas veces, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> <em>u<\/em> y <em>d<\/em> se hallan en el seno de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>) y, por tanto, en los n\u00facleos at\u00f3micos. Hoy d\u00eda, \u00e9stos se consideran como una subclase de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>.<\/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=\"Resultado de imagen de Los n\u00facleos de \u00e1tomos del hidrocarburo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los n\u00facleos de \u00e1tomos del hidrocarburo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRQ0DprBlupVxVLIvtja5Uff0fgq0NnHVl_mA&amp;usqp=CAU\" alt=\"Resultado de imagen de Los n\u00facleos de \u00e1tomos del hidrocarburo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQHmipy3RN8HH2zEOldTwlrz09GTwvWDlB1-A&amp;usqp=CAU\" alt=\"Resultado de imagen de Los n\u00facleos de \u00e1tomos del hidrocarburo\" \/><\/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=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('proton',event); return false;\">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 , 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;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El n\u00famero de protones y neutrones determina el elemento\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRrCSKRpbS7Iz7m6ejoIIYZSLnons6wlWldvg&amp;usqp=CAU\" alt=\"Resultado de imagen de El n\u00famero de protones y neutrones determina el elemento\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">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\u00e1nidos 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=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/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><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de 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\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de 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\" \/><\/p>\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_twn3QNAX0BA\/TAcg-rLGJaI\/AAAAAAAAABU\/a0KhygcM49U\/s1600\/2005-1012blocks-lg%5B1%5D.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una mol\u00e9cula es una estructura con individualidad propia, constituida por n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>. Obviamente, en una mol\u00e9cula las interacciones deben tener lugar entre n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, n\u00facleos y n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, siendo del tipo electromagn\u00e9tico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los n\u00facleos de los \u00e1tomos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los n\u00facleos de los \u00e1tomos\" \/><\/p>\n<p style=\"text-align: justify;\">\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=\"#\" onclick=\"referencia('electron',event); return false;\">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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Mol\u00e9cula de Hidr\u00f3geno\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas de las prote\u00b4\u00e7inas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Desde las mol\u00e9culas m\u00e1s sencilla, como la del hidr\u00f3geno con un total de 2 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">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;\">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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de orbitales at\u00f3micos\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de orbitales at\u00f3micos\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de orbitales at\u00f3micos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de orbitales at\u00f3micos\" \/><\/p>\n<p style=\"text-align: justify;\">\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=\"#\" onclick=\"referencia('electron',event); return false;\">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=\"#\" onclick=\"referencia('electron',event); return false;\">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 style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSTk-fzgezlGd4edgkdIIxpUsmS1Fh8husaYg&amp;usqp=CAU\" alt=\"Resultado de imagen de orbitales at\u00f3micos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTYzy5vY8fLNm3mO90y0jI4ddBWnpacqe_hzA&amp;usqp=CAU\" alt=\"Resultado de imagen de orbitales at\u00f3micos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>; por esta raz\u00f3n, a la informaci\u00f3n se la llama tambi\u00e9n negantrop\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de curvas isoelectr\u00f3nicas equivalentes formalmente a las de nivel en topograf\u00eda.\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los colores de los objetos que pueblan el Universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los colores de los objetos que pueblan el Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los colores de los objetos que pueblan el Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT9HT_cG4CNjDbZ3gSklxiU3LXFP3SySu797g&amp;usqp=CAU\" alt=\"Resultado de imagen de Los colores de los objetos que pueblan el Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSrXiBK7gbqEXpI3glifR6KylonxtZTzOkZMw&amp;usqp=CAU\" alt=\"Resultado de imagen de Estrellas masivas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRGqgBhu-40WbjHglI_8mOCuC9cWGCecIRVCg&amp;usqp=CAU\" alt=\"Resultado de imagen de Los colores de los objetos que pueblan el Universo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Bellos paisajes de monta\u00f1a\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Bellos paisajes campestres\u00b4\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRAO5ebav1sbo20HfUyHJzQs66yd-eKHDL2GA&amp;usqp=CAU\" alt=\"Resultado de imagen de Bellos seres vivos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTJ6hIioROoJYmtIwrGgG_a1nhwcmb5nBmi5Q&amp;usqp=CAU\" alt=\"Resultado de imagen de El m\u00e1s bello jard\u00edn\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Animales del oc\u00e9ano\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El Aguila real majestuosa en imagen GIFs\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo tiene su propio colorido, sin importar donde se pueda encontrar en el Espacio, en la Tierra, el el Aire o en el Mar. La materia adopta mil formas u colores y tambi\u00e9n var\u00edan sus funciones. Sin embargo, todas esas formas y lo que representan, finalmente son Quarks y Leptones.