{"id":2244,"date":"2024-05-12T09:01:12","date_gmt":"2024-05-12T08:01:12","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2244"},"modified":"2024-05-12T09:01:31","modified_gmt":"2024-05-12T08:01:31","slug":"las-estrellas-nos-trajeron-aqui","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2024\/05\/12\/las-estrellas-nos-trajeron-aqui\/","title":{"rendered":"Las estrellas nos trajeron aqu\u00ed"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b2\/Eagle_nebula_pillars.jpg\/800px-Eagle_nebula_pillars.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En estas Nubes Moleculares Gigantes nacen las estrellas<\/strong><\/p>\n<p style=\"text-align: justify;\">Las estrellas brillan en el cielo para hacer posible que nosotros estemos aqu\u00ed descubriendo los enigmas del Universo y&#8230; de la vida inteligente. Esos elementos esenciales para la vida se est\u00e1n fusionando en los hornos nucleares de las estrellas. All\u00ed, mediante transiciones de fases a muy altas temperaturas, se hace posible, a partir del simple Hidr\u00f3geno, hacer aparecer materia m\u00e1s compleja que, m\u00e1s tarde, mediante procesos f\u00edsico-qu\u00edmicos-biol\u00f3gicos, hacen posible el surgir de la vida bajo ciertas circunstancias y condiciones especiales del planeta y de la estrella que orbita.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ8pxBDLmBprFJX_F9nQrRdFujjZuuDS4iPkg&amp;usqp=CAU\" alt=\"NGC 2359 - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQayvVGuM-dOEn-JgFMvIp_sGLe-T9wsazv0Q&amp;usqp=CAU\" alt=\"FORMACI\u00d3N ESTELAR | Cuaderno de bit\u00e1cora estelar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En el oc\u00e9ano de gas y polvo se forman anomal\u00edas gravitatorias que forman grandes grumos de materia que se condensan m\u00e1s y m\u00e1s, giran y atraen m\u00e1s y m\u00e1s material, en el centro del remolino la materia se densifica hasta alcanzar enormes temperaturas y se produce la fusi\u00f3n de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>. As\u00ed nacen las estrellas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.circuloastronomico.cl\/imagenes\/neb\/vista_orion_b_436.jpg\" alt=\"Astrof\u00edsica Estelar 9\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pero est\u00e1 claro, como digo, que todo el proceso estelar evolutivo inorg\u00e1nico nos condujo desde el simple gas y polvo c\u00f3smico a la formaci\u00f3n de estrellas y nebulosas solares hasta los planetas, la Tierra en particular, en cuyo medio \u00edgneo describimos la formaci\u00f3n de las estructuras de los silicatos, despleg\u00e1ndose con ello una enorme diversidad de composiciones, formas y colores, asisti\u00e9ndose, por primera vez en la historia de la materia, a unas manifestaciones que contrastan con las que hemos mencionado en relaci\u00f3n al proceso de las estrellas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Caracter\u00edsticas de la tierra primitiva\" \/><img decoding=\"async\" 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\" alt=\"La Tierra primitiva tuvo continentes y condiciones para la vida muy pronto - Axx\u00f3n\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Poderosas fuentes de energ\u00eda en la... - Adictos a la ciencia y la historia | Facebook\" width=\"339\" height=\"318\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Real Circulo de Labradores | 17 de enero, conferencia 'La Tierra primitiva y el origen de la vida'\" width=\"443\" height=\"295\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando al f\u00edn comenz\u00f3 a enfriarse, se formaron los oc\u00e9anos y la atm\u00f3sfera y el agua comenz\u00f3 a discurrir libre por los vericuetos de las monta\u00f1as y se formaron lagos y r\u00edos&#8230; En aquel calor, en presencia de la radiaci\u00f3n del Sol, de los elementos qu\u00edmicos presentes y de otros par\u00e1metros singulares, surgieron aquellas primeras c\u00e9lulas que dio comienzo a la fascinante aventura de la vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La