{"id":1844,"date":"2025-05-03T08:21:58","date_gmt":"2025-05-03T07:21:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1844"},"modified":"2025-05-03T08:21:50","modified_gmt":"2025-05-03T07:21:50","slug":"cosas-que-debemos-saber-i","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/05\/03\/cosas-que-debemos-saber-i\/","title":{"rendered":"Cosas que debemos saber I"},"content":{"rendered":"<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><span style=\"text-indent: 24pt;\">\u00a0 \u00a0<\/span><img decoding=\"async\" loading=\"lazy\" class=\"\" style=\"text-indent: 24pt;\" src=\"http:\/\/pa1.narvii.com\/6647\/ca51fb94c8699ebc1564cb3e805481b908635b44_00.gif\" alt=\"Novas y super novas | Wiki | Mundo Secreto Amino\" width=\"307\" height=\"307\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/francis.naukas.com\/files\/2009\/03\/dibujo20090328supernovasn1987amovie.gif\" alt=\"El misterio del remanente de la supernova SN 1987A: quiz\u00e1s es una estrella de quarks - La Ciencia de la Mula Francis\" width=\"295\" height=\"305\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">En una supernova, en orden decreciente tenemos la secuencia de n\u00facleos <strong>H, He, O, C, N, Fe,<\/strong> que coincide bastante bien con una ordenaci\u00f3n en la tabla peri\u00f3dica que es:<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><strong>H, He, (Li, Be, B) C, N, O&#8230; Fe<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00bfApreci\u00e1is la maravilla? 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.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7 Silicatos: Clasificaci\u00f3n y tipos de SILICATOS [ Nombres ]\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"Naturaleza de las Rocas\" width=\"255\" height=\"245\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Pero est\u00e1 claro 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 style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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><!--more--><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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 style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Cristales de aragonita sobre arcilla .Env\u00edo gratis ! - - Catawiki\" width=\"314\" height=\"200\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"CRECIMIENTO DE CRISTALES EN LA NATURALEZA\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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, etc; en otros aspectos ni sabemos si pueden existir otras propiedades distintas a las meramente f\u00edsicas.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00bfNo os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte?<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Basura org\u00e1nica e inorg\u00e1nica: qu\u00e9 es y ejemplos - Resumen\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Pero el mundo inorg\u00e1nico es s\u00f3lo una parte del inmenso mundo\u00a0<span style=\"text-indent: 24pt;\">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.<\/span><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2013\/07\/dibujo20130726-schematic-view-of-the-composition-of-a-neutron-star.png?w=584\" alt=\"C\u00f3mo distinguir estrellas de neutrones y estrellas de quarks con ondas  gravitatorias - La Ciencia de la Mula Francis\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Seg\u00fan dec\u00eda en p\u00e1ginas anteriores, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> <em style=\"mso-bidi-font-style: normal;\">u<\/em> y <em style=\"mso-bidi-font-style: normal;\">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><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/JxThmQEPZnM\/maxresdefault.jpg\" alt=\" Hidrocarburos Saturados e Insaturados \u26ab\ufe0f \u00bfQu\u00e9 son? | Caracter\u00edsticas,  [F\u00e1cil y R\u00e1pido] | QU\u00cdMICA |\" width=\"514\" height=\"289\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/humanidades.com\/wp-content\/uploads\/2017\/05\/hidrocarburos-2-e1568050496860.jpg\" alt=\"Hidrocarburos: clasificaci\u00f3n, propiedades y caracter\u00edsticas\" width=\"513\" height=\"267\" \/><\/p>\n<h3>Estructura molecular