<\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Los investigadores de la Universidad de California han estudiado la teor\u00eda de 1973 y tras varias comprobaciones, han afirmado que en realidad\u00a0s\u00ed existe el hexametilbenceno, lo que significa que\u00a0<strong>una \u00fanica mol\u00e9cula de carbono puede tener asociados hasta un m\u00e1ximo de seis\u00a0\u00e1tomos<\/strong>.&#8221;<\/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:ANd9GcQL-R1pcy4oW4g246D8zGTfNxgQQc8J-pdOAw&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQSSDRXXBaHMVr7KtmdDLmcUQ4ECdSjso1SIQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Mol\u00e9culas cargadas el\u00e9ctricamente en forma de pelotas de f\u00fatbol, arrojan luz sobre el enigm\u00e1tico contenido del Medio Interestelar (ISM),\u00a0el gas y el polvo que llena el espacio interestelar.<\/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:ANd9GcSlF4ZzPXpGPAz49aDUscycvm6P9EvsRR67NQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0La vida como la conocemos se basa en mol\u00e9culas que contienen carbono, y este descubrimiento muestra que\u00a0las mol\u00e9culas de carbono complejas pueden formarse y sobrevivir en el entorno hostil del espacio interestelar.<\/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:ANd9GcSeqkX08HN08m_ny0d-rc5OScgwjq7rqZkKwA&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0Dado que las estrellas y los planetas se forman a partir de nubes colapsantes de gas y polvo en el espacio, &#8220;el ISM difuso puede considerarse como el punto de partida de los procesos qu\u00edmicos que en \u00faltima instancia dan origen a los planetas y la vida&#8221;, dijo Martin Cordiner de la Universidad Cat\u00f3lica de Am\u00e9rica, Washington.<\/p>\n<div id=\"intextsmartclip\"><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRqf9ygusOSVvY7PQVAt49TvHMJ4XR3Qa40tQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><\/div>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0&#8220;La identificaci\u00f3n completa de sus contenidos proporciona informaci\u00f3n sobre los ingredientes disponibles para crear estrellas y planetas&#8221;.\u00a0Cordiner, adscrito al Centro de Vuelo Espacial Goddard de la NASA, es el autor principal de un art\u00edculo sobre esta investigaci\u00f3n, realizada mediante observaciones con el telescopio espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> y publicado en\u00a0<span style=\"text-decoration: underline;\"><a title=\"Original del estudio\" href=\"https:\/\/iopscience.iop.org\/article\/10.3847\/2041-8213\/ab14e5\" target=\"_blank\">Astrophysical Journal Letters.<\/a><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSLBQ1cJRygUNKJdlFlV8yMRrDA4wcHIffMlQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0Las mol\u00e9culas identificadas por Cordiner y su equipo son una forma de carbono llamada &#8220;Buckminsterfullerene&#8221;, tambi\u00e9n conocida como &#8220;Buckyballs&#8221; &#8211;en honor de Buckminster Fuller, dise\u00f1ador del domo geod\u00e9sico parecido a la mol\u00e9cula&#8211;, que consta de 60 \u00e1tomos de carbono (C60) dispuestos en una esfera hueca. Se ha encontrado C60 en algunos casos raros en la Tierra en rocas y minerales, y tambi\u00e9n puede aparecer en holl\u00edn de combusti\u00f3n a alta temperatura.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/paolera.files.wordpress.com\/2013\/02\/eso1304a-575x580.jpg\" alt=\"Resultado de imagen de Mol\u00e9culas de Carbono\" \/><\/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 \u00a0Aqu\u00ed se han detectado mol\u00e9culas Interestelares Prebi\u00f3ticas<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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.<\/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=\"Resultado de imagen de El Silicio\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTRxt3chvWGiy2c882Hz4x9ZKqTR2IpFF2zSg&amp;usqp=CAU\" alt=\"Resultado de imagen de El Silicio\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Mol\u00e9cula de Silicio\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Refiri\u00e9ndonos al silicio, que para nosotros es el m\u00e1s importante, se\u00f1alaremos que las \u201cmol\u00e9culas\u201d que dicho \u00e1tomo forma con el ox\u00edgeno y otros \u00e1tomos, generalmente met\u00e1licos poseyendo gran nivel de informaci\u00f3n, difieren en varios aspectos de las mol\u00e9culas org\u00e1nicas, es decir, de las que poseen un esqueleto de \u00e1tomos de carbono.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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FZGZYneSDI1JmNKnfQTiAGJt3Et\/i7y9WGEGSCSTpOogT4NNVrb4CyZblu4NGmNWIUSN9idIIqxeguKCYyyoUQ+ZSVGUAlJBjmTG\/ntULjyXEO62Tnip\/Gt7P4RRXnFR+Nb2fwiiu3ZmURjx+Nufrt\/EacOA8SyEW3YBJJBIkAkc9fPWkGPP4y5+u38RpDcuNyQn2xUgd73BCrFlJEmSDuC2vPUqaeeCSW6tgCMpMMPIaTy1+imjH9ILxS2Aq5goUsTmYwOUiB9NIOCcWvpfV8oIk5pYksD4kHWYPsrflKS2bS8htUyY8UsLbQMoidNB3gzHu+itXDOKJaKs0FoA1IE6RqOVR7pF0hxb3AbC20Qa9rtsT3mRA8h9NRjEDE3JkLMz7e\/Xes9syeRVsnh6S5b5cLuGVhmAKgndSO1mEDw0jWZp86Q8US69nINW1gx6oknbftFd+491Uu3B7zNmY9o6k86euC2MRauWwSCM6684zAH6JqvFkckdS8TxyWLVy\/cMJbQu5\/RUEn6qgmC6b8Tv2\/hNnhQawdVU3iLzLyPqZZI1iTExU54xw9MTYu4e5OS6jI0bwwIMeOtV3w7jeM4LbXD8QsG9hLfZTGYcSVSdOvt7iO8fTVQSjpJ0sOGwdrFrZJ6y5bTI5ylesbKZidRXvTHpUcDZw90Wg\/XX7dogtlyi4CSQQDJEUzelXFpe4bZu2mDo+Jw7KymQQbgIIpN6XP7HgP\/eYf6moCyBUe4D0kOIxeMwxthfgzhQwM5gVU6iNPWqQrtVedD3I4nxcjcXAR7LVugFfF+ndz4S+D4fhfhNy2YvOzFLSN8UEKxZhzjQUr4F0qxLXxhsdgWw7OCbd1G6yy5EdkmAVbXQHeDTR6D7AOA6863L1xmuNzJLEmfafoFWIVFARnp90qPD8Oty3a667ccJbtyRm0LMdAdAqk+6tjcfu3sDbxeBsLea4FYW2fJo3ragHUd0VHsaRjeNhDBs4FIM7dbdAd\/Awgtr+01bvRu3wa9jOGE6WLvWWP7i72kAPOJy+ygEWJ6d8Tt37eGbhloXLqlkHXtqFIB\/I3lhT3Y6W3rFi9iOJ4YYZLYBUo5uZyTAUAhe0SRA98U39KP\/HOH\/3L\/wCLarX6XVztw6yfUfF5j3Sltis+00BlhemHFb69bY4WnV65VuXmFwidNkygnukxtUg6H9LEx6uOrazfstlv2Lnr228\/ylPJtJp\/tWwoCqIAEAdwFV6It9JWyaddhEa7EasGuKJ8cqr7qA2L05xmJu3Rw\/ArdtWnKdZduFOsZSQxQKphZBgk61K+jfFnxNnPdw74e4CVuWnIbKw7mHrAiCDA3qEW8NjeCXLxs4f4XgLjtdy29MRYzEswA2dQSY5+VTjo5x+xjrC4jDPmRtNRDKRuGHIigKB9JmBccXxF0EZXuKrbMQBatA9md+7arO4H6NMM+EsLibYF9e11trMrEGYzBiRJU6jlyimHpn6QEw+Nv4duHWL\/AFTiLjsAxLW0afUO2aN+VJ\/w4XfzG3++b\/LqtP2LRbOH4DhUUKuHtADQdhT9JE0tfDoUyFVKRGUgZY7o2iqXb053h\/6C3+\/b\/LrH8Ot78wt\/v2\/y6lJCyWcd9GS3LvWYa91SMAHtEEpod1+nQ9+42PmG9GzLAN8ZdoC8ue0AnlUUPp1u\/mFv9+3+XWB9PV38wT9+33KzlijLslTaLLwnQjDKCGDOZ0JJEDkIWB9tK+DdF7GGuG4mYk7ZyCEnfLpVUD093fzBP3zfcob093R\/6BP37fcqyhFdIjkWhxX+tb2fwiiq9wnpGfEoL5wyrnns9YTGUld4HdRVgTW3wnDkAnD2STqSbaSdOelbP6Iw\/wCb2f3Vv7KU2fVHkPqqF9L+motscNhz+NOhuaZUPcve3KdhXO2aGvpdxnC4Yi3Yw2Fe5PbzW0Kr3AwBr7dPbTNgelSBgLvD8KwOoNu2qmOY1BE1GLuDZWytoW1DGe1z5\/TW++kKjfEYyPby93vqbf2CRXumFvMMvDsNlJiGVS0Se5Y5f\/tbG6X2A0f0ZaKnmBan+HWoXiufvHdvz+k+2t2SMrn1GGrSuhnKRvI1jltVG67ZOiXWel+F\/wDM4cg1\/IS00L3kEAyPCpFgMRgcQjNZSySATHVorrpIkRI5a1WtzDpBYXBOUm2QydvuCjc+Y35UkwhfrLbnOFDiCupmQIcbxuJGmoqsZNvTGjpLjmKu2rFy5Ys9dcUStrMEL6jMATzyyR3kRUE4v6R1u2Llm3gMWb9xGTq7trIgLAr23Jy5fLerJoyiZ512mRU3GOBXsPwLDWGVmdL9hmABOVQ4zE9w567TrFOnpasu2BwjJbdxbxNi44tqWYKqtJgeYHtFWLFFAQjBekvD3HS38FxiZjGZ7BCr4sZ2rX0Nw7LxTihdCA1xSuYEBlKWxIncb1PK8igKu4ViL3Abt7D3cNevYG5cNzD3cOuc2s5Ja3cUa6Hn9ujzgOntzEXT1OAv\/B0VmuXLgy3CVBIFu2JPLnE7AVOCKAKAqjoN0EsY2w2Lx9kNfv3HuNI1BdixHaEiJyxyKmt\/E+jdvhGOweLwdorZdmsYoKCQFcSjtlEAAggk6bVaAFBFAQTpNYb+mcA+VsnVOuaDlzdZbMTtMAmKcPST0du4zDL8HIGIw9xb1idAzLIKN4MpPtA5TUrivaAr2z6T1RMuIwGMTEAQ9sWsy5oE5XkLlnmYrHoLwzE3sVf4pi7eR7oC2bUyERRCgHnoTJ2JOnOrDKjur2gK\/HpNFtSmK4fjLV9dDbS31ik\/oXAYI8TFe+ifhd62mJxF631RxV9rwtgyEzkmBG4AgTz1qelRXtAczek\/\/wAWxn66f4FqoxFTvptwS5iOLY1gQlsXUU3H9UMcPaIUc2aOQ9sU18B4Lct4yznTMq3ASRBUhTM\/VodaUYuceXG9jKvAcU4lMNeYbyLTx9VJMHwy9duG1btM1wTKAQwjfMDEe3vrpS0+cdkc9uQB3mmXi3GrCOy27YLKAuYDcLyPeASfeamkJ5I41cnRzzcUglSCCDBBEEHuIOoPhSdxVwdN7WHxmGNwKRfVcyGOfxGI3kDyEiqiYVDEZxluLs1W1ry6K3IKzxFmEB76g0sl3Rb+y2\/2v8Rq9rzouf8Alrf7X+I1FSWLw4tZd8M624DFANTHZ0za9+XNFUtc4eReOQjLPPYARv8A6d1XXxSwz4Z0RspZAJ8DGbb9GarJeHABrjkgTGXeVA3O0acvOuWUkuzQT2LnWOAWcZzMuDErMnXfQbjvrbxXBgIjTmz7RtDbMJ303Gkad9GItXEuFgQypovZIJJLQRrpqCI31O\/LzEPcDI7EmdEUAGDpAXQDMTl0H86z5\/sDBc4cVJKyy7Ewc3tnnPdyrM4lUSGBdQSsKdZYaT4ezlTvdw1xmAcsrPmQAyQGyhgPAazInY033+FMLZ2uB29TTXXJP6wII9nlVpOMiRsvZSUUqpUj8WCCFBIG3hMjTaPCsuEXTIytKKwYFmOumjGsMXhGRrTPJtiVyBMxCCDI1gHc8q2XLqmxcZGUsSQAwGbLBzaTrpWbVaKlhYr0p4tNRasEa\/k3O+B+VtUh4D01vYiyLpFsGSCArQCD+t3R76pXAlgtxF1twMpEEZuYXSYkDQ1MvR9fHV3UnUOGjwYR\/wDU1rzkl2Wik2WOekt7ut\/NP3qi\/SL0mYrD3urW3ZYZQ0sHnWe5vClmaoTx\/h74niCWEgF1USdlHaJJjkBU45ybomUUkOyel3HMwVcPYZmICgC5JJMADtd9WBg+P38lvrurFxllginKp3IEtJA2nnTFw\/ojhcIiDq1uXZnrbgGeQd1GuWOUd253p2sW0DHrJ9hjWdBsdK6TEc14rdIOqBh+iSp7uYInu123rxeKYgeuqfsjMPb2t\/Cmx7hDQr5NhDNz1geB08azxLlEZ3eDtprlHtg6+7xoDfieP3tOr6tjzlW07yYO311rbpLcRlW4ySwkKttyQvxiZIA84\/kGe1i9M4OVZ0YE9o+O2b6PZvTdxnEdrMXNztCZO0kavvp3LAA5VFlqJHi+lF42ybBtl9wHRspgHRiHAUzGsmq+b0z44Eg4fDggwRFzQgwR61PzFcylbikdxDA8iMoUTMTpz0qn+I3g9664UqGuMwUiCMzEwR361ZEUWD+GrG\/IYf3XPvUfhpxvyGH91z71VsK13KMh9FqYX0v4+4YXD4fxMXIHn2qebHpExpAL27A74W5HvLfyqtuiIDJdWdVIJjmCCP5fTUjwqyQNNtPdzqyR4vmedkhk4R0POJ4zdvyzKilmLSJiYiVk6EgATRwa\/wBXfDXsxXUM2p7u1A10IX6aQYjD6g6EAaxMTzj6aUPi1liJ7m5ECNCJI8edWaONTl8nyeyUcV4kiv8A8s\/ZMEkbAxB8CI5ePujGKuK73GLgSxkxuSxj2HvpDh+NWrIFxxKkkEQMxJOh7p8tqar+LZ2LxCloAGoEzA8dqomdnnN5YQr+xfxW1kIU6kiWGojUwO7WJ0qH9NLQ6\/OFguAXI9Vn1BYDkSIJHfJ51JGvs6qTBAMKY10115wK2XEV8qugdCRmWSARMkSNQDtI76PZzeLmeCW\/9K2bSt+LebY8KnPF\/R+r2+swLs7TJt3GUdntSAYAziV0J1Csd6r7EMRKEQQYI5gjQg1B9AvsmHRf+zW\/2v8AEaijox\/Zrf7X8bUVBY6AteqPIfVVb8ZPUG7YVySsZTqSvZzS0akELy5kjysa36q+Q+qoN024aRdF6f60i3MSEgSFf9AsJkRB89ePNG1ZoyMurraWLwJR1zQACw9aE5hs50nu50oa5NhSwderY9xYEE7xtIyt4eFYXypdA1sMij8akwQZWI2M7Ekdwikli5nTKtwdhw1wlgFzQI20GkkiCNfGuVu1TKm1+LJdfqRchmE5weyqsAIDbTJmdJzH258PwwUfBR20ZC1t2P4zK0vlMQcxOomPW12ikOHvW0vhyAzNDoxMoNYYCQBMBZEQNIFLr1rtvNuZJiSsgqeyVI5xPnA86ltR0ibN78OzsBbYwzFTnPridQpXyIM6x4ioxi8ECSIyujk6ag55mMx59+wipDi+JKICQGVSIJzZHQnwgg\/SFphxt5nbM8ExlEQIIMg9nQmdfGa2xuUnsmzWpFu2MkKGzAqfXkxEgabljM\/k86cuhd4reZfjLr+ydPrNMWJcFQIAZZ8M0kbx4fVSjo3ict+2e85Y8xlrVRpMmPZZyXKj9zjKYTiJdzlVrKqz5SxXtE6Aa8qd7LUgu8Ce5iTiQY6tALfZBzXBmIidNNDqN40NMX\/RefRLjiAWyyxKEbwpkye0hBIOp3POtd1nSMrKVImCY371mAPEVUGI4fjbJJR2mTMkHv1nl7\/ZS\/hXTDEIerxMMIgG5lDATyzATy3PKuiynEsw41F1ILPGoSCq9+XNqB4nX2aV5jcW9z1WleSRrHkdJOus+w1G8NxW20sWTKNyraCToDmgqT4gCnnD23Ci7AAOoYAAcoHrEnzHjUKTDikKRh2dbZ5DdNJGu45byDSDB4Udezi6GeTCwZQTqIn4vONJrPiHELmFXrFtpeLwOqDsAGjR1DA5QY1XaRIO8ocHcFwlrbqbqtJW5Nt1bnmyjtAdwA8+dWuiqQ5YrKHUjLMyveS0ar7NPt2LT0o6N2cWpujLbu\/KAHKY2FwTr3TvtvEF5yGZv35JGhItogJ+KkDcSO0ST37Vk\/EcNhyBduC5OuW0pYgDWXVc0Ltqe+lgpjifDLuHYLdWMwlWBlWHep\/kYPhTfiTtVtcft2MYtxbZLKVlSoXKLoHYCMAZO2Y7Aad8VRirJBykQVJBHcQYI99SRLokPQFFLXpmci5Y2iTmkR5fTT+hbRQCW22nTWfbUf6C8QFl7i9Xne4oCCd8uYsB4wdPKpPf44qjItnK5IBViSzTA7JEDvEaVazyPK8GWbKpKqCzxBoyRB85286QXrrtCkdkHU8yeUn2mtGM4jYRgYuC250YjNkJJ9aDMSI0nfwrXdv53Nu3dTTTNJMEie72UctHJLwcynxS19mq7ZS4CSpYKRBUn1p29vj3UquqFULmE5pMH9ER9Z91ONu0LVk28hLvAKjKpkTLNMaQOXdSDFKCzARoNfGKrDZ1eTj+NRj9IwOJCoBodZBPdpp9dKMJe6w5CANOXmBrTRfnL5ER7aV8JYyO86fX\/pUo4nhTjrslNnAdXlPaUtCmNVIyGJ2A8TyMCqh6Q28uJvL3XGPLmZ5edXXxKy3UFychVguh1I2IOk8x9BgRVLdIrufE3m5Z4HkoCj6FofRRVRSJP0YP\/LW\/2v42orzoz\/Zk\/a\/jaioJOgEHZXyH1Umx+HFxGQ8xv3HkffS2yOyvkPqFYvbrB70zQqNsG+FZ7AKg5iynzJY6xM5u\/vHIaNdpLTk2gCqz2hPr6CZ5Egju\/Kq2eK8MS7GZZI2Osj3VFOMdHmI\/FwRmBYMATAjRfMDv5CuWWGStoqyGWcQQuiMhRzAgmI0Ule4xO35VKUvdWw1JbNuCOrJKGJiASADBPfz1pZi7N9DcC2mBMZWIBkwRI10IzHU91IuHG+irbdQqhg2YDYn1tI3mTI8Kpwm90EYm2c7vllr2hGXfSQZbuiI05cjTbxK8WuRoCmkD26\/Xz5mnYWpZhv8AlLm3kFZjbkNB30xX3Aa5Gsnz2PMnxM1rgTvZIj+BF7yyQAFY+2Psms8I2R1fuIPub\/T6axe5JJJ\/3\/ua1u8Ce88+f+sV1PYWi0cPcBAIMg6g94O1PvD3hO0j5ZMMqhh5bgz5VCuiFwmwJ2khD3r\/AKGR7Kx49xq9YuFbb5QVBGmqnXVSNeXlVMS\/OkaSeiT4nI7xlETtlI+dMGYpFx7o1Zu6rZtoNSxDXFI2iZaCdzqKiA9KOMQBLpS6BpJBDEcs41B9w9tPFv0m2GAziZ3VVQEbaHMQCPKPKtmvsr\/Q13OiuJsMHwl5iRqDaYqY5yuzDbSnvhtrFFFvG6iMJ6xVXKJnTNbPZzwAdMszT5wDinD8WQlm8LVwnS25CSdT2M0hp7gZrPpIt\/DNrhblxAAS9tS556aHXcDWI08KUiLYjwbtdvQEZsvrCCWLHYGM0E76TAk6U39JsbxDrALVizcQKUVThrbnMJzZQwJbLqOYAJBliaVYfjy2ENrq\/g7uCwtatdukwSNBpLGNTBgchFR3E9LMTbL2bvULcYc2Fs2wBol4LoQAZ6snLqd6UCKY3GYy1dN17zJcfdVKjSNPxfqhdIGkaUiu8VxDPme65IEdk5QAOUAZY79NaOK40s+tw3IntNOpb1jrqde+m67itNYPhTZbQ5pxm+ryt+4g7kcqNd4VIUDwiKV4wq7llOhM+ZO\/0yaYcNjgD2l0+qn7CMHEip2Zzao9w6ZSGUkEGQRIIPeCOdOmGxrsxRySY0eTnXTv5\/bSZUrHA\/1x\/wB91SZ2Otjq1t9VcMNp1bRKk9xAGnLw0XxpnwKRMrkYEyJ5gkfyipA1sGJEwZHgR3VjisItwet24OreegmnZZMyw2NYoyzqdp3BHNTyJ18DpS7E2IjYwoEj9o\/TI91Nq4AoQrRIgn3Typywdl7k213CyASNRI0Enca1MdHJ5mF5I2vQxlTlJAkyI5xr\/pT90WwWZtVzEA7ydZ3I5+XnSaxwfRmJAUNDNMjvGWN6mFvArZGW2kgkKz5tzMEAa6gnYeNSzn8bBJyuS0IcdauMltzCFD2SSWjMIIbT1ZGhHMDuiqUxg7b\/AK7Hy7Rq+cY0sFDMuUZZEFiGiSANQM0Ae2qV6RqgxV4WlyoHIA10I0bfX1g1Qeox\/wCjX9mTzb+NqKOjn9nTzb+Nq8qCDoWx6q+Q+qszXMg9JXFBp8Mb5lr7te\/hM4r+eN8y192qcC9nS1wUmfDg1zj+Erin543zLX3a8\/CTxT88b5lr7tR8bFnQd\/h4NN1\/g4NUb+Enin523zLX3a8\/CPxP87b5lr7tTwZFouPE8D7hUS4j0SuoS6S36MQfYahB9IvE\/wA6PzLX3a8PpD4l+dH93Z+5TgxZIcLwa7cmbFzSQNCo3\/S\/lNK8F0PYn8ZMdw0+mokfSFxL86P7uz9yvPwgcR\/Of\/js\/cpwZPIt3AcIW0oRRlUbDz1O\/jUD9JFu6MQBbUkdWuo1jVpqPfhA4j+c\/wDx2fuVou9NMaxzNeUnaTasEx8yphDi7EpWqEtnCOQcwIOu4P0RzpG9hpPYb5ppz\/4vxfyifubH3KyHTHGD\/wAxP3Nj7laNlRoDMnePeKkXC+nmOw+iXnI+Kz3Co\/VAYEb8jTbf6S4h\/XNpv1sPhz9aVp\/pq58Wx\/02G\/y6gmzdxLpBev3euuuz3TALkw2m3qge+m5izmYJJPKTrSv+mrnxbH\/TYb\/LrZb6RX10XqgPDD4cf\/Sgs0rwu6RMe+heFP4UpPSfEHc2\/wBxh\/uVj\/xJf77X\/T4f7lTog8t8KPOnvhtqAR3RTIekV\/8A\/l\/0+H+5WLcev96D9W1ZX35VE1BDJWBWrBL+MP8Av8oVF\/6dv\/HHzLf3a8Xjd8ahx8y392oojiWHceNq0PcA1NQf\/iHE\/Kf9ifZWD8dvndwf2E+ylCia3+KmZ3IEAncDwNbbXE1YKAcpG5M6nz2j7KgX9MXvjD5lv7KBxi98YfMt\/doTTLIt45QNXWByGpY8ttPaadOCcYREKsWAYy0TPLRTy2Gum\/hVSf0ze+MPmW\/srYvSHEDa5\/2W\/u0obLSxXFLlsFrfMDfUj9U8hVc4hDLE6kkknvJMk0nPSfFER1un6lv7tJX4rdOpKn9i392pFE24APxCebfxtRUPs9IcQgCq4AGwCW+Zn4te0FDVRRRQkKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKA\/\/2Q==\" alt=\"Resultado de imagen de El mundo de los silicatos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El mundo de los silicatos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El mundo de los silicatos es de una gran diversidad, existiendo centenares de especies minerol\u00f3gicas. Esas diferencias se refieren fundamentalmente a que el enlace qu\u00edmico en el caso de las mol\u00e9culas org\u00e1nicas es covalente, y cuando se forma la sustancia correspondiente (cuatrillones de mol\u00e9culas) o es un l\u00edquido, como es el caso de los aceites, o bien un s\u00f3lido que funde f\u00e1cilmente. Entre las mol\u00e9culas que lo forman se ejercen unas fuerzas, llamadas de Van der Waals, que pueden considerarse como residuales de las fuerzas electromagn\u00e9ticas, algo m\u00e1s d\u00e9biles que \u00e9stas. En cambio, en los silicatos s\u00f3lidos (como en el caso del topacio) el enlace covalente o i\u00f3nico no se limita a una mol\u00e9cula, sino que se extiende en el espacio ocupado por el s\u00f3lido, resultando un entramado particularmente fuerte.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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bpmma6xa8CGSyxRV2IWZELHMKoO7jxOOK0urdcfSkWrOldgwCndDKwwYVEJBYlRlvGNtNdGq0bOv6y1pGAAkgky5VmQI5LbgGYYRs\/6RkxFeX631e4rA2mFpYMbIKDcTuVkMhj8x5xXpbqpfS36isvqBkNk95UOrJuVwZT6zkyAPbivnOp1szctFlDXGwYJEgNIx2nMY9hVIOPUlYmRTdNOjY\/DhZr++6CX2zzGBctQ0HgQSNvH2rX6j1D\/D9wtKyG7fR0LQGJPa0gAiAGgGY8RivK9B1NxLsou+fqn23AyWPGQMmtDrGquXGcumTcYlzEyWkgbcROMzVlWtkuMr6PSW7637IuenvWZKA99ppgQ3n4BnHPNA13qXbZX\/qBfplNtxduGkDBiIkCP9\/NaLUvaMoxGQfgkcEjgxNO\/wCMukg72UgAdsr+ePOZn5qiS9AqXXoEgphBVLa0dFroUyfhLqtFUVyLRVWjzN4iFFXC1ZVogWjzN4QW2pou2po8weI1StUIpgrQ2WvnqyHs8BdloTLTLLQ2WnWQ3AUdaC604y0C4tVjkF4CTrS9xafa2TgCTS162Rg\/vzVo5AcDPuA8gkHwRzXqPw3qrQYX7m0elClhCnccDfBgGJPt9q87cFFtdSa2gQKIE9sDaZ9wM\/vXVjnFrYjTXRq\/iDRJqC8WClxmZkedwK5Kgmc4ETzJFYHSdHctsbdy2Q02nCt\/l3gMYmCePkZrV6V1NcrG0cgGDbBkYknHnP8AWmNdZLkbLokkMATLMshiqP5BZVPJMqDVY6\/Rh72Y347SfTBwDd1DEx7EEnHODWZ0PoDX4ZF2gq2x2YbnMEEhRgAcwfbBNb\/4hS06eoA29LiqqEzta6C7syHLEsIGduOYgDZ0FubSBlCuVXutkA4hhhe0mSZP0jjPFUj8ujOKu2R03p72kAv3A20W1xAO6CPUDllxuAj6TjnFL9WF029qB1dZGUD3CuSdqq3ax3cHuzmcE7lkbOwLtiBstgzLKXX1LgHaPPbEAwfagdHuK7oy9rg2YOGKBjbuhcQFaN0qMDt8QS\/5i0eO0f4fe5cVrjG2e1sndejkMY+kYHauBIyOKrrdTt1W8WEKIfRBmF2Q7FSnBJCsSYiWPJzTSajV3tWf5dPadyAxK2ztBCtcYyXMxLEkDPFMazpTMzEQV\/xNp5n+UWWUn3OWB+3FFMDVC2r\/AAzc9RrlpjcO4kZ9O5ALfQ0yCAoEHBxBAwNDpwvBNjoWcyoBRUuBDAiCdrNI4H1RgGszrN\/U2NUly2N1pim6Butklyf2BHcD8TXsdUEVlJIa4dq5BnvRRcBYniR9J\/yHnJoqQOOxS67B1IOUYb94k3Ghge4Oc4juJI2HAE143rvTGQhXK7lTdcLKUUlpIVX8uFjH2+RXvxc9UCD9KiUuHbAM9yXPA\/hn4EGPekNb0wXCqlVLp6h\/i9zBiJXtZoncFysiMQPDcvwDXt7PG\/hAKXcAEhkBA8j+Ion95rU67pnd2VUbc964QqjlVOWgc525Pz4pzpumt+tdu3bZT+IFAQ9jo7lgsRIcFEGInPiiaey4Zt7wXltojeA578jhSYO748GnjK2NxpUB6XoBpgCbYvXWWVAkBORBkcyP0aaHqbqyWZUdxhuWAgnak8EgQDGRHOQCz1TXLgbi24ksUI\/dpO8nmDHz71n3r+4BVG1RwB\/xVYq9szv5UtCyLTCJXIlHRaspA8ZyrRVWrKtX8gRz58D703I3jOVKuFq4Wrha3IHjBba6j7aijyB4zTIqhWjkVGya+cqZ6XEWZaEy05ctEciot6fd5ge8efYVSMm+gOJnstBda0L9jaxU+DFWtJbYbDAuR5JWW9hPv\/arwUpK0K0l2V6K20kACSBmMgTGKB+JQDsaAGO6Y9sRP70\/Y2IwCwp7gQ5G4NHB9sgZ4qxtpJZlknG1gDtHBjxHmumfppdIVe9njLqUrcSt3qenRbrBZC49jEgE885o7aZFA9UKWjt2ggt7duP\/AGKpj5SVoDSRh9LsXZ3KFKZBVzAZpXbtMQDg5+a0dPqUcGy+m7l8bTtUkkiGxtM5jJ4itfTaVZ7bZUE7tsntMGZYmFEfmaQ6nbbfatoxh7gBVRBiFY7iZY9sk\/3r0Y2klRJoSIs6Z99ws7sYWSWVPT7hueDlZmW3HPA5D13qrp2myyJPdcJXgzB3t24BGScwMeab1Koz4A2Lp9QgAgqrsVJMe+P3rIvacaq0iOrKFmBBtsXz3ID2GSGEf0inc66FaD9c\/EanTXLiMsu3ad276CAIHOQASD9s0h0X8TJCKywQQz7SfUIB3hFnLr4IJJz4Fef6z0R7Esrbk\/RlPHcp4OQJHuKydNbXLNmCoAzksTkkZgQeKpCcZbSEcZLVn1J+oqXJuPuA33LjDsS32sQdnIMgANBPkEcVoDQ7rRubcu73BtM96+gAEJzAIAAOYFeA6J1hDd9J7Seke0ILcu3nIECCQCSR+VfR9PbLafZuEbXH04y1og7A07SSOCDAmmlpoZfqYl7XWrUNuFtEO4u0snqSZtNbJm4yxEjMbYJ8ofiDqwtlIQuLm64HfaqWkJCriIa5NssPbdwZwl+Lm06qLhtIbz3DuAYEhTOR25yPIn5ry9wblRpMQQq5KrDGQsntGZj3Jor80Lxvpnq9L+IvUdRkWydrNK4V4W4bikSFAkyvuRycbN\/rDPfCraNy20dwgyTjcpHC4HPkTjivGdJ6M14bpCqDEnnETC+eR+teq0elXShtm8gr3KdzMfMlU7VWAef1FXtNU0bwtbspq2tX3gM1trZHJAB7tubjCAAW2\/fycRB1du2Cj2YuNI\/mubxiSbhyxOPaZ+06FtVHpsQNps3FcMNoklPqB\/1pge4HihaazF67a3wikFEbP1uQgTiMT+k0ql6HUaMzWWbrcoqKBlVIMNJkswAEwVG0ccfde2lekvaSRtIJDRtBIJ9+1j85g55rObSoAQC3qAmUIggDmREx8mKMXRbHT0KIlHRalEoypVLK8CqrRVWrKtFVaPI3AqFo2nCgjeCV8xzUBauFrWDxlGGccV1E211HkbxmgRQ71uRHHFHioYe1fN4TakqOlx0LaVrh3KwEAbpn+Uf2+9GZyoHEBmfyYlQI\/WgjVemzMQFmFMie3x59yc\/ejIwMsv3KnyD5Ef7SDXqSi4q4qr7ro54y3V\/yD1NuSWHB5+D5oVu3ODx\/t\/emkBk5w04jOR8fPmqpaIMRHifGcTOfvQxwcZ\/rf1\/I0mmienWtwJMnAG4xJHOSv1DHI5FDvv2t5IIiBC8DwZx96bS2EtnMf6uc\/nzS+svFY4kjuHIk\/wBavfCTT6QjjaEbOnF5nuO3y0YifC+\/Bq+pVeEYrJ2bgJbtE\/UeMfHP60Owu\/csMBzI4kkwZ8xkfFD09jug7uZGJGJBn2\/4q0PiIxuMV+4Hjb2xXqtxVUoiwGJB3HcTmcmOQayzdazdtXFusSkHBJWG5Ug8mDzTetQ7ju5k0i9v\/wB\/4p8fxEnK4gljVUza6Q6tbfwWt3SR5P1dxM8x8ePtWN+Irhs3RbAO3au4H+eJCvH8rbcTWr0q2yvMARpr4ic8SCfmJx96Q6\/tFq2u0bowROONw+RP6V1ubg0I42qZj9Q6i10C0W3qwQSQJQdjOAxEnuB5MYog6FbdP4e5WO0wT3KT9O8TiJPcPf6aQtae4SWtgkoNxK\/ygea1+h2bqd9wBV3AANbIc7gZKMBIbbMHP+9Wg0+tMSmjO6Xpr2nN0paB2qJcH1JG9QYZecE4H5g19L0txVsKuI9K3kCO4DTkhYEDKBcYEH5ryF7eVUXLjb9xK27QAuMT9LH\/AC4PkeTkU1bs3xpriPcQXPWUSY2puNjtcxyC0HnJOfNVfSs0Y1pGN+Ibd3Ui0XtzBe2H+n6AnduOApJY5xzV9P0RLVsC4QTMAz25ILemJBuMR9h\/vpWVuAOst6oUA2roBJIIyhnI59z8jih9Rs3Lg3LB2qA3b\/EM4PjgktAgYHmKZO1sKSu0tiOh15tEKkopMyQpcKwXepkYOCMRxmmuj3C9xUMwTugZ3XIwzkwWA8TWebLyCwMkYkHgcRPitjoBVWIIyRg5x5Mf+fEVVdUU8f3n2aWvRVtBf9LD5O1mzk8Aj58\/esp77M24kztVefCgAf0mmbyz6BONtu8RGRi61uDIyD3Y85PihLaB8Y\/2oQtWNCEZPfovZaQQxMHMg+ZBkfeKaDe7E+xI7gPaZyOaDasgAACAP2FMLbqnLQ7wRbsobYnFEVKItuii3QLqINUogWiKlXCUbG4ggtWC0YJVglazcQGyupjZUUbNxGq6K6pFfNLGoqRSyaTawa2dvusSh\/Lx+VOVRnEx8TXRgz5IP7L\/AG9CTxxl2UF9BBIKqwgzlAcSG82yP0py3ZPp9jbhIA3ASufJAzyM1nuwaRJPvAx9iePyrR6FuFwyQqwoCiJJEYziP9hXuYckM8lzVP8AyckoyhddCbW2VmVlaMRzEqSSAfB4wKpqLZknB9j4r1PWFt7gv1llM4MbmM2xIHbnyfAI+K8jqL5yO3tJB5bjnx+dV+LxNSTitAxT1srprsqTABDQY4n+0UvqWZSDHz9+Z+f70O4CQdl0AkgyAMwMeatcZiAGMkDmIn5ivPyKMZWmn\/P+isW5LZnajJJpO9bnFaVxKUuJTQnQWinSLwt3IadhW7OfJs3FWZ+SKy9YzXGJyZJIHPJnApy6lLGQZBIPuCQf1Fd8czlVkuFGg5NpNqgWgcsxy3\/auJY\/rz+lW6kEUlg4AGxTj1GP\/wBuABBz8cUmmvuKxYwx92EmeJJOTj5pXW3nvNucya745Y\/dEps206rsm6pWWj0rK7WcbiO5iokEn4HEVdU1Daa7ugXTetlR7A7CBzgQvEzWDoIRwSpbkQDBM4iY817S3Hp4BUzbkSMQrCPiIyPGeas2uKa\/c0YtN2ZH\/wAo9zDkI6GGtuAu9QBhWb48SYj5qU6grgsoaQZ2yA4HJKEcke3wD9snXEs5ldsY2c7fJH6yfzqttKpFJhjibWza0lw3QUEuM7cDeDOZBzzjcKRtJFcCTzn70xaSnUaei0IyXzBWctE+AB+hY\/1Zj+ZoqJXW0plEpisYpdEIlGS3VkSjqlYokUVKIqURUoipWHSBhKuEooSrBaIaBBKnbRdtdFY1AttdRYrqxqKCpqlWr5sKWrL6rqRaZXcHYDlv5RiBu9vPNac1zKCIIkHBByDVcGRY521aFlG1QJLquBBkET2\/+aqLQWXM8eDxHmrafTLbG1fpHC4gD24qmqUPuB9ojMSRPAr0MWaNvx9L377X1\/ZHxt\/MMX+oXCigsdpEN5OYCifYftNZ41Oy4UZIBja4HJHhoGPg\/f2pu6+FHBMR+RE0PWafcOFJxg\/SYM\/2NM\/iJZdZPZuCW0DuaRX7kgHmREH7jz\/Whi0Zhu39wf8AtnIx4IqNPyY7T27l8qdpmfB4580U3MqGEZ+rgHBEfHI5qbb6foP5i2pRY7Zn5rPurWnqlMmRSdxa0ZL0Zp+zOupSlxK0bi0u6V145CNCDJVfTpw26j067scgUL2FIZSOQwI+4OOa9DeZjausBhr1kgg8iGLR7xsOT7Vi+nTdq9FprcckGfYCZH7n9TXdF3GjOLFNa3qXGbEk5jyRiai3bootURUrohpUUSom2lM20qqLTVpaqOkWtpTKLVUWmLa1h0iUSjKtci0ZFojpEKtEC1ZRVgKwaIC1MVaKiiGiIqKmoNY1EV1TXVjCwqaoDVpr5uIWmpmqzXTQMS9wD86SEXC0kSGDADyABjPsR\/Sm3QNyAYMiROaT1Wn70gnazQyeAYY70PKnHjFdnw00k4p03\/ROaf7Dt3+WcZH544\/WKtM0O7YDSG49h+xnmfmiKsCP61ObjVJhViF6wfXVtpK+mysQcc9oIn2Zsiq6vQpcTY4kREyd2PIIyD9q0GFBYVVfEzpU6oVwT7EbNpkXYXLgfSW+oD2JHNCuCnXFLXBTKbbsFUJ3FoDJTjrQildONi0Km3UbKa2VGyu7EzULenU7KY2VGyvQxsNAglXVKIEoipXVFjUVRKZtrVFWmLYqyHSCW1phFqiLR0FEdIsq0VRUKKIBWGokCrVFdRDR1RU1FEJFQamurGIrq6uoGoTFWFdXV85JHVNdXUDE0LU\/y\/8AcP6GorqfH86BLpjFTUV1IE40J66up4gAtS711dV4iMA1Vrq6uuApSorq6u7EY411dXV6GMKLUQV1dXXEKLijW66uqyHQ0lGSurqKHQZauKiuooYtXGurqYJFdUV1YJ1dXV1BgOrq6urGP\/\/Z\" alt=\"Resultado de imagen de Los cristales de hielo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los cristales de hielo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los cristales de hielo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR15_XksWir7B10waNWDtDgdiuoBxwK_rXmZA&amp;usqp=CAU\" alt=\"Resultado de imagen de Los cristales de hielo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al igual que para los cristales de hielo, en la mayor\u00eda de los silicatos la informaci\u00f3n que soportan es peque\u00f1a, aunque conviene matizar este punto.\u00a0 Para un cristal ideal as\u00ed ser\u00eda en efecto, pero ocurre que en la realidad el cristal ideal es una abstracci\u00f3n, ya que en el cristal real existen aqu\u00ed y all\u00e1 los llamados defectos puntuales que trastocan la periodicidad espacial propia de las redes ideales. Precisamente esos defectos puntuales pod\u00edan proporcionar una mayor informaci\u00f3n.<\/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=\"Resultado de imagen de Mol\u00e9culas org\u00e1nicas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas org\u00e1nicas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas org\u00e1nicas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Mol\u00e9culas org\u00e1nicas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTFiASx4gqxuykM98rxGoVSIrdVLwfDydrd9w&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas org\u00e1nicas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTMsjKfQJSuE48D_JkJ-OTxV44gl6tZQOHjvQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Mol\u00e9culas org\u00e1nicas\" \/><\/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 \u00a0 \u00a0 \u00a0Como decimos m\u00e1s abajo&#8230; \u00a1ser\u00edan millones!