c\u00e9lula. 1. Introducci\u00f3n. Origen de la c\u00e9lula. Atlas de Histolog\u00eda Vegetal y Animal\" \/><img decoding=\"async\" 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\" alt=\"El origen de la vida\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Tema 3 origen de la vida y evoluci\u00f3n\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"AMIGOS PARA SIEMPRE: EVOLUCI\u00d3N DE LA VIDA EN LA TIERRA\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0La evoluci\u00f3n se encargo del resto<\/strong><\/p>\n<p style=\"text-align: justify;\">Desde el punto de vista del orden es la primera vez que nos encontramos con objetos de tama\u00f1o comparables al nuestro, en los que la ordenaci\u00f3n de sus constituyentes es el rasgo m\u00e1s caracter\u00edstico.<\/p>\n<p style=\"text-align: justify;\">Al mismo tiempo nos ha parecido reconocer que esos objetos, es decir, sus redes cristalinas &#8220;reales&#8221;, almacenan informaci\u00f3n (memoria) que se nos muestra muy diversa y que puede cobrar inter\u00e9s en ciertos casos, como el de los microcristales de arcilla, en los que, seg\u00fan Cairns-Smith, puede incluso llegar a transmitirse.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/4.bp.blogspot.com\/-gSeovTt1OF0\/VFaANen481I\/AAAAAAAAAp4\/gBwOqVeJTTg\/s1600\/PICT2563.JPG\" alt=\"\" width=\"626\" height=\"615\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Incluso podr\u00eda ser que la materia &#8220;inerte&#8221; no fuera, en realidad, tan inerte como creemos<\/strong><\/p>\n<p style=\"text-align: justify;\">Porque, \u00bfQu\u00e9 sabemos en realidad de lo que llamamos materia inerte? Lo \u00fanico que sabemos de ella son los datos referidos a sus condiciones f\u00edsicas de dureza, composici\u00f3n, y otros datos que la definen; en otros aspectos ni sabemos si pueden existir otras propiedades distintas a las meramente f\u00edsicas.<\/p>\n<p style=\"text-align: justify;\">\u00bfNo os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte? Claro que, esa materia nuestra ha evolucionado hasta el nivel de la consciencia.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/tendencias21.levante-emv.com\/wp-content\/uploads\/2019\/06\/3278785-4697203.jpg\" alt=\"Primer paso hacia la creaci\u00f3n de vida inorg\u00e1nica\" \/><img decoding=\"async\" src=\"http:\/\/tendencias21.levante-emv.com\/wp-content\/uploads\/2019\/06\/3278785-4697208.jpg\" alt=\"Primer paso hacia la creaci\u00f3n de vida inorg\u00e1nica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTW_yxOdIs3NvvVF9lZVbK2VqLT505wa_qang&amp;usqp=CAU\" alt=\"Imagen Del Microscopio De Fluorescencia De Las C\u00e9lulas Humanas Que Experimentan La Mitosis Stock de ilustraci\u00f3n - Ilustraci\u00f3n de imagen, microscopio: 100397657\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRyXQnEbdTQZ2MrZc2UxwFNDU27pf-GH7LQRg&amp;usqp=CAU\" alt=\"Leica DFC9000 [Translate to spanish:] sCMOS Fluorescence Microscope Camera | Productos | Leica Microsystems\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00bfHasta donde podremos llegar&#8230; \u00a1No hay l\u00edmites!?<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Un equipo de cient\u00edficos de la Universidad de Glasgow, en escocia, afirman haber dado el preimir paso hacia la creaci\u00f3n de &#8220;vida&#8221; a partir de sustancias qu\u00edmicas inorg\u00e1nicas, un avance que podr\u00eda propiciar la aparici\u00f3n de una nueva \u00e1rea de la Biolog\u00eda, la &#8220;biolog\u00eda inorg\u00e1nica&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/lopezdilan-190329225430\/95\/lopez-dilan-1-638.jpg?cb=1553900282\" alt=\"Lopez dilan\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Pero el mundo inorg\u00e1nico es s\u00f3lo una parte del inmenso mundo molecular. El resto lo constituye el mundo org\u00e1nico, que es el de las mol\u00e9culas que contienen carbono y otros \u00e1tomos y del que quedan excluidos, por convenio y caracter\u00edsticas especiales, los carbonatos, bicarbonatos y carburos met\u00e1licos, los cuales se incluyen en el mundo inorg\u00e1nico.