org\u00e1nica de los hidrocarburos<\/h3>\n<p style=\"text-align: justify;\">Se consideran org\u00e1nicas todas las <strong>sustancias cuyas mol\u00e9culas contengan en su estructura principal \u00e1tomos de carbono<\/strong>\u00a0que forman enlaces con otros \u00e1tomos de carbono (enlace carbono \u2013 carbono) y con \u00e1tomos de hidr\u00f3geno (enlace carbono \u2013 hidr\u00f3geno). Sin embargo, tambi\u00e9n pueden formar parte de su estructura el\u00a0<a href=\"https:\/\/humanidades.com\/oxigeno\/\">ox\u00edgeno<\/a>, el\u00a0<a href=\"https:\/\/humanidades.com\/azufre\/\">azufre<\/a>, el f\u00f3sforo y el\u00a0<a href=\"https:\/\/humanidades.com\/nitrogeno\/\">nitr\u00f3geno<\/a>. Los hidrocarburos son parte de las mol\u00e9culas org\u00e1nicas, que solo est\u00e1n formadas por carbono e hidr\u00f3geno.<\/p>\n<p style=\"text-align: justify;\">Aunque\u00a0<strong>cada hidrocarburo tiene una mol\u00e9cula distintiva<\/strong>, todos ellos comparten en su estructura molecular una cadena de\u00a0<a href=\"https:\/\/humanidades.com\/atomo\/\">\u00e1tomos<\/a>\u00a0de carbono, cada uno de los cuales puede estar enlazado adem\u00e1s a uno o m\u00e1s \u00e1tomos de hidr\u00f3geno.<\/p>\n<h3>Tipos de hidrocarburos<\/h3>\n<p><strong>Hidrocarburos arom\u00e1ticos<\/strong><\/p>\n<p>Los hidrocarburos arom\u00e1ticos tienen mol\u00e9culas c\u00edclicas, es decir,\u00a0<strong>los \u00e1tomos de carbono forman un c\u00edrculo<\/strong>. Entre los \u00e1tomos de carbono existen enlaces dobles alternados con enlaces simples. Uno de los hidrocarburos arom\u00e1ticos es el benceno, as\u00ed como todos sus derivados.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/humanidades.com\/wp-content\/uploads\/2017\/05\/hidrocarburos-5-e1568052558436.jpg\" alt=\"Hidrocarburos\" width=\"629\" height=\"315\" \/><\/p>\n<figure id=\"attachment_17544\" class=\"wp-caption alignnone rs_skip rs_preserve\" aria-describedby=\"caption-attachment-17544\"><figcaption id=\"caption-attachment-17544\" class=\"wp-caption-text\">El petr\u00f3leo es una mezcla de hidrocarburos muy contaminante para el agua.<\/figcaption><\/figure>\n<p style=\"text-align: justify;\">Los hidrocarburos son contaminantes no solo por los residuos producidos al entrar en combusti\u00f3n sino tambi\u00e9n cuando el petr\u00f3leo (mezcla de hidrocarburos) se derrama en la tierra o en el agua. A pesar de ser sustancias org\u00e1nicas, los hidrocarburos\u00a0<strong>no son habitualmente biodegradables<\/strong>.<\/p>\n<p style=\"text-align: justify;\">Sin embargo,\u00a0<strong>se han desarrollado investigaciones para solucionar este problema<\/strong>. Para ello se utiliza una combinaci\u00f3n de\u00a0<a href=\"https:\/\/humanidades.com\/bacterias\/\">bacterias<\/a>\u00a0que degradan las mol\u00e9culas de hidrocarburos en cadena, es decir, una bacteria logra romper la mol\u00e9cula para hacerla \u201ccomestible\u201d para otra bacteria.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/bcdn.products.pcc.eu\/wp-content\/uploads\/2022\/12\/FOT-1-jakosciowa.jpg\" alt=\"Analisis cualitativo - PCC Group Product Portal\" width=\"549\" height=\"549\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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. U<span style=\"text-indent: 24pt;\">na mol\u00e9cula de hidrocarburo contiene <\/span><em style=\"mso-bidi-font-style: normal;\">n<\/em><span style=\"text-indent: 24pt;\"> \u00e1tomos de carbono (s\u00edmbolo C) y (2<\/span><em style=\"mso-bidi-font-style: normal;\">n<\/em><span style=\"text-indent: 24pt;\">+2) \u00e1tomos de hidr\u00f3geno (s\u00edmbolo H).<\/span><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hidrocarburo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"II. EL \u00c1TOMO DE CARBONO, LOS HIDROCARBUROS, OTRAS MOL\u00c9CULAS ORG\u00c1NICAS, SU POSIBLE EXISTENCIA EN LA TIERRA PRIMITIVA Y EN OTROS CUERPOS CELESTES\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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 style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><strong>Hablemos un poco de mol\u00e9culas.