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si prescindimos de las org\u00e1nicas, el resto de las mol\u00e9culas que resultan de la combinaci\u00f3n entre los diferentes \u00e1tomos no llega a 100.000, frente a los varios millones de las primeras. Resulta razonable suponer que toda la enorme variedad de mol\u00e9culas existentes, principalmente en los planetas rocosos, se haya formado por evoluci\u00f3n de los \u00e1tomos, como corresponde a un proceso evolutivo. La mol\u00e9cula poseer\u00eda mayor orden que los \u00e1tomos de donde procede, esto es, menor <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>. En su formaci\u00f3n, el ambiente se habr\u00eda desordenado al ganar <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> en una cierta cantidad tal, que arrojarse un balance total positivo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/-zd1cM4ecLpLYZM4xh-O0ig7pQzixKztPSVFgmxOJLdUnUlyX41IzP4iiAlxUuMq1secXJEopAe7fLcP2FBLLndwQLU9gD7K1Lc0Bk7WESyOFgE80kGpYiVXy26FcK9VnJz5oQJadDAAQUx9oBfKc_FTC7gix7tGt8Cc90POqyN3Fb4_QlbA-LeTw7ybrXQkjo4ty5ApNbA09CEJwJS5-vIWwXCEQ7w0\" alt=\"Resultado de imagen de Las sistancias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No puedo dejar pasar la oportunidad, aunque sea de pasada, de mencionar las sustancias.<\/p>\n<p style=\"text-align: justify;\">Las as\u00ed llamadas, son cuerpos formados por mol\u00e9culas id\u00e9nticas, entre las cuales pueden o no existir enlaces qu\u00edmicos. Veremos varios ejemplos.\u00a0 Las sustancias como el ox\u00edgeno, cloro, metano, amon\u00edaco, etc,, se presentan en estado gaseoso en condiciones ordinarias de presi\u00f3n y temperatura. Para su confinamiento se embotellan, aunque existen casos en que se encuentran mezcladas en el aire (os pod\u00e9is dar una vueltecita por el polo qu\u00edmico de Huelva).<\/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=\"Resultado de imagen de Sustancias como el Ox\u00f3geno\" \/><img decoding=\"async\" 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alt=\"Resultado de imagen de Mol\u00e9cula de  Ox\u00f3geno\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Mol\u00e9cula de  Cloro\" \/><img decoding=\"async\" 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alt=\"Resultado de imagen de Mol\u00e9cula de  Metano\" \/><img decoding=\"async\" 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aNAgwboKFBRAQVugrdBKN2iqexNOZXOiI919nW+6Tq3yQbgcGdUYPSCMxMd2zyXSOay+jtMx3oMrYDZh8E8j5XQPHYS6Ne2Q3yH7KDmlUe+77x+aC0gICAgICAgICAgICCoKBdBn0eOVMX+zmkb4OP5oMs7WV276TJbxQRlTXSSG8j3P+8SfmgsEoKICAgICAg2XYTG4qSeSSbNldTyRjKLnM61tOWiCADu9fhmvu4XQbDtzjkVW+J0WazIWsOYW7zQBog1hAQEBAQEBBVqDZcRxqJ+G09K2\/aRyue647uUh1rHzCCuwmNw0k75Jc2UwyMGUXOZzSB80GuTuu5x5kn1KC2gICAgICAgICAgICAgICAgICAgICAgICD0HIGZBQlBRAQEBAQEBBVBUOQLoKEoKICD\/9k=\" alt=\"Resultado de imagen de Mol\u00e9cula de  Amon\u00edaco\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En cualquier caso, un gas como los citados consiste en un enjambre de las mol\u00e9culas correspondientes. Entre ellas no se ejercen fuerzas, salvo cuando colisionan, lo que hacen con una frecuencia que depende de la concentraci\u00f3n, es decir, del n\u00famero de ellas que est\u00e1n concentradas en la unidad de volumen; n\u00famero que podemos calcular conociendo la presi\u00f3n y temperatura de la masa de gas confinada en un volumen conocido.<\/p>\n<p style=\"text-align: justify;\">Dec\u00eda que no existen fuerzas entre las mol\u00e9culas de un gas. En realidad es m\u00e1s exacto que el valor de esas fuerzas es insignificante porque las fuerzas residuales de las electromagn\u00e9ticas, a las que antes me refer\u00ed, disminuyen m\u00e1s r\u00e1pidamente con la distancia que las fuerzas de Coulomb; y esta distancia es ordinariamente de varios di\u00e1metros moleculares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Las fuerzas entre mol\u00e9culas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Las fuerzas entre mol\u00e9culas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Podemos conseguir que la intensidad de esas fuerzas aumente tratando de disminuir la distancia media entre las mol\u00e9culas. Esto se puede lograr haciendo descender la temperatura, aumentando la presi\u00f3n o ambas cosas.\u00a0 Alcanzada una determinada temperatura, las mol\u00e9culas comienzan a sentir las fuerzas de Van der Waals y aparece el estado l\u00edquido; si se sigue enfriando aparece el s\u00f3lido. El orden crece desde el gas al l\u00edquido, siendo el s\u00f3lido el m\u00e1s ordenado. Se trata de una red tridimensional en la que los nudos o v\u00e9rtices del entramado est\u00e1n ocupados por mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">Todas las sustancias conocidas pueden presentarse en cualquiera de los tres estados de la materia (estados ordinarios y cotidianos en nuestras vidas del d\u00eda a d\u00eda).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<img decoding=\"async\" src=\"http:\/\/farm6.static.flickr.com\/5173\/5407059151_d269c97c33.jpg\" alt=\"Resultado de imagen de Las fuerzas entre mol\u00e9culasLas estrellas est\u00e1h hechas dee plasma\" \/><\/p>\n<p>El Plasma es el material del que est\u00e1n hechas las estrellas debido a su alta temperatura<\/p>\n<p style=\"text-align: justify;\">Si las temperaturas reinantes, como dec\u00edamos en p\u00e1ginas anteriores, es de miles de millones de grados, el estado de la materia es el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, el material m\u00e1s com\u00fan del universo, el de las estrellas (aparte de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, que no sabemos ni lo que es, ni donde est\u00e1, ni que \u201cestado\u201d es el suyo).