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo cambian los nucleones al ser confinados en un n\u00facleo - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son los nucleones? - Quora\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan dec\u00eda en otros trabajos, 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;\">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 <em>C<sub>n<\/sub>H<sub>2n+2<\/sub><\/em>, lo que significa que una mol\u00e9cula de hidrocarburo contiene <em>n<\/em> \u00e1tomos de carbono (s\u00edmbolo C) y (2<em>n<\/em>+2) \u00e1tomos de hidr\u00f3geno (s\u00edmbolo H).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Un \u00e1tomo de hierro contiene 26 protones, 26 electrones y 30 neutrones. Determina su n\u00famero at\u00f3mico y - Brainly.lat\" \/><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/u04laestructuradelamateria-130326091748-phpapp01\/95\/u04-la-estructura-de-la-materia-31-638.jpg?cb=1364289536\" alt=\"U04 la estructura de la materia\" \/><\/p>\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\u00e1nicos en cuyo grupo est\u00e1n el einstenio o el plutonio, artificiales todos ellos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTQFpWT8uFqAxQhOWHz2274NuKQ4Z_2jFtwnw&amp;usqp=CAU\" alt=\"C\u00f3mo est\u00e1 constituido el n\u00facleo de los \u00e1tomos? - Foro Nuclear\" \/><\/p>\n<p>&nbsp;<\/p>\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAkQAA\">El\u00a0<strong>di\u00e1metro del n\u00facleo<\/strong>\u00a0est\u00e1 en el intervalo de 1,75 fm para el hidr\u00f3geno que equivale al\u00a0<strong>di\u00e1metro<\/strong>\u00a0de un solo <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> a aproximadamente 15 fm para los\u00a0<strong>\u00e1tomos<\/strong>\u00a0m\u00e1s pesados, tales como el uranio. El\u00a0<strong>n\u00facleo<\/strong>\u00a0at\u00f3mico se describe con los siguientes n\u00fameros: N\u00famero at\u00f3mico, Z, que es igual a la cantidad de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAkQAA\">Pero lo m\u00e1s asombroso del n\u00facleo at\u00f3mico es lo que all\u00ed sucede: Est\u00e1n 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>) formados por tripletes de Quarks que est\u00e1n confinados por la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> que a su vez est\u00e1 mediada por Bosones intermedios llamados Gluones. Ah\u00ed, en el N\u00facleo, reside el 99% de la masa del \u00e1tomos<\/div>\n<\/blockquote>\n<\/div>\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 style=\"text-align: justify;\">Hablemos un poco de mol\u00e9culas. (No debemos olvidar que existen especies at\u00f3micas naturales -las de la Tabla Peri\u00f3dica de Elementos) y otras artificiales conseguidas en el Laboratorio que son radiactivas e inestables.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/concepto.de\/wp-content\/uploads\/2018\/02\/2-e1601903874940-800x408.png\" alt=\"Tabla Peri\u00f3dica - Concepto, historia y organizaci\u00f3n\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img2.freepng.es\/20180419\/oyq\/kisspng-periodic-table-transuranium-element-radioactive-de-periodic-5ad8f292e70af4.8421443515241673149464.jpg\" alt=\"Tabla Peri\u00f3dica, Transur\u00e1nicos Elemento, La Desintegraci\u00f3n Radiactiva imagen png - imagen transparente descarga gratuita\" \/><\/p>\n<\/blockquote>\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAUQAA\">La tabla peri\u00f3dica actual cuenta con 118 elementos en total. Sin embargo, los cient\u00edficos est\u00e1 intentando sintetizar nuevos elementos artificialmente. Por lo que, no se descarta la posibilidad de que la lista pueda aumentar en un futuro.