<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"Composicion de mol\u00e9culas - La fisica y quimica\" width=\"188\" height=\"141\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" width=\"339\" height=\"136\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ilustraci\u00f3n de Qu\u00edmica Modelo De F\u00f3rmula Y La Mol\u00e9cula De Hidr\u00f3geno Agua Amon\u00edaco Metano En El Fondo Azul Oscuro y m\u00e1s Vectores Libres de Derechos de Amon\u00edaco - iStock\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Electrones de Valencia #Qu\u00edmica #yamilcordoba YouTube | Nomenclatura qu\u00edmica, Qu\u00edmica, Cuadernos interactivos de ciencias\" width=\"302\" height=\"226\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La estructura at\u00f3mica nuclear - Foro Nuclear\" \/><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAALoAAAEPCAMAAADCoC6xAAABxVBMVEX+\/v7\/\/\/8AAAAABgAABACtp5EABwAAAgAACQD\/\/\/39\/\/meo\/n7+\/v49vTh5fvNz8Hc2dHg3tn18+jn5+e5t6ba3c7Py77i49jc3dX\/ADXy8+3R0Mz19fWyq5K\/xv1zAADGx8UrJiRvcHH\/AzpgXlO3t7fg4OCenp6FhYWNjY15eXmpqanW1ta\/v7\/\/ADGioqJpAAAAAPsVAABoaGj\/Aj9eAAD\/AyteXl4pAACKioo3AACvr694AABhAABDQ0NDAADVCDUbAADxBTtRUVEcHBxZAA5SCR+eACUmAABOCRZ1Ax+9CzB9BxqZAyySBiARBQYxAADnBTlqCBkAGBZaABVISD3VwrzJqKG7lI9pHR9\/ODbl18x+Lih6Iymhd3KRX1zbydLAkIV6FxORVV\/UsLKDP0Hh5P6poOiMi\/hVWfN+ff\/Lxd0jH\/GRk\/AaKyqvABiWABM+CBiGCCW2Czg6S0npAD\/UACN+BywyBxipACTgBynEBSl5c32HCCurCBzLEDdWHyUxGx+6vP46Q\/wKKykiBxVHW1k8BgAZKDJhYvKUkYBzcGI3MieVmIkmCACqq4QwMTjDx\/+9lJ2iUVdIDSZEHydZbmVwPkXHAAAgAElEQVR4nO2di38ax7X4mUeWR3Bie5PGI60twpQ3LDKsEAZbWlaRlmV5Ld6b5NfeNrltkqZJqxok21qorXvTKE7b1E17f7\/8vb8zCMmOLT9iW0L6fHQsCQkwfPdw5sw5M2dmfL5DEORDIIfxyocsKDgzc+HcjBKeNshPFhQOvXn+7XfOZxXlhCk+iN5W3jxz9tz5s2d+dvLQz5yiH7Wcok9DTtGnIafo05BT9GnIKfo05BR9GnKKPg05RZ+GnKJPQ07RpyEh9PbMm6EL52ZOHrrP93bo\/Q8+\/PD9d2aejP5gVG88xnc0XM+UMDr7wf+Zuzo394tfvvk4U3h8FwrHJw+huC8bzh4T9hD6ZH7uP+dAfvXJLqdQ6+43fOXFnygjj2\/CPpRU4vEi2pfpsp+5Nv8B+vUcKP4jFATyWO5KHOVSVRSRUSzybiyWi8VTKSUu7vKhVDgWL+YTvkgsI6dS09U\/+nBu7sMzH12dn5u79jGQoHQunJYTSixSjaMo\/FuMoGg4no+kwtUsAvS0\/L0ym8tXUVpRotNV+3\/NX736G7B1YP9YXEoaobT83tK7WUBPj\/8Bv5yPzKLYBD2KsqBztLi0tDhdrf\/XvDB00VDnH6BXhYHHURH+igp0JRGJ7KMv7qLDA8o0yX0ou4sOWv+FjCbo4XwiIWdT+RW0FIG\/M4nUbO4B+lI+Fc\/HUSyRyE\/XYNBv5ybyoQBBCvIpSJEVhGRFGX\/7fLKMlDB8iUcVnyL+BO8jy9OeCAn\/9trVq3Pz8x\/u+jq03+\/seclxlzS+e\/zQ7v0+33HonJRPPv3004\/eD02b4wUk6DsG3cuLCrr0RnDaDC8owdc\/O7noJ1jrb5zERirkFH0acoo+DTlFn4acWPRQUKCfSPbwGB0FT2CHGvrd57\/\/4vMvQycR\/bPLly\/\/\/iQqHdhfv\/yHkxl\/hYLK5T+eNPLQODsKhtEb4nbaSfLzi8BOJRKz4nY2kUiET0aKJ3Czs9kkXq5ch9vIenkZJ33HYQj0GRL2xeNyFRcwdlRtFYM0Odc7KSQXo9HqmP64mj6qClybr5oqb\/lHXMeM85K5nvh+4U83cCKVmj2uqkcxvMFvt1Xmuoz3B0x1qM34iDY6q7zk9JdvzNHstBmfICh6Q2ODnlpy6k19p8dV3ie2SdpaxVbVSt3gvImPaX0vSne6lTrtOb1a3bKl5rDXb1l4oJZ6ZUete5xzAyePZXNF2evtjU6n25HabpOzYS0gmUwr94fM2aq7tftA3sTHkx1t3lCtssMNqdkImHy01u0HCJH83TsS7rUcqz7o0JaHo6Hjx442dUO6yZmqE4IJlZq1gA5OZq3ZGDZcjWlrkl9nJR2njiF6tKN3NjhjXdLoUeKxLrRObhPONYu4I1cifQZSfoC+P6U39YtBxQIlpt6VRho3A5ra3WAq35C2vT7GlNLhSPLYsIL3p+eg30VyLoyUnDxldjT79WDUkqR6\/bZr2pJnU7\/pNKif0nsjvdN3GGsFelvWwtJknhfNVjO5fCSF0tNH37zBSsyma3XbDLTK1I+p+EcxvsOZZ0G\/OsQe+JyF9ATdh+IZJGdQNf\/QdMeU0G8xphp+OmTMJH5sFYg3HBDTGQVafCS1ze5ODa6NmWk0SbVRLoeKMYQiEZSDb7jNTQl9ZVV3hoPAbc640SENrWJyRjagJ7Kp2wCn442wydXm1npyUiIwG1MQKiIUy6HYYhbQV2anE9sjZQX7\/RTvOMzo4gJn9ZFqEJ1zNpCkQNtudFs7dOD6Pa9eFOwo+30yk0jlYldiYvIRjCY3rfAMKUsLnG8Q0t2wVk0yUgf+Wzop63zgb0kbHNx9o+WSLZ0xoyYmRlFYUeALiWlIJD4IlJhWc0URDBpWTfcOscCbSHaLkMBtlxSwrgXAueO2yoduDwyIVxL7xRq7SQiK7v2YFrrBuF4L9HFZb29RbLm0pbJRpcE45BzMz1SNbdBubae+MgkgUXzWF47EEUoKzcemFs4jZbEMtNat1XKvtmqTHnf83GBqa03lOrUs2uDMsSRv1MKxCbmciuUTuVRc2AuKvzc9945kbHlmp9kjHi8ZEoD67zJmS5LrUgi8hoFeT6Im48y8PkHPVhFEkjlwLul0NBWZXseEiqsQwVj19gA6\/w4dMe02HTQoud2+wbHH1GGtwUTWytvSntavpNLgXWQ07clhFPXUUqMP2ZBHpB7o3sTY747sHmNDSnp2nRR09x7TWvthDPJdkcPJ7PRTJ5Ss6axpgptx6IBxzy+V3fuu0bb0hh\/SbampNzt9XOjjveaI5KKMksXF+PTRfX8u9HbAkesdapRUrd+FxKhbhqCRNrfNgKtx9S52R6N6em9UaRLyTp1ckKSX7d7OnVovcJffueO\/pRrQEbl2GUyG3xmUIBa2oDU4ex7mOAmqzrPhtV7HbtE+AWNXVaNSwLf6NuOqR+GqaAuSDa2SO4boMSzcYa1bp5UhtwMbet8y2s1GZeiuuhLtD9u1ERvexVN0g08UlMA9l9Y3NvDAaAxqFLusZFrbErbskcjvPEIH\/y1VjyE5WHskk647qqrXqGUOqGU4A78fkzVVVdsu2\/C3NurfTDsnepJA5yg6Jmb1DRUyjk6H9m\/xtt+ug3tsQDelGsvpY4oOvTv21GEbQ+TFDeCl2yVeapCeo1tkh6vQXo8tumiry\/+zuVS4yY070FCbVFfV3pqIdfvY1FS9e+XYogdRLgMB1SKe61Cdqeod