<\/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=\"Resultado de imagen de Remanentes de supernova de plasma\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Remanentes de supernova de plasma\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExIWFhUXGBcXFxgXFxgVGBgWFxcWGBgYGBgYHSggGRolHRUXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0fHR8rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rNy0tK\/\/AABEIAOEA4QMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAACBQEGB\/\/EADcQAAEDAgQEBAUEAwABBQAAAAEAAhEDIQQSMUEFUWFxEyKBkTKhscHwBhTR4UJS8WIHFSMzgv\/EABkBAAMBAQEAAAAAAAAAAAAAAAACAwEEBf\/EACQRAAICAgMAAwACAwAAAAAAAAABAhESIQMxQRMiUTJhBHGx\/9oADAMBAAIRAxEAPwD5CooogCKKKIAiiiiAIuqLoCAOhXauBtpkaxG+kz2V2oAIxGYLIbG2TlKkI1vqqxKxQo4IlPQ81KjYRKQ5p6BLYAsVC1bE+C52UsqCC0EtkEEXIDhII56hIZen50WY2DiK5F0U0yaJRDQTYGYiopovgWBTNFl9JRarpOw7WTqCBRE\/CULOiZyLrmJ6NoTyqhanMioWLGgoTIQntsm3MQ8k2UJRFcRFwVITFRiCQotCFVF2FFgHFFFEARRRRAEUUUCAOroCgXQEAWARWBDaE1hTBvdahoo6BsE1SqaDcaafNABiDKg16K0RxutqZjf87ouGoZlxrZY0i979DstSgIaBoYk29gVQpFCtVgAiNo9UvSpcxafy6bqOadPfVBrU3Dyzay2jXRDQBNtzA6Xi67isI5pH23HNDaTHun+HUS\/yxJzAD\/8AW3uhr01K9GUJBsi5N0atR80KBu233VUidA8tpUZTlFZT6fnRGosIuJ\/pbRqQJtARyXK1IXA0TUOcABrt2QSwbyfklaHozK1PU7BDotg3iN5WjiKBIHf5pXE66f8AVJoVxpiOLpjYyknBaNVnMpKo1RnEhLsXURMqinQoFRRRYBFFFAgCLoXQFcNQBUBXaFYNV2tWpGpEpgSnP2x1i32QcPTkrXw5DmgOgEWHYJ0i\/HG1sQqUDPNEo4fn+Beg\/a0fCHnioJBJHlI77H+UvheHuHIiJ12VEynx0wOC8oggG9ucolauZNtoO3UfnRBbTfmIvm+XYDvC1W4ItjM0kEWO\/rNolOkalejKFEEAyJibe9\/c+yswi\/pHfsj4nDZIkH4tOY6H3RqfDH1HnKzK25l2gEbk9lTrsSnZRtK12mdT27Lc\/T+GohhOZ4e6wiLwfrOi1OD4Kkyk57gagkB0AklobmhoIGU9b6JDBHDlrnulpYdBAzCQRlOk2NkuSkmii0zFrMyucC2CCRJmZBO32QKtR0XDfvyuvQ8SxFOq93lLQ0eWPiM3l0mJ1kBYWJZoI0+YKrHYjCUcNYPcBAGYhvIETI2RK+JJLskgBoBgWvc+n8Lv7hzQ5rXAbOG9wB68oQuIUMrZbmDTYyNx2tzS1s1vQMYgFuUeW14G5MROqtSowCQM0+tpPtokQ335aI2FqOaZvG8cltUKpDGPqMIAAIywPb+1kVaIOh7rV8EZS4iNdSg0sG5\/wAEC5i\/rCm2kM02Yz2Cf5SWIiTZbz8OS4lwv6BY+Nb5jZI9kZxEYURMqiniSoSUUUUTCBXhVCI0IAjQjNYuNAT1KgY116LUikIWCbRE7o1GkN5TbcPABOnyPQ8iusoEiw+6olZf46BjBkaXkWV6DbExbQouFDmuI6yQtZ+GpuB+KBG0zO8C+63aHUE1fQhgqG5dAvE8407ozmRJY8l0idpmTIPTT1Wy7hrsrQ1oMXGpN4AEDQzPuiM\/TbiQ14yy6DsRJ5HXnZVir2ZJNaBvxga3OAHP0LyQXPuC4xFvh1HML0XAPCexxyhzjOZh2YXSQ2N466QsqjwEsqGnMuF2yCJgw6BqRHqmsJxejhq+U0yWNgF7XEPJF51iCbRy35jjaqPZt0rEf1nhQyu4UyQwiYPKxid7z7LFdi5JfPnnyt2ExJ06e6+k8dFPEsaAW535zSi5t8IvAA+KToIXz7iWAAdZuXmDJvpIPWZhNxvNJNbRNvVjeCxrnUjSILnl+ZmtiBGv+UzHSArYPh4c1xPly85IJnSfdL4SkW6fkLVLiGmYAH+NyCc2aDO9pVcHG6FjyJmVhMMHlxe7TSLS4ydVMLTDA17hMzlExoYJ5\/wBr0eI4ZS8Pxw4MBaS1l80hu4B33OglZdOnSqMc95IAMNLW6ABzoInWItsszT\/0bExcSQ1x1BBkzb83VaocbQbC95EEW0tMbd0fHcNcAHDQxHqJFgkBVIbk0EyU9X0Dv0BC0cJiSDncARy0HLb6JujwF76bqgYQ1sQTEFZ7aLZADszibBtxpZJJpjRTQbEElpGk3OhN9ACs2nXynLNpuRrHTmtLHABvmBaRq3cmLTyj7rCLlNK0bN0w2LqeY5fhnyyIMTaQN4680jiwOg10CZiBOpKBUbbosa0TdmfPRRMeD2US0ToyVAouhcpM6AjNCGAisWo1BGMWlh0th29uXZM0KZmRe6tGJeCofoUjBDoix6XOpVqbMpsRblcFNcOaXPAcJsRbTv2C1DgaDDDX+I4\/4wQBzk940TddnRVq0Y\/7Yk5iABEzsQvU8CwbXsdUpgue0izc3wxcADUgwNVi8SIyjIC0gXjQHeLW+qb\/AEvi3Gq1n+LiA5rfLsBmt+XTuNoTOnR7TDNMCKYa5whuWcztLkcwAT1ssfHYlrHFtQOcReQYIcL76Cx9kxx3GlgpgeR8Ew0mwksbfWLGD7rz78Y8jK\/zWAExz10m5W8XHkrJzlWx3iVYl1PEUzJaSY\/13cTGok\/I7LnHsGH5cSwCKgDnAf4u6gdQbpSnQIiCZnQTERv\/AAtfgNGf\/jc45DIy7Q6ZHvdXxxprz\/hD5b0IcNxT2gCxDSYDhMZm5XgToCD7rRqcNHhNc05zlGdm4BcTPtZXfhGsLmlpJb1jf6KleoTDhI2sbgdVrSbtE82DpYcskCe\/UoVcEkOi836kFbdem0sa6STEuAm5sJ9\/qsh7HTqtUrJSvwzMZ4jiTJMgNMmJaNo5JCsx2XJmtc7xJ1PtAnotp4K63wssZS59ySbAW0gahM0vwaHI\/RTh8MpFjm\/FJB3BIgO9hYamSi0eGwMwDWuMgAkEzuY10SuLruzS3y3kADQ7ew+ivSDjlqB5kWM7Rf26KcoV0+zq4+a9CvFOOYhzfCdUlosWgw0xaSN1n0WtbD2v8wBtliJETPJB4lUl7j1P51UwzTPlePNbXUcidksoqtaK3bDVM7mOJMgCxiLONxO6xHi+63zhgD4Zc4jnENB3jnylZtem0k6x81LSGkmKvxBjQfwguOspysxgbaZ300WZXqctEt2Tk8TniDkogSolsnmJBXaFGNRqdI8lzCJNlQ1MU2I1PBjcxptKaZh2gmHduq2y8eFgsPQO352T+BwpcZMN5XsTyRMPkBsRI7iP5WkQ21pMANjnGvVNHk2dUeHQ1hsQBSLCIkwSNNtB6bJQ1AHeUyRvpKBiMPUbFpETMyI09Cr4XLIBMG21vzRdcKI8iZpsrkjZxdYki+1+94laXBMO2lFS+YvsGgGWgXAk2Eys3h1NuZonU3O3bqt6pWg\/ACcp6yJvpFup5KrjejnlKlZevLgA6m0CSQSJM2BgntMc0scPEj8HUJmlXzgX6D+kTD0wXCdE6Sijjcm+yuHa42kna2ifwOGc0zprrYXGi06FFrQMoutGlQlt4UpcngI8g+k9skgGxkoGIrgaDUXB6jVeuqcM31CzMZwVpdI9lseRMNowxWjKJt7WJuPomntD5IgX2WgOFC0t0ld\/aAaWTZLwGYL6ETIQqdGNY9dF6HENDQRCyMQ7YJ4ysRmPxVpAn2RMBhGlj21DlzRldMnSfhnSd4RsZTa43sJ+ay8Y+mzzFhLg63mtHIjcXWzTcdF+B0xPG8OLCAQTOjosQeSlMtpky3MRYS3Qm83t0R8RxRz2jM1pyRlAhsDaAOXLqs2uXPOZwBnUjX5brn2+z0deDlfiJhuswA6GhoFzINpO2vJYmLribDv1WhVJZzgiSDueoWPiJFlO0LKyrq82P\/EnWTTjbQSknlTbIzv0FmXVVdSEi9GWncWg9k5hKU\/kpSiB6JqkS06SFM6OPQ6x4dYn7LrabZkHrBGqUFIzAmfdMvYWRbSJ7xJTKBb5P1D9GlaZgHns6LJjBVC0w4ATodR+WSoxBJAdZszaImNwVDDTJq+WfKYIv1WYssuSPg7UwL3T5o1LZ8oIBmRsQkCxzTmJvtF9LLUZjqAEPqEzDtiAXXnXym3ZGr4NrWh4qiozMLNBkTsZFt\/ZVhKmEkpLQvw7EkEkNFwR2trO3dbOHcXNt8QOpJ8rRPyuicFwNNpzuObKzO5otI6TynTVeixn6gZSgspHLAEFobDTvb4p67yrS5XdJWRlxKqPL\/8AuBBJiAXQLQBG2bfmtbDuvMpXiNFuIqf\/AGOnQBzQ3KDcw0e3onMPhXARBsNTurxmmqfZw83DWzew1aRM2Kao4yHQZWHhZggHnAVsLXJeAZmR0B5wlcUQR61lcG3zVa9PdZuEdEgSCDvoey1w8ObJ13HbmudqmaIudt+BIVoBuUfGvg2WNj6pNhrz5K0YmFeIYobOCzXVQ4gHXor1mgC52t1\/tZ7KjnOysHmNxoNFZaQfG29HOKOFhv8AnzWPi6b678rGk8yBP5C9BU4NUe3OC1sls5swieVuiVxVbw2OpUQALZr+Z3SDYRJWPlvUTs4v8bHchGnhBTY0QCZcCSJ3+Wmyq3AsLS4Pb1BtF4SeJrGQHyRpE6X6JF7XXc0GSco9lFv+zsyS8GcaWuAF5Fpm1uqzKtDef7UeHi8RCjX7O\/sKD0TbUn0UqvbBmJAWdiSNk3XbG4KRqpGS5PwCouqLLIUFpNB5p3B6xdUwVPUWTuFpZTmcCOsfkrEjpitJhsE9s2BnYzpHPnKKMIahc64F4MWMbKjMNmPlMOk3Gka6bHVH40DSZTZml5GZ5btJMNnoPqqqJr62JYqqW+UiHA6Ebfbb3QMZiszGjKBBNxv6JYulHwVOXFpMAgg6HtqmaJZMXo0TmBgc9tPwI7ce6mfI86X031i+nVFoYgUjUAYHEtLASZAkiSIOtvms0UyT3KlTsMsVrs9dwj9UVJBeGuDSPiANhfRepxX6ksCGtLWg9jJ57G8SF81oUnMImeYtqBI9bymncRJP0\/NldRi9sdcrrZ7jF8aaHh1BuUEG0kxcXJ+sJng\/GnZocRrvv29l4+niA6HAQRcxa4\/1jZPYTEPeQJ002gDQHnqrRjGjJ\/ZbPobnUnO0GY7pFzXZzGk8pSXD\/KQHTmO9oB\/gLer12+GAdTu1FUcTVMJ4zGNLnS5xiCNGO+60PFkZueq8rRzU5GogQDcFq28Ji8wgi358kkomDFTDlxI2SVfBAA5hdaorBqpAdJ2P57rFJgeZ41hAYym+w0+amD4eCwNkGHZswALgCDIvbX6J7iFZtMyWui4zRI7FYdTHm5zQDAyiJy6SBofqsllJUjv\/AMaqRh8er+fKx7iwEgG973MID6gNMZvMDF92wdzv\/aNXwOrs28AEzImxBOoKDVygAD2jfT00V1TVIs4Nbsz62FJIEZR0m+9vRNsoE\/EWi4jnF0anXgACnn5ku2G8c+qRxOOEwR26fyuaSZSOMdg8dTa0+UE\/S\/Iysl+XUkp497awlqzmnb7eyl0JN2Z9VzeSXemawCVc2EjOWVg1F1RYJRv4SkGXOtoH9LRzUntIglwFgDBgG4FjM6+hSE52Am0SJ3PZUplzHMIuD873aqxjezqbo9HTwtPw21aIc\/KBmk3zWgQB9Nl53HvY4uMOa6dJlo5i4ndbvDC2pnp0wQQJa0nMXFp+HqYJjlZZ\/EMGaTsroNQgyAZLSDHnTxYsujDa1aWEp0msJfn8QkQBAhljMnc9tuqvh67WySwBwGkWcN4OxhBdWzue82JJI\/j2R2TVCuLAlwbMTaYJIm09UBrSnvBm8fgUyFp0122uNk1CMDQrweg\/DCs5gm41UoU4dJuBc9t1q0qbawljGsixvqb8zyj2WqvQYPAvbmFgRNxpN+fNe2qYVtPIabPiaLOMxNwdgY0svK4PDMpOBqXcDdnKJ3G2i9ca7Q2kSBH+5kEm8DlHROv5Iabaho0qNOZMXPL7cgs2pjCX5dItHQJ5mIaAfMNNljUJfUc4TM6qyVHJFNnoGC3mAITeEaxo8vP\/ALqvP4ys5p+P5\/ZEw\/EQAJvPokcdG4urPSnEsPfkh1ccJygrOAD4cIkjn6JYNynzGCNylUBWKfqzGPaGOa6BJB+ot7j1XjsTjHF2b6WXpeNM8UFheOYjZw09F5bEYCq0wWqqVI6OKf1obZjC9kOOlgOfQ9LqxoEtLgbtG9yBtG55IOBotD2tqnI10ea5Eb6XjqE\/imCmXXe6GkCLiZ+YhTlp6O+Eso7MOrXNxMDrqlqgJEzPZHrMB+BpPM7BK+JEhTk7ItUUY88h9UJ77mfWyvn5G3VJ1j2UZCuRHv5BKvKIXIbipMlJlFFF1YLZ6qhhatRpLQS1tzA07oOHe5hIif8AxImCYv0KZ4ZxapTBykC14i4tZa3D+NVZgNa7NpmaJMxmBt8NgqptHZivGIcPJZNQNgiQCL+Yg35TseiL+7ph+eo0ZnXJIJGaLEEfNaeI434jH0WtDQ46gZnZwZMT8LSDC81j8MfLkJM2yxcO5W1TR3\/IST\/B7E0mVDmdVpuAuGNGUCTcAGIv3TVThoZRFRtIkNALqhMMkmA0WuZItMkBeaYxwdBkEaytw8ZqvYykX+Rthtlvr\/arX4ItgsWJpeI1rQ0HKQNZIkEj0WT4pPbfn7rXom\/h1CSxzxmNs1txO8HVKYo0mVXBgJANs149hdBkogqFEvJaxpMm3ONbnTQImGqkeWbTPrzTBx7smjWjSAACeh5C6WpMaXQ45Ru7WPRatGNfgeg6XH3XteBYIYmnleHFrC7Q6TcW63C8NTrxIBtz0nuvq3\/p3VpOoloaDUAOed72j0RzTa47NS1R4SpSymJLb6E\/CNpKJRxRaZBH27oHFqsVagJkZntHQBxAsl6dWImI6fJXT\/RXHWjWxmILrkDTtdK1armkNMgxv10R6dFzQA6CHaEGRpGqpxen5wdyG2jS0a7pk0ZBtOh\/BYyPDBN5kTvpbrOyV4vjXCo5k5gLjX29PsjYjGAZC9uVhaQ1zbkRcTziLo0NrtNZg8zWhrt5iAZ5Te45qOVPI6XxxZ5itxB0qzOKPIgG8b3TH6jwBa\/OAfDcA5h2ykSAI5C3os7B4YEOM3EEDYi4P2KfLVnP8acqoOcW45R8RBmDcdY5JqriyQZNiIN\/l9PZZNcFrp9loYKlnY7zDWRzJ3CWT9LcbrQpSqZDBsJF\/vbVL4xgyz1On\/NOSPVaY5t57g6+iEXtcJ2AgiPYqD\/obtUZzmgoFQo9RnJLzzSMiwDkIlHe1AcoyJs5KioolFNahWhoG825LUoYh5YAHkTbuNfqkzVgZQZgWsD9pQgbN5xfsrHRGVaNDD4ghxBkyCDPIiCtDAOaDlDxeYiAL6Q4\/CVhMrTbdNcOxDqL803i7eY5Hume0OnsexeAyF5ftaLj\/HXnF2wd7qtagKLQ0x4tiQdWgizSNjf5pjE8ab42Z1Nr22yh0x\/sA0C0bXWLia7n1HVHg+clx9eu\/wDSbjb9Elro1ariXB7jqJHl0AsJ9lm1KDpmOeoInVPcKxZZ5tRpcAjnoe3yXocRwx1V4IAB\/wAhOlgbNGgurOkCWR480TvYjbouZTHRbnEaFFrol2Qhzubnf6yD+Qs7i+NDvKxuUQNyZtZZbFoTpN+S9v8AoPi37es3cPGV07SbQV4Iki+i2uGcQ8gaG+aZd1gQEP7aGh3s9X+tOANbUdVpulr5dqMoMyRPO+nXZeXp4B72+UEuBAjeDMAD1C9jw\/GtOFdSrfEIcznMkEzsClxg6dNzaniZiIiCAARe\/U2AWQcoxxfhXBGVU4c\/D+H4hs8E5ZktgAmeVzHdWqY4AZHMDhmzAOPmGsxvpHqmn1WVXy113ZrEHS+a51Mwevos\/FcNl2djxfMZNtDEe0e63L9BwS2jcpgVqTSQC1rGgsMfFmygggWIG\/VZnCMRUo14aCATlAdoSHfC7b1V28Rayk5lJ3mLRmkAaQZBF9dN0jRfTBL5s6WwSQRI16\/NLF1a8HlHao3eM4huJbEGaeZsAR5SZEADZw25ryraGWplIIabGeX59UZ1d7agcHai0E2C5xPHucW5YIAtOsST9SfdPFYqvDGvfwSq5XPEkwNY1yzt6IVSsBmym223ZAxOJLifbSLdVWmARJO6yyN70P0nMIu4wYkcj3WdiHaxoqPqmfp0Q6h3CkxnK0UrJZMVXdf6Qi0RqpyZOSsA87KuLpBji0Oa4D\/Jplp7FVehOKk2RbJKirKiwU3qTGwW3LjJAsNrC6SdIMclalVJ7\/NcrVZ6nmrJlvCzKpj8lMNJMAXSfidO6Zw1eHCFtmxYes\/M1omYMxynbroFq8NoCo0B1miwP\/kZgxyus7wRm7ECO5+i2cK+HeU+XTaR0KGy0Y32X4LgqZqBjvgElz+omzRvsPVMYrFua5zgS0zA5CIEewVP3baQygnmS4SGzrMaz9lh4vFFzpkuGxNufsqcct7B\/VGhieFOPmlxJMgAZoaYu46zraNklVos1dUzCYluuXa2xQcBiyX6zPfXbvuPVP4fAU6r5fWDKYi+W9zcBvSTfoESl+kezLbhNQTLbmQPzomeHNg6W26RufYp\/FMo0wGtL3D\/AMoBBi4tMoNerTIGQENi0k3MXE9ytTGR04\/zEmdxM7H+kxRxrZ1NtJOuggrLFQDLYXm3Xruphsa4VBAGtgQIG0ps2OpbPRYdpdTaCQb2IGl5+ZhAxmNLXlsnXSel+3JcqVslSAQQDHrqsjiRcahJ7ylsu39dFqdY5iQDP5qhVnbuN\/8AXl1CvQGdjjna3IA4A2LpIEAbndZxqwTup5uyba9G6+IIhtx9kYVpA0kLPr1Z80z07ID8RyKzKzPkxHcTUBJNp\/lDoGSB+eiW8a0orMXFwN0Zk7TdnaxAJAmOvzQTO6s6u0mdOaFVxAvCxyFlRHlAfU2VX1EIvSSkSciOchkrr3TdUUxDsqLiiANCg8Aj5lFNC52G288o5pRr0xRxMfXt2TplEdgExonKDGwQTf8A7\/KU8dsyAqvrSnTGtI2TUEA8\/lCO2tDZzXJG8mb81htxZiAiCuYvotKfIOvxZII3Nr9\/wJSpAkC5ja4\/6o2pEzpH5Cj2tmRJ0nT89ltiN2co0yCPkeSdNMAEl1yLEyNeaHVaPLlnS83uEWhh9c5mANesG\/RGRsYkp3LGHQgyRaddb7JhtA+Ew6gOMgD4bk357e6bouokluY9HGOkQCLaaoH7pwe7yxTM6QBf72WZNlMaF6lGBnmWkQDsTFwDsRInuFfAsb5nOIOUDaxJtBPf3XMfxFmU02DyzMm0E\/EQBosz9xaJ1\/JW22LaTNFuIBdMzeZ+913FkuOvVI0nxuuOxQM80XZWMkkcxTTMC3TRL5TCO6qDcoL8QdJskbJyx7KOJ0F55fwlCVdz4NihapGznkzocoXoZK4SssWwmZVzqpKoUWYXLlWVxRYBFFFEARRRRAFwVYOQ1ZhG6ACAolVwLjlEDYdEFpVltmhQ4IrCCEqrtetTNTHXkHS65ReGnzCRf+EsypCscROyaxrQ62pkMTJH8XVBXMgk6+qSfWJMqviLMjczS\/cNBi8SrfvZsY9lk5l0O67H3W5B8rG6lSTbRDA3QRUVXVFjkLkMOrQIQs6CXLhcsyMcmw3iKpqIUqSsbMtli5VlclcWGEUK4ogCSooogCKKKIAiiiiAIooogDqjdV1RAFl1RRAHV0KKLTSLgXVFoEZquKKLDCKKKIAquKKIA4ooosAi4V1RAHFxRRAEUUUQBFFFEARRRRAEUUUQBFFFEAf\/2Q==\" alt=\"Resultado de imagen de Remanentes de supernova de plasma\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQaVfm1adAZ8agZl1zXty6xuKH4J_kbonLEO1vS-xolbbFv5iI23g&amp;s\" alt=\"Resultado de imagen de Remanentes de supernova de plasma\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El estado de la materia m\u00e1s abundante del Universo es el Plasma<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En condiciones ordinarias de presi\u00f3n, la temperatura por debajo de la cual existe el l\u00edquido y\/o s\u00f3lido depende del tipo de sustancia. Se denomina temperatura de ebullici\u00f3n o fusi\u00f3n la que corresponde a los sucesivos equilibrios (a presi\u00f3n dada) de fases: vapor \u2194 l\u00edquido \u2194 s\u00f3lido. Estas temperaturas son muy variadas, por ejemplo, para los gases nobles son muy bajas; tambi\u00e9n para el ox\u00edgeno (O<sub>2<\/sub>) e hidr\u00f3geno (H<sub>2<\/sub>). En cambio, la mayor\u00eda de las sustancias son s\u00f3lidos en condiciones ordinarias (grasas, ceras, etc).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTIOvpX7plLyRQlRdcRY-x4HsYgMhCvbeaBng&amp;usqp=CAU\" alt=\"Resultado de imagen de Composici\u00f3n de las estrellas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Composici\u00f3n del cuerpo humano\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las sustancias pueden ser simples y compuestas, seg\u00fan que la mol\u00e9cula correspondiente tenga \u00e1tomos iguales o diferentes. El n\u00famero de las primeras es enormemente inferior al de las segundas. Una estrella, por ejemplo, est\u00e1 conformada por sustancias compuestas y, nosotros tambi\u00e9n.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F02%2F05%2F%25c2%25a1materia-inerte-%25c2%25bfpero-es-inerte-la-materia%2F&amp;title=%C2%A1Materia+inerte%21+%C2%BFPero+es+inerte+la+materia%3F' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F02%2F05%2F%25c2%25a1materia-inerte-%25c2%25bfpero-es-inerte-la-materia%2F&amp;title=%C2%A1Materia+inerte%21+%C2%BFPero+es+inerte+la+materia%3F' 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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