<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAUQAA\">\n<p>\u00a0 En\u00a0<a title=\"Qu\u00edmica\" href=\"https:\/\/www.quimica.es\/enciclopedia\/Qu%C3%ADmica.html\">qu\u00edmica<\/a>, los\u00a0<strong>Elementos transur\u00e1nicos<\/strong>\u00a0(conocidos tambi\u00e9n como\u00a0<strong>elementos transur\u00e1nidos<\/strong>) son\u00a0<a title=\"Elemento qu\u00edmico\" href=\"https:\/\/www.quimica.es\/enciclopedia\/Elemento_qu%C3%ADmico.html\">elementos qu\u00edmicos<\/a>\u00a0con\u00a0<a title=\"N\u00famero at\u00f3mico\" href=\"https:\/\/www.quimica.es\/enciclopedia\/N%C3%BAmero_at%C3%B3mico.html\">n\u00famero at\u00f3mico<\/a>\u00a0mayor que 92, el n\u00famero at\u00f3mico del elemento\u00a0<a title=\"Uranio\" href=\"https:\/\/www.quimica.es\/enciclopedia\/Uranio.html\">uranio<\/a>. El nombre de trans-ur\u00e1nidos significa &#8220;m\u00e1s all\u00e1 del uranio&#8221;.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/Gmb96-zqhyM\/maxresdefault.jpg\" alt=\"\u2697\ufe0f \u00bfQu\u00e9 son los Elementos Transur\u00e1nicos? \u2697\ufe0f [F\u00e1cil y R\u00e1pido] | QU\u00cdMICA |\" width=\"567\" height=\"319\" \/><\/p>\n<h2>Lista de los elementos transur\u00e1nicos<\/h2>\n<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAUQAA\">93 Neptunio (Np) &#8211; 94 Plutonio (Pu) &#8211; 95 Americio (Am) &#8211; 96 Curio (Cm) &#8211; 97 Berkelio (Bk) &#8211;<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAUQAA\">98 Californio (Cf) &#8211; 99 Einstenio (Es) &#8211; 100 Fermio (Fm) &#8211; 101 Mandelevio (Md) &#8211; 102 Nobelio (Nb) &#8211; 103 Lawrencio (Lr) &#8211;<\/div>\n<\/blockquote>\n<\/div>\n<div>\n<blockquote>\n<div data-hveid=\"CAQQAA\" data-ved=\"2ahUKEwje3L_dpI7uAhWCzIUKHWx7CCYQFSgAMAF6BAgEEAA\">\n<h2>Elementos transact\u00ednidos<\/h2>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/img.yumpu.com\/15199419\/1\/500x640\/elementos-transactinidos-inin.jpg\" alt=\"Elementos transact\u00ednidos - Inin\" \/><\/p>\n<div data-hveid=\"CAQQAA\" data-ved=\"2ahUKEwje3L_dpI7uAhWCzIUKHWx7CCYQFSgAMAF6BAgEEAA\">\n<p>&nbsp;<\/p>\n<\/div>\n<\/blockquote>\n<div data-hveid=\"CAQQAA\" data-ved=\"2ahUKEwje3L_dpI7uAhWCzIUKHWx7CCYQFSgAMAF6BAgEEAA\">\n<blockquote><p>104 Rutherfordio (Rf) &#8211; 105 Dubnio (Db) &#8211; 106 Seaborgio (Sg) &#8211; 107 Bohrio (Bh) &#8211; 108 Hassio (Hs) &#8211; 109 Meitnerio (Mt) &#8211; y siguen&#8230;<\/p>\n<ul>\n<li>110\u00a0<a title=\"Darmstadtio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Darmstadtio\">darmstadtio<\/a>\u00a0Ds<\/li>\n<li>111\u00a0<a title=\"Roentgenio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Roentgenio\">roentgenio<\/a>\u00a0Rg<\/li>\n<li>112\u00a0<a title=\"Copernicio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Copernicio\">copernicio<\/a>\u00a0Cn<\/li>\n<li>113\u00a0<a title=\"Nihonio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nihonio\">nihonio<\/a>\u00a0Nh<\/li>\n<li>114\u00a0<a title=\"\" href=\"https:\/\/es.wikipedia.org\/wiki\/Flerovio\">flerovio<\/a>\u00a0Fl<\/li>\n<li>115\u00a0<a title=\"Moscovio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Moscovio\">moscovio<\/a>\u00a0Mc<\/li>\n<li>116\u00a0<a title=\"Livermorio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Livermorio\">livermorio<\/a>\u00a0Lv<\/li>\n<li>117\u00a0<a title=\"Teneso\" href=\"https:\/\/es.wikipedia.org\/wiki\/Teneso\">teneso<\/a>\u00a0Ts<\/li>\n<li>118\u00a0<a title=\"Oganes\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Oganes%C3%B3n\">oganes\u00f3n<\/a>\u00a0Og<\/li>\n<\/ul>\n<\/blockquote>\n<\/div>\n<blockquote>\n<div data-hveid=\"CAQQAA\" data-ved=\"2ahUKEwje3L_dpI7uAhWCzIUKHWx7CCYQFSgAMAF6BAgEEAA\">\n<h2><\/h2>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imgv2-2-f.scribdassets.com\/img\/document\/389269195\/original\/58efd6ecfd\/1604985174?v=1\" alt=\"Simetria Molecular | Simetr\u00eda | Mol\u00e9culas\" width=\"618\" height=\"824\" \/><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/blockquote>\n<\/div>\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 &#8220;radiactiva&#8221; 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;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mol\u00e9cula de hidr\u00f3geno seg\u00fan la TEV | FisicoQu\u00edmica\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Debido