11nAEDVydTWKF1Zx8ThP0IwnklAqFcGawbUGJokE6PvWKpazqdix6DyfIQjJ6\/PcWF1XxCwNxus\/yMej038eQfL3tc762BcGZXn68eFPESRnsxMvfmL0vSfB4Ekj3hP0hnJcp+yeJSe2lOcUfTpyij4NOUWfhpyiT0NO0acgSKzVCPlOIH3oy6++eP2rz4InEf3S5cuX\/6KcQHJfaOaLy5e\/PKGFsW9c\/vwk6twnKmMvnVQPA\/Ch0InM8EQmHY\/HleOxwv6nCAorYVGzuS6Hw9XF4uKxZg\/uKjcYHK80zYpSU4\/x5vjWW173HVt2oI0A5CLaw25pjTuc6eSGI40YY8sraOrzowcLknMZbGo3K+tff70eGPA7DY01XM4GA3VIxYh7YymXgyflcsetKhydWSos04HKbmJ72MSO2lrVVL3SdJoNPiRtsJtApYITm7UKTh+vqAahdysG25baqk2GjDc6jTWpyb2+n\/SE4QQaa8TS1G28yjVdVJgeF6sRJCvYYIy3GrokpjN6tZ7Up8Sq3NH4SOpYTdfC4xlTR1VVezMWqx6DqV4BEN1cWapJulq6VaCdeq+kNqiuevjWsORRaKC3O0OVbVP4oRMH+Cu4vtyJZmcjU50jQChfjC4W9GbBaNJtvdC75VnYdTHhJQ3UPOrjTq9MOn3Hht\/07Y6\/c8vpUsvhDsY1HJ2muwwn8N25gsO8GngQgrEzukdve11QuuGRRg93Ohi73LAw6RSEv+xgP3X9OmNdy+BO\/aEJsUmHe2RWhKpYL40qXL3V6XG7b1gE03anULGu3S0HKKY9wxhQMG+21ndKeqejG5LOecdkjNwEox\/h\/Q2FUCaGsgkZhfNHNIMQjGF7NCAtzWkRukM9sOiWZpQHbq3R82\/YHa6qOtk2NjxJtGFzR+PU5up2oL1NtuGCTHw9jsYGj3LxWCwjp1Eme0ReP5jAlkVqgVpljTjOCDx3p1Mud0gZSAcEgIf69lqn1q1IDmdai3QrNLChV3DfMgOe3g3YbSzvvhL0xDlUzSWSifCRFMmCvXicm35vNNQkj6mmvyENRu2A3+NM5cSxKvcIIWDs3C0M2WrA227SXq3j1Te4alK\/p6vqHrrPl1JQJJGKx7JKdPEKQunF5GGyo8QNVirxeyOmDQhurBI\/3eDg3ImricL1ZhljyzQ7jUGP0ACmNjh8CA04Wya2NuhUNFXb2Nd6OhsH3lQ4lkUxsa9T9nBrIFBqGZy1U2i2aMBPKXYMAoahblMwCNB22bQsg\/HbhUGT6MN70DIZa7lc7\/mxREl7ecfr4sXd+hKUS6Yj6agcTscQKkLjRfnDLYJAyjeFjZ6fBqTaTc2jeokDqzbq0gKpNak\/YLkDzszykLM\/SQ7DFuMetAvaaazSriOiBdq8hqs\/KjQFkRO7+w8dJvm4\/KVSIS1dMrjKpZGqb+BCn+ys1mujHtEdl9R11haFR5y4uoTrfdJ1\/TWds8YA\/sMoYHPN26\/r2fPskRgSxZuHi45iEOVqbckOAJzWktYCJNDUB36jObDBdEp8Tar3ajsO2DSRMIZr7G0Zyy1wme2O0e5ZFudcq0+qqVBiRZFXcqIqXBTvHXLXhBJN8CRa2VxebUnQA5GNQhvcde\/eQJIK0By5JfV7G25lVCG23idtXjKshuVqtteicJFWzVBVY1LDJpxjuipMPAHtNYcP215SC4bKjHqrQSVv6EEuhI3x4h6\/adOmCpbfXuOqtkrsIVMHxOAlZvYcfz9gWYHOSDV2+tttXJy8Vi4i9tfKA3ciGo0ddp+K4teXHbNMyl3aYrdubtlDCqnR0BUlJDqx+l2tTRuGvUW9kmHX7jfgqqzOKiZg4k2XDyu1Mi5+POk9kZKKFlE8Ez6iJBDJKwEC3dLNnr9NsL\/Q7d1zm1giEKSUdNrebhJK4XEvMHAhDKPXBpR6o0bN8Zr9rW3L0iDtyOyN64WzKRRPHbq6H7CHw5k5p0JxwD\/SIBBfg+60YHqSzT2Xdvy01Sr7N1jJtkgD7rCw3xZJaoC0WgFCIFpgN\/acIJLzYRTLJ46ufgNCvuV7ljFs0FuiFLAxqPfqDuuBO6GDVTzSmA2RF9ewyUrMslp+gbtNR5yPOhiyED6\/v1Lg6Itkg8pKReMqc5vQPD2VDbvEtSXT0Wlz1NEgMdpqeoWCBI5HtbcM8J263rUg4GXuEjZHhfXsFAeCUaQCHnIbN4yFHY0ZvIV3tsD8VUeyie1ZboVIbVtqaapj9VuYSls7BMzG2MCZ\/PpmZKpF1Ei+vqrZ+M8Y\/4BHEIPTe9D6JIgoJcP1B8y7C9hWjT6G5hsgklhVyKBFX63gPNrb026K7Mp1jBPjrUhxewGLkQG15W5YkkT8IxEgDI261e5Rf5nzVhN6Kq1STOWOx\/L28a6A41+qP0RjQvUjUZppMsPfA3dI3L4FnZEnOSpruxA9DnB22uMY+7LvF3ZVb9s4oWxCtwT9UkB3PAqmD46FbkPEhXv6gB7XNfkoOh4y3WxDkzXwXVXVBrgnUg8M8fzyCnwex7KQWsgkdE1hm4+WwfBLbHt9fcHDOAfXtBKe\/qDXMwUMp7a5uO5yddQthpc24zIKy\/JxG+Q9WFA2G0byt5XV9eL4kwgeg1HG5xUBev58LndigH8k6Ms3TmqNJnr9s2M1C\/AT5OQWlZyiT0VO0achp+jTkFP0acjJRUdI7KI5bYoXkdCl1\/\/6+R+\/PIl6H9c5\/j58ItHP\/\/HyXz47kYWxvqDyh9fPTxviJ8hDo+Oh0BvHzFyemvcglLqSnGwsAbYSCk9\/iMv3YBg5nn9CEYVInsPFTnMeZ1HoOCXRaDYWR+FYLBzPoBj8Go88MiuLwrlcJNodMtbGsdx76+uZR\/GnUm8nlJ3KJ+VMIp+Rq7lEIo2WUg+PMAuohCh5aYtpUrh1\/9TAyWT6wSwFPEGBO456vSxY8PiUGoRmU2m5mkS7pwY99ARR4ohHvC6taszoW2I+zKgvNBe+FdcXFvaVSOSXlpvXcCLxj6PbSQCAV\/B48xyUy4WT++gPPSOGPaNvq7xG\/Naocl+Thiqr9Dhn81TU9FZjuSiexwuMG7Xa\/PL1I2JHSK7iIkaRTCQhJyKZqFzNRyLFH+0Xha43mWrdLfFCZXsVrxm83HV4V+dcHZcGpnEFY0Ndg2u71zVUrXnYM7p74Ffe\/e7iRQyqz0EzzcXjigzKl9HDB3ih9UqvUQhsOJ2Ww3d6YiOqfgNuS46LcerPeMi3PJW5ywYv6CpnDCcOPyxD4Sz++d9eu\/ga3i8re\/h8oL1nRfwNe0AbHT\/GlGDJbRE\/DgzKa3cKfd3p4JZ6c8uC6+hbrYDLVO5RfNinOSEUKb6Xeu3ixdcm6I\/K3vPwQFV5u7JBoK2ulSn2V4Z8u4ADRNQylP2ESgFseV3itrf9bqtL9W18qBNg4Mwy7\/79NSH\/fA1HDpC91oawUeKjloRbjt4v+EdDMZ07kOyhR0fDO5Taww3JbbijRgPaqYtHQ5UXDhEdjDz53ndgKrvy7uPyHc7sodNlrR1wCwNNLTmdbZWJKlJ6Sy2pLalDqMc42Ai4e5c2wfjJSDVah+hkRA36yt8uChHkF1+7+Ji8tbSPrlyvSDrveeANN4i96vqBHdom1zYoNamtGuqIslFXAhOqQaPo3cdfH1rFC4os4X2NP0Eu\/scuetCHsgQvc9YkG5qH\/bTXdqG1rmGHN8jA7TckXWtSSv01s93pMq5u9EnLrL17OOyoiNNvPR38AbrYEqYxqEiEYIolS8xMsx4V2zjihseYZLiE4m7bqjlqyXQhTtADI1V1lg\/noD6U+f67vz1D6Q\/QFbE7JrdqZbg1DMkBbzPwO+qoLLZW0UlTssGM2h5Qq9u4PcD+ssZUZh7SHogoHsX\/uLgPf\/Gfj5v6xYfQNaDasGzMS6pxv81UG+PKAEuSzdt9Cp5TzPN62DF7g4KfmANsa8zpFg\/L2JGCv\/v7W7vwcA0\/P0A6++g2Y6NA2yGjksobgeZAooQSUzMxtEs\/eBRNHUlal5BBOwAfgdGV2vN4\/fACSAiaVsZNFbwL+PXo41Kc1PmhKjY94umW32+K2kxJ8gyn22OqqgfahtG7P+ReGcMDOldtiRm1tUZ381DPdQStZN\/7+Wv\/\/OdF0SU9tTfNr6zjCumUacWqrelr7RLjbZcN7UaPw6\/dDkRf5k1bMgfd+6TZdTUulvocJvs49ur8\/bUJ+tOeKH\/d3PYCdegtnfrAajNdt0kvUJPuqCDd1AW8Dc3AJtjedoXyubq9ftjxF8B3vvv7bvh14OM+cWSsCHpBk7YfgkJur9rkjuSnhJhMJ23HXl6XEdZVFZqDWGXSEBuZsoWlw497IR1deu8fB6MHQ3JwJhQKBdF1E9ydjsXe381ymxJP1XoWZz2J4BVRc1ms6\/xurSYqNMzNr6\/dwN8fRbYBviaL\/+Ng9LMz8rmZs8EZlMS6NrII8cx6wB10LW00GuwYVk0fmjgnAuQixunkelNjHs7E0+mj2hlJRGIH5jXZMzPnzswGZ4E9heuYeJ5VIE3OjZ0taq1SfwfCGN4e+28lC\/nhhXX8P98kRLXA0a0VR+jx3SODoQsz58bkobOQf+YimyZ0ntuUa6zUEtGiSTsGoJtj9N0cRR4nuEdFvQf\/2D3B2Zlz8pj8wowsVlhsjhhnBjFVcIeiJbIeXjb0aw+X7hyPYSU0e+acPCOsBcjj48Jt8Hp\/qmCpOSC4AuHvsBBbxNcf2X5XnBU23bG8ICgbyM\/t6vycIpbogL3jYnoJu807eLNjNzHEV0r4x3oOXvr8fHC6myIEz81ACz2LsuflserH6OFqVQTA8\/N4cWYdf1NVHh9aDX75xRdvTPW0MDQmnw2+OROXZy4EZ0W\/NHNGHi8oiqfyj8QJD0nwX\/8K\/e6vb0zN5INodpd8bDQXQrNBXyg8+87Mz878bHdZ9VP+678uBVHo9S+mdU4btNAH5OeAPITeQmP0s++883QkgQ4y8\/rnl0JHP7kXDGbPyAIYyGfG5MHgA\/S3n40eEhuvKF\/9FeDB2Ryh9oOhs2cm\/vwc+JYzs+Kj30c\/d+HpqhTok5cBZ3NJCR7lwYoQtwD52T3ys8EXQwcHHwxfev3LJ002vfpReLCWGTCTSU90bkZYi++F0IO+cCioXPrdv3Z3YXlI+2BPYjQ89monEcBaBDn0RLtB44WJo3gB9MnfyqUvLoXhE9g7klPgZrMfJ\/FCZT2bfZVbs++ShyDimoG+KBt8SXTRYEOXvvgqHLq8u3sPkmUlhcsY60zr425t\/RWF9UFfdkKOwFpEU93bcueFte4bnyX61ed\/2d0EB+XGG2xozZbK2tKI8\/n1V6L3YGjPHaIIhLvCzvceehl0Yefn\/3D58pcoFIwBttWCmNPSNMtWGTP2h2RfRlB4Njhx5LNB8C0XgqFXhO4LfXH5D1987guhZJtrrgvEW5bdFXOBOsWJH62MfJELCYr4XLjx2VB2BpK6B9by8ujBz776bOxjU91rvS2pyc0+kW5LpmbW3NbkaAIUL+ZQPvoi9oOEtYw1Dk31XDCCHkZ4SXTfxMUqm5bZILcxca2Gxkck0DCZtjxZGhlFqUREeYF1qGhsLbMTrwg3oVeJPnmVxVUmmudQZS3J46Pb2OElp1DdQ0\/kI8p4CfBP2isheCH4zsz5C+FxZiHP\/MhaXh36D7aqloyAY9iUkn5g1SpsDzrr44VAwmCWqmN0FCsW0dL3z6n\/8C9\/8dGnH70fOrtP\/sibvhr0aNlhwwaxLFKpBHCLs14nUF\/GV3zjPCChZPO58XFF6fBsQn6uRovQr+fn5uHrw\/NZQX42+Gi0\/VPQn\/wE5CvWe35argWanLfLmqpqlR5jNhZbCqAcwGZj4+ctVWMIxdO59DPn0tCv50A+\/XBu\/tch6P3PBR\/b\/O050SElufSv0BO3jkPy5qrX9uujPiuVbgV0vT2gBhMbyuwOh0xGFFBkfMYPiuZnn9XXovcXgPyaDFfQ+Fjkc4+\/9XOih9649Mc\/fvXEGjxUXDA4hxbaMXTP3vJLbo9uMMbnNtHeQI74Dl8ZH5ijrCjPMpjgWOnzVz96f35u7hPlcWv5CejiJOvLl0JP2NMG\/TBSDdWQnH5BHFREBhp3Jc\/G14Vnl1NpGUXSgAsOUlh65DkmvHftRdDPXf0g\/ri1\/AT00OuXL3\/+xMQIpSsOHzbJPeJvc77dYbxZs+pfj1d2Ijkcj2VTosFGI0heiaP0c\/ROe+hzc1fnPkAHvu\/zNtNQ8A+Xn7I5ePib2hwmTdskG9s9l3oNqjOjsjuJgOQltJJPKUjJ5FGumvc9x0o+yDyXJ+jzv0IHVy0+r9aDQfmpVb7hRP7bAWOaLeGGaUl4W2WqsztSi5CcSaNdn\/j8lVjo3ETnn0LzeKLW355585lahyz6qckoAK2PIGAUe7ZwZ5UMuNiaYrdHSqRmE0Lrz0P80Ct+8hvhZH5x7olPAPRzynP49We\/1dKCxowW0UqqOgoEbGd+90BUJMdySKn+9MwDBf\/9708+eUpn8hY6+\/b5t4MX3nk6+nN80Mr15atigzym3lz4PoLxlb3j2150k6dnvCd665e\/Wphf\/d\/33zn3dPR8PpF9+tujcDoJXhC3mxjvbgX5KrYHezK8iBTmrs7P9T54MrqgSHfmV3HuGTnDWL+5xXT4lSzx3H2N8JMsDUFv9e9PAP7q\/PsHT\/SJMsNsVpx7xm\/4Y9nNbzYjz\/gcX3wk44EPEjfjOlEUix\/8gkH0n1ev+dCnwg19dJCqUFyWMyJhNsF78A7GzVs3cDodPZTTqlAkkoqjbCoRzsoQs32fj0SqcioVV3KJ6mPwQQRR5W8\/GnvQ35x5HGf37PYRd4kL\/bzVrze4qhdW717FHx8CO0pllDQEONlMLAv5STGcrIbTipKWF+XYY7oS6MLti+\/fnDmI3Da2bjAGYQlky31Ry6neH0BM27p+CHOQ6EoYJZV3ryQjgC4qSccFpSgtV8XxtY89+xcQ3gj0+bnfPu4P0JLHWBc07VrDnrQ25L3aUKvpKisZOH1wYPFy6Aqgr0CYBuiLAj0MykdROXMg+vvzV3c73PkDIgu0Uljud8hgaJlDp2YZzOni5bJrcKe31Um\/8pXiCHrcK+F8NJqVo8lFtJhMhVEuGo0djA7d7fw4tJx\/\/4CAOBsYjJq0USMUMk6JdMUeFLRR2Wrcvz\/U8TPc\/Iuw7\/mX\/RD\/gb856Okf\/++1+YWPfnmQe5EGYs6a6FgiklumklRwmO4nhLa4ahwC+t4FPK93ffLYFPpaL6lDL0AbmlEjROfYYawpOdoo4BmN3fFQNPnx6galUTyyO\/LxTJnYyUF9Nlpa5aZU7kCCrOpkxFnHZpxsixoNXMProt4RKeLUbYit5Fd2GiRk4GPHMqlAfrpO0PgKHn8OUtYtamsDMfduY6\/RoETXiMEMNqLYvFv4RgmhHFxAZkVWoq+sShllc3l5JZ3OyUvpbDKZePTh\/UxX\/L4bmsRyj14jUt7D\/1djbcnkZmBcvylJxCoYYP6NrsuEgxRb2smJqlLNZV7V3lmAnpHBJy7KeZRPxBZ\/3IGgbDYvo3g+h2YhQokv5bKzWQDwyfH8Q21P7NrTKONCh1K\/fws3WUlt7DC2SonbZg4e8vmkOLcaLVajxWS+qKDEu4vpl58QGKOnBXoG5SNx+ZFHoxAbKAk5EhEeP1xUwHem5Gw+uyJf2ffWSPl+HhxMt1DAvaHjSA7n6oYEgUDX0jjX\/fpdSCVQfAXJ8SsROZKE\/5AQRvqy82Bg63l5KRePgtarkfFWaA8\/egW0Ja8ki5E0mvS44SRSUtkcepCHIQUDLW9ZhmSonJUbrLRNcL9ButBHDWrk\/32bEO8TCUPuGUZhCPCy1fHB7ZF09WUMH1QRV7KRKlKyYMXVR4bJRA+bFLsvin62OIYH9HAK2vbD6NfbnHt+j5O2yoYu6Q1oAVN6V9M7kr\/T2dwtLNjvRXxoMZG6IoutEa+8VIDzoEvyPZ5dCfS0ksgk4rl8Zgmt5JI+Xz6Tj2V\/9K4oi6+a1B71KBm0CZWw1DIMcYI40zsNg89PJrpQOLz7LScUJROH11ASh7ebDFLgCylx0FtcVsTcG\/wdj4vz4h8uHUXZ5BKGKMANrDXLllEZqKo6cLXRqNkX+4QVYrtZcyolbA3sJSeGLZJiQdChkY89OXrIQ+59NI9u5wV6N\/UNf73H+bDbthqqo9tiZ8R+3eDMmKDn0khJgkpN2D4AAAGeSURBVKdSViLZbErJZGPvxZ6rM3wZ\/tl4Bj31TdBSUwVqakCY67m3iEU7OwR7bFh3jbu1pV3bApXno\/kI9KexWBXS6Vgke+jnLIs9JEU7fXL5jojXS4xhk3PDrTcxaTG+6qqQNAXwDxllb6wimVfi1f0XeTUd07PQs1G0WFxRMslidmXlgGlO9GcIuHTXT1sbYty5vMaG+qDCe8Th5t6mqygCjT1XPdqjlQE9jZbAscfAJ8aVA8ZfwXPiZUya5n0\/bXCwE8tf7wZ2iCjznZssHRh\/dpEjPs96jA59UjIWR6lEvnqARxP7fK+7TFVH4+0nt8mAM7AbUb\/Z3t+KEj1tnOcQ0TFoHXosSKUiB5XUQ1e5eRdADWozxhtrTByxjLuGNoczUywcRFnwMNVkFEVkpKSjTxj1BpvRtdEaxm0zQMVG4UYhtYhxdLpHnotRwf3I94mfOUrg7uY37+K1VROvl2+18WI4LMvHok72WSIKdEJIfm9h4etiuPhtOhs+ett+YRl\/MvFJKnL4TvuVywlEPpVTOZVTOZVTOZVjLP8f87tZOcWaA1gAAAAASUVORK5CYII=\" alt=\"Centrales