al confinamiento de los n\u00facleos, el papel que desempe\u00f1an, aparte del de proporcionar la casi totalidad de la masa de la mol\u00e9cula, es poco relevante, a no ser que se trate de mol\u00e9culas livianas, como la del hidr\u00f3geno. De una manera gr\u00e1fica podr\u00edamos decir que los n\u00facleos en una mol\u00e9cula constituyen el armaz\u00f3n de la misma, el esqueleto, cuya misi\u00f3n ser\u00eda proporcionar el soporte del edificio. El papel m\u00e1s relevante lo proporcionan los <a href=\"#\" 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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Prote\u00ednas y Tipos de Prote\u00ednas Aprende F\u00e1cil - AreaCiencias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQb7P8QjIyPhz2JsmUrNFWuUN8g18rNkOvUCA&amp;usqp=CAU\" alt=\"UBUinvestiga en Twitter: &quot;La prote\u00edna es una mol\u00e9cula muy grande (pol\u00edmero), constituido por la repetici\u00f3n de muchas unidades conocidas como mon\u00f3meros\u2026 https:\/\/t.co\/pPVA1R9uMj&quot;\" \/><\/p>\n<p>&nbsp;<\/p>\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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Capitulo 2\" \/><strong><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/h-AX6M6S-T5_HMwggAOhbegkrTEoFTYw9Uwx_5qvSu_zKScpJjBHTJm-cE_d6W4Mf02tGG9eEwyVCZcuObnn6ze7Bw\" alt=\"ORBITALES CUANTICOS\" \/><\/strong><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSJXdLwu0xAO0LDSN8nWOVwKphS7fwUDsh-AA&amp;usqp=CAU\" alt=\"ORBITALES CUANTICOS\" \/><img decoding=\"async\" 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\" alt=\"Capitulo 2\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Dejando aparte los n\u00facleos, la informaci\u00f3n que soportan los \u00e1tomos se podr\u00eda atribuir a la distribuci\u00f3n de su carga el\u00e9ctrica, y en particular a la de los <a href=\"#\" 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 &#8220;geom\u00e9tricas&#8221; 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 &#8220;reconocimiento&#8221; 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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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3CBVbJJ70\/1VmcKKzkUha8XiVESoiVESoiVESoiVESoiVESoiVESoifT6Nu8nhJREZsXFKjgtyrRC8DRXwPDXAlfUHk22rhpcKqxOmcestxm99uyuPhxcgvbIKcSTfcdKPVa\/EeKR\/MGra08v0UR5XdsYZIQjOhl10BBIHtqToeblRvj\/x+Y9K7X38lZguMTHufo0jTzPkvm\/aE4ZiRXUmeHO0XNe6ymsR6sfdP63qlVpyd7Sv328TU2GipNNK3bG3xGGS6i7dQ9tVZ+FDl057iK7LrQ+INiiLSLWlx7L2y2C8+89iB4fGGHynLw7ZrcS\/rZfZa9YvwGMBXCa78Tr+m382vRQ\/EnmcFNvtw6X63fus12vvmMTHdxZuse2tuDgw4hLmuPoVOXxBskXCBSqMMl5U76+Iq17rK5LjaawXrf3ZP0NURuohaV5PtgiZlFudZvGMt8EbYo93LvYMbWRmV3RTG\/GwpJMRHgMIgaZwWN9AqLzZj1Dl8ax+EGRgkdIb14ffcr3MyObC3YXZ9AP3VUw25mOwCNi5oRwY5TFJYgkZWyFwOtM3XXWDw4Fg\/wAtL8\/57dja52MeVIHEg+Xl329+\/ktE27u0jYVZlGjKDXzGFl5GNK1zzoTS7pkZM90LhssY2xh8nEHtXxNfW5AFgjqvm8hnC6kPsrZ7zALDA07kuSqLI7BVCa5Yzyu3P21QK6qj1UnLsN4rcfCPFmvbiJPHe3O2Yi\/VWmKON\/8A6rmNY5FQbKgPOIfmk+arn47ANAtUeOw7o+HYGGPOEfmk+eufL8Oy3R4MJ3H3R0O7GEPOAfnl+eubLkSN2K1DwzG\/1+5RsW6GCPOAfnl+eufJ4hO3Y\/ZTHheN\/r9yjYdyMAeeHH+JN89ZT4rlf7D6BRd4ZjD\/AB+5R0W4Gzjzw3\/sm+eqz4vlf7fYLO7AgHT7lGw+TjZh54b\/ANs\/z1Y3xTJP+X2Czvw4h0R0Pkw2UeeF\/wDbP\/8AsrUzxCc7n7BZnwMHRQ+9+6mw8FC5EMHHXhWhkxUwYq8iKTkEwYgKWP8AdrrYjppTZuu9LJIGt2UB5WN29lQYKKfZvCYmcRu8U7Ti3Ddspu7AHQHtrSwnqqysmqa8T6fRt3k8JKIn9mYHiuFPXV0UYdurYo+NwC+hPJ\/5M8AIFmliErt9skgfhfU1zsed2SHO2bZAA8u53J+3kteVWM\/lxjUdep\/RRflO8muCji40CcI3sVBNveATpU3ZBimjY7VrtPMeh7etqWNG3JDg4fEBdj81hOMw+RiK2yR8BpYHt4SvMR6sfdP63qpQXWJS8rj99vE1JotegWpvB7pySoWj1bs7a9yHwQUJHUSt8Xh8krOJq06LeTBDZfmR2ZNx+Hk4fD6Jlt9Jxb8s3S7az8Q+biFb8Viv\/fLZS5EvMvhP\/wAaP0uqrzvbzWZYrdOSKPNJo3O3ZWiCSCckRusj6KMnh8kbOJyhMNHaVB++viK8c2isBFLnBet\/dk\/Q1eDdButW8mm11iZSaweOwvIZOwXS7+HUsDouqmt7d42wW0Y9owoJV4bRSR3sSjWOh6iCoNUeEy89sg2PFxfUUVTlY5ZC0uG1g\/WwVA47ynz7Rw0uBWAJx5WvJmvkgZ8+W1tW6r11Q2vicdBqdO3usMLGyPDWA2dPbv610V42xthI8CkIPqqB\/wCK+UhMmW9sYH+RJ9za7rIOXM6Z2ywvb02biEdq+Jr7PI0pvZfP5TuJ5KB2fjGjAMczRMC+qs6kqwTS6Dl0eVUCuqzKSO1