Nucleares\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estructura At\u00f3mica. Mec\u00e1nica cu\u00e1ntica y orbitales at\u00f3micos\" \/><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAANMAAADvCAMAAABfYRE9AAACClBMVEX\/\/\/8AAAD7+\/vNzc3g4ODt7e399ffAwMGurq7cdWf09PTw8PDS5PJBm9LR0dHW1tb22MjuuZ3qqovp6em3t7fExMTxyLGKioqenp7b29vlmXj01U2rq6uysrKYmJh1dXWbm5sAhsqBgYHww6r322+Ojo4Ai8zzz7tLS0tvb2\/76tZlZWX54on22WblmnnhjmxcXFxGRkY8PDz99O4sLCwjIyNUVFTppYXsspUVFRXn8\/rSU0HWYEnehWP87t\/beFf65p343nvHDinPRjrz0z7y0TG91+x2tNtSp9iayeYnl9HGACTKLi7HABTYa1DFAADjlZPYaUX76s766q3+6Zj66r5RRz0zKyWOwuOq0ehmX1kgHxiMyeru\/\/81j7+\/k53eb3xBhb2gVHOScImmkKCsS2S\/MjHlsae3T0334eC0VlvQQi2vZXCmgouHosCwoKSXVT5liqWBjqSmcVyRcmV\/V4N5SzwFPVW6hmxJcZEAIkCUcl0AHicfEwCVhHnZtqWvvMzvwMgAeMXWwLShprZlocDgjHvtu7OykoZSk7l5iLLy0tDWXlThqq3VXjoReavLe3babWTmg1nQRlDgoELpsDnZhUHvv4+uVUJxW1G2q26eoodZQTvvwHrh0ZSLfnLGuZbqr1wzIQ3mpWrvwXrKt8TQUE6Dq7eetKrSzrGjmXVcVT1WGxSEODIz1GH9AAAchElEQVR4nO1dC2Pb1nW+uAAMGpAAiQAEQMKDgkyJFPSgKIp6WC\/belmWFVm2HMld3abd6mhpkqXp2nTrw4ljKZ5jz26bbelaJ127NvW2\/7hzAZLiU5QUSSRdfbYlErig8fHce+53zj0AEDrDGf46IbAIswjxeZvI+xx4+bTP6OvDSiKLQkjL26RQeW9kii8+pO4hxRBiEZ3I35ZvJ1SvnHA6zd2m8YjiiGIyPoIRshUzZMQVjwdOCsW6Izq2XTuK0kOaxlGIc0NxaIW1aIjCUpzz6pCYbSI1hizTdZCjkA3RoaiQppEeNcBOFDLSCBl6JIlCLsI8hSgWOSHYNEJ2pk3GVWvNoBRRHelx3UVWhhMOCVHN41DUDjiJMaRSMpNCIRhYhBOD4tDOSJGdns4zRq0ZlML2LEeWHMVMKIk4vMeuotOMq7g4NMSpIyIbN2VXt+JKPCEhJSWJmhmFvod0XUkprGuZQq0ZlELTa30Gxw5s6kytz+EMBwSv5s87DSgPyiGt7L1mzNqdx3FBAMcV5xAvwOTJCpiP6zwWeAHDDvjH87Cb7MOCwGeaYwH7r0H9wV6eJ43rClrIigInOUF7cjRqunLaFYWU49Cmrcax+zodo4WE6NKaqsBUi1zTtGXKooeghwoUI1FIp1Rr6ARP8PDfF0vRqofjqpmgHdVXqK6FUIL21ZxjcS6KqxHYbYcojzhISg3FYbJFQxK8STKYQqqHMLX\/f\/J1gJcO15wjykBANJy3mkCCQclIwo6i4ISI0LiBEqpCOCkJhFUdWWRKpgxoTjgR+ZBi+BPntNm5dYjWdIJINcO2RMHRkKkrmIkqNJJshXGiLGIipoVsV3Q1OWQqsq6YhAYTDTGGF1KI5kOcboKQcDjTOzGB1NS93H3g3ie70TpU1CVY6ry6tHnAtmZcOuzH8zX4DhaWlxYmuicO0tSIWYf+eD5tn7o0xJ1bSwto8QBuQnDcMlstf97lYGSIwQZZL1QUOE3GH2cSc4mqrGfHELZIO\/Xw31J1LC5NLDehie6Fag3NRNkRLSbJT8dEjJ3ZEqPz93O6BOEhCabgp635kaEP\/g7pxiSgOm5MdDZNLMNXuNW8v5uQPKXgPS9JPBYZUTCSjIQxzbNpl0GMIQWzFHnF06IkIdnWyXt1nJZkJBrIjUI4KIuMxKs8YiQLvhLJOF7\/t7QIfg9+4+ar+7QSXLcwhsMeLXq8dyfEGSlDTaOUyLsuyzs0yCWI4BHv0SYb9WQ7213VcVH8BtI9BD5eM2VKdYQkbaQZJQnxrxw5ziG3AF58qzl4VdlNWPHi7AEL0yUlu2aQJqJQWkTgCrAe0ezATloywVoa6KAsJ3+KhZ+gN8QhMv2ihBi1EZMkr5nxY+S0DNa5uui\/XFqs0IZJl0punuL5EYHoISmF5HEUI5xsZgS5tm8nVke6qTgoJ+lAcGQ46Sji+goiLSpxcvg4gyzv+ChtLsOPxb\/xX3+zs6yhsBsvN8Gwpilj3YahoSomL+i6wMIbJSTqNPHdvAXS1UooZnaUKjZn2oxps7QYshBpAwMNcZYVobGpKGX+hyOi6e63vn3lrTe+c5ngyncflmmi3BGP+unYSX+Nczsq\/vby9WvXrr\/xd9dWCK5\/r8T9SHH96DEOluXTD5DuXb92+fK17z1688qVKyvkz5vnCvbztttoAfn2NaB0eeXv705evDhJcPGtJ\/n7udi+uVLDDbIRoWjh9mgtE0rPgdLKylvfvzs5uUowuTr55p47YD17n2MJRoKTlwv9MHYOrXKPD998DRhdufj07TduTAWYmbnxTvbMot7+iVJBUcEHq6qKGF\/dqKqCVVOAmdbi2aSbvM2w4M1oSwRVJ3PqkR3N4fDu9ZWVixdX\/+G9H\/xysP39H74\/CKxuvNHk71MTVVL0fIrBI7KpIY2TCSctgpghIeFAcJVizCQal\/nXeSXKULKusTE5s05w0mj6R6A0OTNO3X1vYOBziqJ+2D44OBMl+pxxItUcFtERKTbuKibtc0pBh6OwkITZeYiRk4yDZYoLKXISmVGQDcgsJ+mPG7j5O4TSjyjq7o8\/CAMlaiQ80D419pMtpDvVJSWflGRKUuIgZSWiCWybp9NyVBpRUYqW0glbwGlaUKVxZDtMwuC901iaubq8c2VyZgo4df\/TB10Bp\/Do4D+PN9\/hDnK8oIocjSRVQqJCfIVIqzCmMK0wHB3RVTONeLKfM1ROFmj6NFZmIF46P7k6NTj605\/dTfT0\/Bw4fdI6NhoeoX68nz4\/GDiig47hJA+JpSW0Mzkz2D46Zi+39Lb0PvjkF21drWMx4PaTA4Xx9YcmCCx2VqeAUpeyND093dvb0tLT1vWL9xUWv1NJn9c5mjcRejIzOBBubbu\/NIzwMCEFhhrdJt2yqdandxRsLYOv3vXN1PNnkgYbJpZqa+sKAye0WSWMr0tMdJKEyodT7WCmlkf3hwHTQecjdkJ4+eu7iVPHpp\/4Gl4dDbd29bxBE069YKeetrZRf\/9CZ8MZqumjwLOtjo4Bp06md7o36yTuBS0qhvF1i2wieWfA5wQmmu71fURb626wZ6J8GF+\/8B0EwW57eKzrQXNLS0tvYKa20elMm4OkZesI\/HJ2YebxYHisNbTU0+Kjh7iIbJyLG8ufb+6ZYCocbv34YVdPTw8YCSjtcQI52EBuoinPAjuj4bF3Pu5qAz4+pda80L2R\/Hlznkt7DIZ6+HEXkOoiaA0\/3tvXdLDVm3rAVn6f2p4aHW1+t7W1q5Uwam0dzO9vi43iz3F3wcrtzsBoN\/iJDMI7+ZyaGsVNbDYXvN2dGugcDYfDYwTh8L3CtssH\/1zZKZMAY21Lzy1FmY4tK65LFzY5UPi5P4ol9\/bMB90DhFQYGIXbHxfsxMtVl9n2ECtNDLGUgFA6uwzIUxDqOk5hE\/oYlmhKNM\/OJ4\/aBwZGA6wW7dzqrPZ5HKciy1ItlqzVKAoYgVMsjBSLhOoaWavgsms1AuHk+pxoRUGiqSqSNOKJjMmZCCvWURO+pUtMu999b3CgvR14DQwM3itu31xlNV7TUVyiR3AkSjhFjXHZdFAEuyaicMYoNIVkheMULIy4EX2IZI9UDylRRMniEClARQk9gu6o\/MjRKOHmktKO4X\/5wdTgYLtPa2q7eG9W7FbCUFQxDSmNdBulJcaTUrK\/QJqOciQbYZLTtIcQLwNIkRHYiXCyE5ylIIosxkVNFnmknkdXjpi\/uFpGxC2+DZwC7JTZu78\/N12eJouX0KWSnO7yKdryWNowHZ4jZdcJXVZj2YSRRHFY8EgFtpSWGZWneC6FbTBUzASD28LRcpoTnaXOGS+9PzM15dOaeVx6CF\/Fn0u0gWhVVlVGpXmallXeIFkvkQ5Gh6qquQS1qKq8BA3hJUNLiFEZWmV4lYWDgT9NH63kt1xQhJfFpzMzfrK8jJmI7DvSf3VaaCoXvPLdaPfiDMHqudK9hPNhqqtOHWVFKSkj2P306Y0bqyUOIsB+q\/FHhnjEnlaM8r3ILyM49+TJ7nCl404gjOdtS6veqjoq1N5swhlznudVXh5qOnwYb5IiRHJBB8qICCFe+PmyQ\/SD4hFPomh8bh0H+9KJO2hdQYVgfHETqUlJECl\/bQ8TFDfZPHQYHywcwhwkZVdF4wWeWnX95R2DzFhEHu3VjdnE8\/MHrL6sFA0tLaARQkeBr3Z47dOnT5+u7tz7sKBJuSkgg5CJoiqvc4pOxgevmwbSLVOUKcVkeF1mUjEFFJOJkUO0Km2ZjB4J6TxW\/ZUQiTJNFYUUFEkoIeCv6nKEQappUwiHiMSqggrFRLi5KbjCSk7xwxdvzGTmqtXzH+aNr\/tlw3gGOg6TQpaLPA3pZHzABw3JkTsyDXbiKRznEAwbbEqu5nPCaVrFoIukrBmkcZaoiSSybcSlESUp2OHoNBLGUUok9Tv7Y6tCdoFUufmcjCG0dsNnFIi\/9pmdxxnnTr+e+0IERlQ5K+o6jqNp0PWZpM9JRabPCcSSSIqhZHKNkwA8QpqMPQWa+HZS3JSqxvcKe4NCJfgJfY8Z9yuQHNV0Eeu\/rtYDKxbnTSxPII8UE2kaWpuZ8qUfqPRweDQ82j61Bv6djVLx+\/8KHUJzXU2L2grNMHK21p1JsVoCp3VBI17B48QES+rHmJTBeTgdwUo8wlOs5vFpm1Q0yqZJx+RINt7gRmSZYpURZEdlTfdjkbTNJAyV4l1T1qu4xhLZdq7lydra2oe4CRy8nIxybkognAaJjUgw1UpCxNHBqbUHQxSVNN97JBkMX8bUhmGIsiTKokT0nSQJCN4gLBsSjyWRxyKLGEmWZBH8HjYMCakJRsp+DiMyhsgaoiCzhoFYaIPhnwzNGPLBVcxUKK+Hd3dWV4l0ePr8PvFpLZ+4FvS\/xwGnsB\/Lk\/TEWHhgcPXZuzHq+MJ47CTZ6q0OgoKi5MdrM4Ptg4NBNcTbi+je5NPJiySlfO48RFLQ7Qihtjbyt3VsYHBmclcNHcGfnzC2unMv8e7zKd8FBLRuvPfO5A3fYkQZ7U6RjgeU2tpIErOnp6sVBtXqW8\/rT\/ZN5NIKw7vn28M+AlZTv3zj7Uz9yhrZf35glHQ8oJTJNnf5hnrrV9tooVIY7wTTKriFgs1K+kTTuFkFcW73\/GB4bIyME8AosJoavPuBHw1OTZ0nLVpmiJl8Sv5aR0tP6yhwunLtOcRZFcJ4JVPLMVRYZCQriJcY5pgGTzGy4\/vD81MDuVTeGCE1MDgAnGA+gn54w29zbwAadEHHA0Zkna2lK9w+NXnl8mtr5WUfiFGYcMHRMwEnOQJSwTENx9BDyLO9tCnYJic4IUVjkWKCSkA8hO86Kb6MhnhHgljfOsKlEoGuPrdzgyxIw1BpI4O\/tRVItQ9+cJeMLYJMymjHb0LMNAxCYroFOt+vP\/vss1\/\/23DZMD5uglSAiZdPBpyGRJhdjddhirJcIcWYNrpDEg9JBWmmlPbreUA9IL\/MMZisQWdWq2wqRaAgti\/eIIu3XW2ZFQyf1MDo9++OwgQLFhuYCVqfGyROryfDabjl3zvmM7g18VGpPwcOlmaMqyodXANEySSVFI3xpEvGQ7aAkraqoCQDVuESvtKAqVnzE5VmwAmhQ1ftYF9BtKxMzgySNXawQAtZD2wj3W905u1H4WBwjWY4oe3BLtL3Wvy+N31pfn6uI8D8\/Felq\/FcXHRjsmuKJkvp\/nmqCTUu6q8z0SHDSyZtpN6hTZ7SjbTDxxXbzw0xgeihE\/SQxlCclDpsxsifWLavX1kN1th7\/QXBFph9wFCjM++8kxlc4Swn1NPe1pP1EZd8Rv0XAP0dc\/OPSnVwcE2gf6mgELzHmMVYgO30FxinRQT7yRWFuSa8KGeCKl4gfwReOOR48tdlz62sXPyP10eSXf63769ykt43NjP26ONgPWMsPJU75MmoTwoM2kco+Yx8VnMdzYeJDrGuKGXqg9nc5RpHhe8g1q6vfDpCUdTnLdMYDwcr7EBloL3rruUvPQGpwb1jnowFpNqAEmHU5+PShf753xz0IqmTRNNH8EWdu3Zt5U3C6XYLGffDGU5jU21d3Q\/g9H0\/uJZ31A5MUeBH+uc7Oi5cuNTXd2sW0Nd3oWPuUe2X2QJF8\/i1yysXXwdOTkvvcNZOba0zXW0P3njQ4i+3gwjKP+5eGLrkPd9MQOnFzdmbN2dnb13qn\/\/PSrKP8S8Esn7Go2w5pUOSCqz+jbxEBJ8KRpJKIjaGIn3Q8v3F0CG8RLDYdO\/65ZUrq7\/97eetPb2ZCjCwQnu4rYdu9j1GD3DaLTjw3kBr6+98MwGlO7MbG198efPmrQsd\/Z2VVm9GiGLARqbeFxGX6P+K5csLN5OV8KNQyn\/jKyo9stcGK6q4T91zZrHpMeFEfPknt1\/\/ojfjIkbbwbGrS9MZUkWc0O7gmM\/pUt+tF3c21nu\/eLCxMXupv6MooebfLsIcMu+glBZyUVTDGmUjMwoqYo+TEgqRqJN2lSEF5inNyHDSrDjLpZDhKmmdjUUdUYyaUeTp0ZipwifghKt4rAD\/Q\/4qTiYzt339MnS+makBUh+qEUak54W7enrvLwY9EaarwrQKqa\/6\/Tx0vb6+2RdpaOE86F2\/2dffgQr1eYJDts2kMENKzR0LAnMScTOWSeVxisZN\/6JjaKFwCYGOZzjJ5PobCsVUZEdQQuHJFk9NSLQHr9gED7N3knFNciORHHIZ1GdgqIuTMx8QTkM9vlOYHABO05ub2XqwgZKU5fYf5v3hNPuCSiQS4+pwr8+pMP8E56NrTAxejciEk4MESiTnRyE1OJOYgVTRJWOL3I+FU9KGQfuLU0RBJEQinPwLp8jFypSA4oppR1hQTIaINQslZfD8Sl66rzs7RQ5fvuZ3PsLpc79oYHVmkNjp4RbKcGovpoTQBul7fX03X9yZnkZRGk9vEE4FpQhIjCsJQScjIx0xPaSlaDziIsfWk6pDRpisjztM3DKJxrAc5XYCObqlqpRKfITJjUdVSqQ95bYnjzsgcl3TwdpIKi0rrmLyyQRD2YbH5V2XnNf1t18LDPVTKk1ijdaZizC6wGMsM359JRguXMppOhhPsy\/uwEyt0Wj6Zt\/c7MkXYf4XycxW2FdQ2XXvOhgKjNPur0dPrkyu7vzhd3\/8Y+fGemCm1rYynwDzE\/i9Wy+89fXhKD28Pnthbh0dJS17KNCWFaoklhabm\/Lw\/YDUFFnlfParlSu\/9rX2R\/Pz\/RvElYf\/u6kUEkxQxPHdvLm+3gsu4lJHH9m8UP2i1xMC39zZ3byHpTevXbnok