y9uLiGktyztK9r87ZhpWmOVjeiuY9rUXDtiAc3\/yt\/tVr8lhGi0syWDdHQ7x4cc3P5W\/2rBL8Wy2R+IRN3tGxb24UfXb8jf7Vz5MV7tqWkeKwef0\/dGRb7YMfXb8jVgk8MmdtX1\/ZTHi+P5\/T90XFv\/gh9d\/yGsx8HyPL6\/sou8WgPf6fujYvKRgB9eT\/AAzUD4Lk+X1\/ZUO8ShPdGQ+VLZ4+tL\/hn\/ept8HyB2+v7LO7OjPdGxeVvZo+tL\/hn\/etLPDZh2+qzuyWlR29PlD2TjMO8WZ1djHaRoMxAjkRyOd9QpHPrrp40MkRs7eqzSODlBeVjffZ+OwkUOCVlZZhIw4QjFgjrfTmbkVpYCBqqysoqa8T6fRt3k8JKIiNm4nIwNaIX0VbG\/hNrWN1vKM8CZQQR2HWudL4VK15kxX1e4Oy7Blx8gDnDXuENvTvrNjegoZz1Kilj2clHaRVmL4aY5Ofkv4nDbsFF+RDDGWQjfqsxxEckjAqjtnvlspObLzy2Gtuu1apH8Rtcd7rKYxkZUIGBBCm4IsR036jVSgu5mtK\/fbxNTYaKk0rQNyt4FiIvas3i2AcxgdHuF3cLJZwGNy1Ab6YbJfIua3Owr578PPXByRfdWfgzd8zT1Wbb6bYaXVUazEKtlNmZuSrpqT1AV3\/AAjAOI0vk+Y9FXm5LAzltNrPYIHZ1cI2QOoLZTlBzLoTyB1HxFa3myuE42hcH6x7sn6GqCij9mbTaM6GtLJBXC7ULRFM5hsKQ2nvC0iZSa8a2GIExtolaJ818jaKiti4wxvdQSSbADUknkAO2oxuAsO2KywymN3EFObT2zMwIZXFlDG6sLISAG1HqkkC\/K5FSYIYdY20VrmznyCiVBTo4Ry6stylswIvpm0vz6LIfcwPXVL3WVz3G1H1FeJURKiJURKiJURKiJURKiJURKiJURKiIrCi6suR21U9DqsGGuh7f\/FETow38Kb\/AL\/cpaLtVI\/ZTf8Af7lTDyFIOKkNl7SeA3GHd+nHIA+aweLPkPQCk2zsbX55T1WPhcTuvCbRWC2+8JQx4Qgx8QpcytYyqqyE353C\/hc1FeKD23jGlkDMhQhESx52RQqnkOoDq5391ESeLMS3Cl6RJ0OmuunQoiciDLyim\/7\/AHKsbI5uykHEInz6W1uHN\/3+5Vn4l6nzno9N4JBl\/wDtSSjYd1Jz34mGVURtANMoIK9ea\/ULUueXbqskndejeKRYzGuGKpb9\/Q2fMSSDcHiTH2F\/3RaK8VYwrWb1S1wwsOfSUjTQ9tERHm38Kb\/v9yiL3zb+FN\/3+5S0T2AJhljlWGUmN0cA8iUYMAehy0oikv7XJUKcGSojEJF5BmhEqTBCR15kPS52YjqFiITa21HeERtCUAMXSN9eFEsKaEc8qa2Op6tBRFDxwM3qqx9wJ8KIu\/M5Pu3\/ACn\/AGoiXmcn3b\/lP+1ES8zk+7f8p\/2oiXmcn3b\/AJT\/ALURNOhBsQQew6GiLmiJURKiJURKiJURKiJ9Po27yeElETax3qQavaXjpavCKQhepGTXobaALxktXhCUncR6sfdP63rxeJY36R+83iaIidl4AysABero2AizsFdFEZDQVwHk\/l4efhm3basf9VweLhs+taLp\/wBMO1i+yqG1dnmJiCLVsewUHN2K5s0RjdRQuB+kTvL4iqVQlg\/WPdk\/Q1EXEcd6k1tr0C0S+z3AvY2q0wOAulMxmrTOGwxc2AvUGRlx0UWtJXeIwbLzFeviLd165hC8i+jf3p\/OqlBcv9Gvefwjoiay17S9pc14vF6BSkSK17SJ\/GfU7i\/zrxEPREqIlREqIlREqIlRETALo3fTwkr1osr0bq2bq7tNiGAAuTU8rKjw4w5wsnYLp4mIJAXONAKY3+8ncuEw\/HK9EWuRra\/b2VmizXTHhlj4Cdux615Gl5PFA5hMLrI3H5o3dvyYzS4VZinrLmF+ZHsFRm8RdESI4i5o3P8A2vRWRQ47QGyupx+3qqbvJsQwsQRa1bYpY8mISxqjLxTEVX8SNI+6f1vVRXPSxaXke32m8TQC16ApzdDGjDYiNplPDzC5toBevMmKR+O+Mbkafp7rbhS8mUF23fsvrRMRCYc4ZODkzZtMmS17+61UBsXKqvhrb8qWYiTmV\/lf3XydvrjlxOJkaBSYwxsw5EXq7FhezGZGRsNfLy9lpzZebJ8OtaX3UDhEIkS\/2l8RUiKWIilzg\/WPdk\/Q1eLxSW70atIA3bWmE0CRuAtWM0OeAV9BbJ8n+HnwYN+k6mxFrA+2uDjuypryBJrZpvTQ7FdLJzGxSGHgHCN+6qfkj3ESbzl5r2jmeID2oda3ZBkmpsbi1pHESNzew9hv6rM2UYoNAEknfsNPuoXyo7Fiw0jIpGle+FzSvbJFKb4DQKvy+GSFstUSs0X1JPen+qr3brjFexJmRB+8\/hHUmCzS9aLKvm6W4UmLHRW\/hVWTnMgeImML39h0XUjxI2x8yV1BQm\/258uz5FEi2Dcj1H3GjJmzAnhLSNwfsfMLJkwtaA+M20\/zVT25Pk1nxcAny9E8r6X91+dRly+SeFkZeRv2Hl5lXQwQtaDM6r2Cgt6t2WwzFWFiKvx54sqMvZoRuOyZWJy6INg7FVvG\/U7i\/wA6gVzkNREqIlREqIlREqIlREZg\/VPfTwkqce6k3dbR5H8VGsq5iB1C\/bXP8WPBlQyP+X86XbAL8JwZutD8qmKjTZWL4lulEyqO1z6tvcbH8K0uc22jqSK9tT9lyIWuJJHQG\/p\/Ap3Y2LifDRSRkcMxqR2AZRp+HKosewR2TVaHyrdJmOEpB3v62sE8qeIjaZylrXNV+Bj+1I7\/ABJNfVdfN+GFjXb0svxnJO6f1vWt264Z3RKsBM1\/tt4mrYSAdVNh1WhbK2\/s+OEriIxJcWCgXJJ6q52di5r8jjikpvrX2F36Uu4MmDlBt15Vdo1d0dqHB8VVkGBLcX+z+K3EMXO9uVuvJeruIcN3rXzUKv8A2q9vPt14ViLm83h6f6+Xbi\/K66Wg9pbf2fJCFgiERAsVIsQR21Rh4uazI45JLb6\/lpXotv4mDlFt+1VSz13BmW3218RXTmIJ0XDkItB4P1j3ZP0NVCrXeAgdmATQ1bG1xOhpWRtc401btuHuxtoQhk2gsMZ5K0Ykv7bHlWFr4pXOfEzrqbLQT6C79SAt8zuWQyY8RHlde9j6IbcHYu1JIcX5vtBIrYmZWBiDZpAek4b6t6keF1cLdOFv+RGnQadu9i1F7gw\/3NdT\/jfX1H06LOd+ti46CVhipDI19T2+2rsZ7JIyItOE6tqiD979bUcpkpAeXcQOx\/boqvF9HJ70\/wBVerAidnEAJf7b+EdXQH41ZH8y+lPJLiYzhyoIzaH2kVyYzwZszX7miPMLp+JNLmRvHy191Xv\/AKi8ZF5pDEbGUyhl7VUA5r+\/T4VsaQZDXQa+5FD3q\/ZYGgiFxOxoD1\/Yf9V\/3ExsUuAw7Q2yiJFsPqkKAQfxvXkZAtp3BN+u9++\/umU08wnodR6dPpssr8s+KjaVspBsACR2jnVPhRD8ieRvy\/8AT1XScCzDa1+9\/ZYzj+a9wfzrY7dcY7oWvF4lREqIlREqIlREqIiIjaNu+nhJXoNFehTWxdutCQQave2KePlyiwtuPlOiNhFb0b2S4mMRsxI7CayxYePjWYhqdLPbsp5WaZW8IAA8kTsTfSWKERZzYC1r15LgYuQ7mSDXr5+qnB4g5jQCAa2ULtfaxlNya2FzWNDGCgFmnyHSGyovE8o+6f1vWZZEsafSP3m8TRFP7iRx+co8oBCkGx99RyGPONJwfNX\/AKuh4e1pmBd7evRfVK7wYbh8Tirlte19fdasA8SxuC71\/wBevpSrOBkcfDwn16L5a8oKRnFSSRAAMxNh7TW\/FY8YsZfoa+3T7aKzxBoEum+l+vVVzBH0id5fEVJc9LB+se7J+hqIj9h4oRuCa0REEFp6rRjycDgVsWF8qPBwuRbZgpCnrFcmPw3KiuJrwI+\/UA70upL+Fe7nOu+3dVjyY7\/tgzOrWKyOz2P2j11qnx5X07HIBGlHYjp7hZYXRTAtmNakgjz3Qm\/+9AxbltLmp4OI7Ga90pt7t1blTRiMRR7BUNT0JPen+qpHdckrxWsin95\/COvWmigNKw7G3rkgHRYj3GvZ4cfJA5zbI6roQZz428O481FbwbakxT5pGJ9+tQbHHE3giFD+brNkZDpjZUju7vbNhkyK5C9gNRkxsfIrnNsjr1pX4+a+JvDuPNCbY220xuxrQOXGzlxigq8jJdKbco3GfU7i\/wA6pWRDURKiJURKiJURKiJUREwLdGAIvmQ6sF0Ae\/M+0UReDDt2p+dPmr20SOGbtT86fNXlopfdzgRtfEBDZ4zrw5AYxm4iBc4AZjw+l1AN12BIi8LFg14Ocq+RnaTQelVwmVfpdCnT9mnXfUih9uMhdeHlsI4wctrZ7ekItyBfMQNNCNByoiYxMBZ2YFLFiR00GhNxzNETmFzobgr+dPmqxkhapteWqZG35suXMv8AiJ81S\/s3xcAv0Wz8fLw1aJkmwrqudlDAwOWCxuejGFmQ3YZiXJYXuvRtpfWD5C46rE5xcbK7abABXCouYsXVuj0bksFU5yRlJiHXcQvr09YKKqWD9bmBdXGpsLlGA1Ptoi9XDsOtPzp81eg0vbTjI5Frr\/iJ81SLyveIp7ZUQWaMylOGHQyDOhugYZhYN2XqIJGy8BpT18G1szKCYjE3QQgSX0nFpBawYchmvFY3BJYXE7oSSo7a0mH4AEQVXJiuAQT0YI1kvZjcGUOw7Lnle1eLxRKpmjABW4Zibsq8wluZHYaIufNm7U\/OnzURLzVu1Pzp81EUzu8II7nEBG9JEbXjbNEBLxFFzYEkx66cuY50RG4dMEnCzMsnDMgfoJ6VXvlGso0FuZsw4pt6q2IoPb7xmY8K2SwGnK9ukV7FJuQOoEDqoijqIlREqIlREqIlREqIiILBGJUMcygXzaXDk8iOwURPQJn5RJ\/n+arGRl2yk1hKloNgs37Nf8\/zVYYo2\/M6lqZhPdsFxidiMn7Jf8\/zV6IWu+R1rx+I9m4UVNZecSf5\/mqlzC1Zi0hNYkCyEKFutyBe18zDrJ6gKgop2dlDsojXQkc36jb7VKRG4DZxl5RL\/n+arxEK4nGgr4sd0hoKZ\/8AiD2vwx\/n+as\/4nDvh5mq2\/0qWrUPj9mmLnEv+f5q0GIFvE02Fjlx3RmigYGUuqmNdWA5v1m32qpIWdM4VQW1Fxlc2N+pSRy9orxF0sgP7JPi\/wA1egWvaXTMB+yT4v8ANXpaUpcrKD+yT4v81eAWvF0zAfsk+L\/NXpaV7SRysjHIqkFdQW6735k1FeLlSoQEoGJZhqW5AJbkR2miLuFgxsI0+L\/NUmtLjS9AtWTZ26UkouIh+Gf5qhPPi45qV9HsuhF4dI8cWyD2rsF4PWiX8c\/zVZGYpm8ULrCqnwnxbqEaUD9mnxf5qiRSxrzFqAVIAF1BsL2v+JNeIuyVVU6CklSSSW+0w6mHUBRF3GublEn\/ALPmqYjJ2Ug0lcSMFNjEnxf5q8LSN14RScEel+Ev\/s+apcp1WpcBTLSAfsk+L\/NUCKUSFzi1AdwBYBmAHYAT214vEzREXhUuhH76eElSYLNL1osq9btbGULnfkNahn5ZhqKL5ivoMDEbw8b0Wu3GdzHg8M85XQlBcD8awHCaBxZMlE9LA\/7v7K52fqRC2667BdQ7aDScHEwtDIeQcWv7qHEcxvMxn35fuF7Hmte7lyt4SfoVD707FC9JRpXTw8oZUevzBYs\/EDPibsqbixYIP3T+t6iRRXFKfKXmfvt4mrIxZUmDVaNu9isPho+JKRYVzvF4MrIfy4vlHsF9HjOihh4iaKsQ37HDzjZ8\/A++4TZLdt7cq5X9ENVzGX213\/7fsqee3iv4\/p+V2q\/t\/GYbFR8SIixrqeEQZWNJy5NWn3CuyHxTQ2DazfJaZO+viK6Uoor5x41Q+D9Y92T9DVUoKy7tbvmYjSrJ54sSPjk9gunh4ZlN9E5vZgY8PZPrnqHOmPljJh46rspZ8DIaaDqq7splDjPyJtepwUHarnxEcXxK8Y3dYNFxEFwRzFZWeKROmMEgo7Lty+HAs4mFUrFYcosgPani1aJWcJXCkbwmkK30a95\/COqlBPbKmCSKW5Xq6J3C7VWxODXAlfRu6m+uy8Ph0DzRo5GoIJJ+AOlcjFx3RFxlYeIk61djpRXRzg+aS2OBb0Fj\/irHlU3m2fPEGw8iObG5XrNW4sDmZfNa0tZWt6AnpQXrJODGc2RwPbW1h8mpvW46m1yTqncZ9TuL\/OorxOql+EP3f9b1OMWVJosrWtwdzEnTMxAAFyTXO8R8QmZNyICBQskruxsigiD3CyVRt\/MPBFigkbAhTZrdWtbMOaSaBj5t\/wDo6FYvEBG2UcOncdlpGxN0IMRguLGytp1VycjxPNimebADT8vl0K6IMALY+GwRusn3n2eIpCBXeLxLE2UdQuTmQ8qQtURjvpH77eJqlYkxRFJ7FW5PfTwer8b51bF8yvm3ZTHgWKaEi1\/fXLi+POe49AaX0eW4sxPhWibobNWOLC4WGRoUbDecu0JCy4hy4QjPYkIl7nLr0l9x8Y3mSuc709gSAPatu9mr1HJnPLFDYaD6DX3vf0UP5SsGHwWL4jmR8HLDwp2y8X0iK5hkZQAzLfn2ML63qUf9vIHD1++jj9i3\/wCw2NDwHiiPoT6EVqO13X0VZxLZ8IjNzKjwqWKOX4g5rdl2ZTx4oLuyzbaY1Xun9b1ul+cr5d\/zLjFORK9vtN4moAkLwGkThMazSx5lMgVgeH9q3VVrpHP0J7+2m\/turo5DzG2L127rfU3vxX9knaGWzCTg+Z5IuFl4oiykX4ufL7ef1La1iEQ4eDi0qulbb+nv79VdpzflN77niv8A59lgmPxrCaUqhjDMSY\/s36q2Me6MBoN6DXvpv77qqWQ8xxAqzshMK5MqX+2viKg4kqgm15gfX\/uv+hq8buEG627yZ4RShPWBXB\/\/ACBxdkBh2AX0cZ4MZtdSuNztlQzf2pi5gjSxsYkMgukKZfpSLjQXLH2Ka6LWf2GRgkANbsa39O2\/vr0WKaVzZy4b8RHsANPfqpbdvcDBRtLhmmTFpOk7sbLmhaORUBBTlfMedtU00va+VxcQ7iqr2OnuNj791mbK5rCK0sXfW+myjPJ4gfZ8qscwjZ0Vu0KxAPwFfP8AjArJ4xoeFp97I\/JdfGe5oY3zI9gVmO9sYVpLdq+Jr6niLoY3HelyfEGhsxAUHAt1Tvv4R15GLcsTd1b49jQthmY2uBepyzFs7YQ3Q9V2WYkbscvO6ufkXiXCRHERFMXLOtmwsYXziJULdIMxyhDpfMVHKxJspzPPxVW33sDy9uq55ZUYo76\/t7fqqvv\/ALJhbaCSiaFziGZpIYQVGHZbDI4azZu3MFN79EcqnAdPl2++5+36KzlB72cR3NfTqovebZkcY6Fqux5TPCXObRWjOxmRVwqrY36ncX+dUlchKRyBGR9k\/revWmivQaVjwm9+KigZEDKCLZhfSoz4cMzxM9lkfT3HVdBufK2PhA9D2WsbtbEw74TZrNsqQsZA7O3mxM7GCZizFpQzKTZrMB6o9l4Pc7iO+56+e3r++uqgXEE61+R7muv3voOlH3q2zLgNo4mPC4aTDRuFY4dsvRJUXZRGzKAedgTUXYkWSAJG8VfUeR\/np3NkeU+EjhF2L9+4\/nqFQ9rbQeZiXFjWtxoBgFALJNM6Rxc5DY76R++3iaqVCYoiO2dJlBP76eElWwu4XWpsNFaLs50xMBibrFq5+ax2NkCdosHdfTY7m5EHLKc2Xt+fBxLhcVhPO4YyTC4JWSO+nRdSCummhqXKjnPMhfvuP4QR57g70Cue+GSL4XtJrYijY6WD277pvam0J9oqmHTDrhMGjZzGObsTclz1knmTT+1i\/wByR1u6D+E+QJJ20AAUo8aSY8NEN6k7nyA2A\/NNby41Y4xGvULVPwyJxc7Ik6rXnytZHyws7xzXyH90\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\" alt=\"Pin en Light &amp; Sound Technician\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSLs7SGtVgByA9LYvZFDPxEPQONvW2UBhvDMA&amp;usqp=CAU\" alt=\"Forma y Tama\u00f1o de los Orbitales\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La llamada hibridaci\u00f3n (una especie de mezcla) de orbitales es un modo de aumentar el n\u00famero de mensajes, esto es, la informaci\u00f3n, bien entendido que esta hibridaci\u00f3n ocurre en tanto y en cuanto dos \u00e1tomos se preparan para enlazarse y formar una mol\u00e9cula. En las mol\u00e9culas, la informaci\u00f3n, obviamente, debe abarcar todo el edificio, por lo que en principio parece que deber\u00eda ser m\u00e1s rica que en los \u00e1tomos. La ganancia de informaci\u00f3n equivale a una disminuci\u00f3n de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>; por esta raz\u00f3n, a la informaci\u00f3n se la llama tambi\u00e9n negan-trop\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Aminoacidos (1)\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSUUiai6SwsIW5biSKoSTf7qd-Sp_ifnV8tLg&amp;usqp=CAU\" alt=\"Titulaci\u00f3n de Alanina - YouTube\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En t\u00e9rminos electr\u00f3nicos, la informaci\u00f3n se podr\u00eda considerar proporcionada por un campo de densidad el\u00e9ctrica, con valles, cimas, collados, etc, es decir, curvas iso-electr\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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.monografias.com\/trabajos87\/seres-vivos-diversidad-reinos\/image002.png\" alt=\"Seres vivos, diversidad, reinos, unidad, interrelaciones, cambios y caracter\u00edsticas de los seres vivos - Monografias.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTjgPnVoUVvcgZb5q-MtzKtSN9euOOFplpieQ&amp;usqp=CAU\" alt=\"3 formas de organizaci\u00f3n de los seres vivos\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTho1PwkVnGbzcsY8II27NuWK0ocpT6AMXtIg&amp;usqp=CAU\" alt=\"Clasificaci\u00f3n de los seres vivos - Acerca Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ6wAbyAVh0X6uK-Fio0MZYYUUZv09J2-O52A&amp;usqp=CAU\" alt=\"bloque 2 identifica las caracter\u00edsticas y componentes de los seres vivos - Biologia1GSM\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La enorme variedad de formas, colores, comportamientos, etc que acompa\u00f1a a los objetos, incluidos los vivientes, ser\u00eda una consecuencia de la riqueza en la informaci\u00f3n que soportan las mol\u00e9culas (y sus agregados) que forman parte de dichos objetos. Ello explicar\u00eda que las mol\u00e9culas de la vida sean en general de grandes dimensiones (macromol\u00e9culas). La inmensa mayor\u00eda de ellas contiene carbono. Debido a su tetravalencia y a la gran capacidad que posee dicho \u00e1tomo para unirse consigo mismo, dichas mol\u00e9culas pueden considerarse como un esqueleto formado por cadenas de esos \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">El carbono no es el \u00fanico \u00e1tomo con capacidad para formar los citados esqueletos. Pr\u00f3ximos al carbono en la tabla peri\u00f3dica, el silicio, f\u00f3sforo y boro comparten con dicho \u00e1tomo esa caracter\u00edstica, si bien en un grado mucho menor.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<p>&nbsp;<\/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%2F2024%2F05%2F12%2Flas-estrellas-nos-trajeron-aqui%2F&amp;title=Las+estrellas+nos+trajeron+aqu%C3%AD' 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%2F2024%2F05%2F12%2Flas-estrellas-nos-trajeron-aqui%2F&amp;title=Las+estrellas+nos+trajeron+aqu%C3%AD' 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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de la vida inteligente. 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