\/rltx5+b+UzX2\/\/prNjbm7+jzA7tS81l8GXgZcAUhsbN4knfwgbOzu7a5dvuVqw3jT8p2swpFZXV59ALDUX6O0v7\/b3QxDx+9axskuECF0ISPXdAoCKWEd4a6l7samGBWNNzc15w3n426+tvPXWGlF8HTD6Yaj0f\/WwH5QpkGovs5Lr41IgYy\/5zdYXlj5a3qq14tvszHe8wx8Gpz5LrERO9M9f+XK7Y36q7LInwUaH30vn5udfLHZ2b9aaEMHEUqnnHZ7P6u1Hyq3ZW32X+uf69\/mI3tm+C5dmv1ruXKybiqqr3YtF3X8joDQ7e7P7Ly9AcPdBYNS730fghaXupav1YKIsmpaaC33vhWAufflytnM9tnGTOLT5jcrHT2w2L2\/WjYmyKDLVXKBNX77c+Gg93dILXvoC0QdlAX6uc6mWfq4iJpbyVy8DTrdefhG6+2CoZb0XDNVxoexxTYudtfdzFbHVuZT7ssFF9MNE+vJ\/4j\/+eYoZnl6f7Zu7VXpI02Z392LdEiIAB5gdVf0ZO30J0VNaRsPg2OaKx9PEQnPn4kI99rkCbC0vBd\/6rC8Obr18uXnf57SR0aY54KbF7ua6mIqqImuq6UCavvzy4f3puOyHRfnz08TV5u76mYqqYiEYIJnOd7P5LyTlQsyU63r+VLTQECbKgl8kldhESACpF91\/Ab29MdvXkTXTBPi5uppbD4aF7uYJtO4r09nuWZK0u9Ax5\/uCiavLde7nKoJf7NwCUmCpF939RMHOdYBUn2gifa7u\/VxFLIADHL40P\/\/lozkICedukrl1uUH8XEVMLHZfRdOzX70z139pY3jiao3DvGPCwjKMqkUSBi+AW2gsP1cZi51Xl5omQP7Un+Q+OpqaO+spzDse4KtbjXC7wzOc4QxnOMPxgGcYAf69Uq6fd4dYIR2vw2cSfA2QVeJX7ZEGVlLXY68Yp1AckTtrvlJ4FfuencA47jZ+3EjKDTMseI5jZI47oRrkUwM2zZBlRew6fE7OUaHYmQlWiTa6dbKI7BWbYf3VMFWo4FYQ5qtgKbHwthV8pDancayIFL2na3i712MCW3yDANz4s61ScsONxudUyqDxn4GU47S2XbylYZG7HmE3W1nV+JzobJX7dvbagMbvezhH4Vnwi298TiiU7XxrQef7GjfPrxvk5qPH\/sUBUh0+l\/PwkDJXKG2Tzmc0vofwIemBbj0PHuMVGEwBeD3CIIzWPrHp6o0bB4ppmu8+qd6u0YDP1\/oMTgDPan0CJ4AnlQrPGxjba9XbNBye1\/oETgDPXwFdVIxXcUANv5ID6hXsfGsVbsvXyCDxhvpKRBt7GH6mjFBJ09R1\/5\/1KiSa0Y5sqLmbImNesc1TejrVCWKt2JsLdMOvSj0uuWEx0Dr90zhWDJdqc+LeeZR92Di5oRt5knEjlbnsFF\/ebyQRijgQ04\/49krJSItYyHUaKCTeLR5QTBQhF\/6o\/oPxaE9GrikhN95AnErjDY381ZBDbtqHHIVFquzhhup750riDbCTw7vIS5DHBHsJR5CQ1kiMAGtFA8pMuIgjzwjmeKSAyhAQ7URqcmZHx+5u9TaNhnMVrvAP0KBi6TnDWaYZUss+bvUId8+rObDq\/O\/nmm6GdM257akl4RSuwXMIvx6wlXaMD7MDijfcWMltkMVjeOzHaUKKaWQVPk8eyVq6uFzCbKhHIYeSwRD6NP\/+EkysqLex1Zc+yB3EMaqHNICbvQHUvcIA3i26Z7pS9VnNUsrjaaoOJmYn95jpx0XySC8kJVS\/SyC5J3uq9mGXnffk7OJ4I1rY\/cyqBnBcVR2ved2SmG+LZ8U3bCkU4XLVZ5jEbYYZqTmnofzvviTeYL38AY8jZT+ClSWZDdrFreDpzjWFWeDMigcUuMSCpety865qKxzNcbp\/b0Ry3\/eRGidncKrwfUkAjxP5hpJK4kEhmmUgawaSdF1Q9erD7kShFFUQPCtJx5pW\/rviggM5\/9ZsZn1EwMVPRysZUIiN5b8r4oSjBW9DVSewU4CcLtqwXZo9yu986kihllAKIxBcD0UWRskD5ks5RfO0a3Bj1BxKnk+1351ETwtmiTIoXd8o8IxUgY6liz0ca6Gao\/gpgtD5StKxUr4DL+xcpV2tDoqW3JKp5Nyfzhfh0\/8r3pLDj7JNcofXASendHrE54pgxIu35KBnG+eOroNguLTvSSWBnxQt3pKDmXWJXPZFHdgpUhKP0yVTTPG0nIecm8uSE+rAmYslNijlZFf2ZblLCbJlqFIdrMPJseItpZz2u143u0Sa5VQHXQ90dLHcLOHEJ\/c5PKuNMpxCdZHY1IuVQAknbl9XJgQXugWc6mQFmC3ufCWc4vvrUlYnfoLIEdmuBwVL4BYptGJOYtHDfUvBRUzJlJSIUg8pMB\/Fw6WYk3eARCVPO2pd5TNDheOliJN9sAmnDqQrQOaUTK8rfDROISc1frBPC9VDvxNjnJgOfB4fyxdIBZyM5AEzC3XBacgiAV5wJnIsz1L5nNTUQYs+6oKTH9tRGSsI6b0xlcdJHzpw\/qf+OEF8nsud5jgZQ5X1eAnqglMClBk9sncmjBcLJLoYcFJve4eZQeuCk5ywzWSBlGHctMfRhqIatHIn5h5OE9QFJ\/++PyWbdCeeTsQd3ThsIrU+OFWCeCRBUN+cSuOng+CM02njjFMWZ5xOG2ecsjjjdNo4GCenSN82DifGi5BfWpyRPY2RHUfOJs9jRfFv43CK8qRyCLt8lNFlZBmSgqL+wiIb1QrFYuNw0pBOxKxHu6ymcbIXl2XTjx5N2ipcPGgkTn6W1bCIcWzOkFTbGSJJDC9kFqb9GocT7cGZqyjtiELCYyQnLiH\/MZ9cCCgWBF+Nw8kvLsR7vyqfeANxOjDqnJMkK3FJYA8KXo9CGFnnnGhnnNK5A0ONUykb1zkn6HvSYa5PM0iwb9Y1J3ykOrXaF\/We4Qxn+OvA\/wNj6f5K6HlaaQAAAABJRU5ErkJggg==\" alt=\"La Mec\u00e1nica Cu\u00e1ntica: La hibridaci\u00f3n de los orbitales at\u00f3micos\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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 style=\"mso-bidi-font-style: normal;\">s<\/em>, <em style=\"mso-bidi-font-style: normal;\">p<\/em>, <em style=\"mso-bidi-font-style: normal;\">d<\/em>, <em style=\"mso-bidi-font-style: normal;\">f<\/em>, <em style=\"mso-bidi-font-style: normal;\">g<\/em>, <em style=\"mso-bidi-font-style: normal;\">h<\/em>. Este peque\u00f1o n\u00famero nos proporciona una gran diversidad.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Orbital at\u00f3mico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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 style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Libro Leyendas. Educaci\u00f3n, expiaci\u00f3n y negantrop\u00eda, ISBN 9789585983670, Sello Editorial Unicat\u00f3lica Lumen Gentium - ASEUC\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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 style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-DNBRP_SY4hM\/T0LNBQg5XsI\/AAAAAAAAAFw\/AHpu8IMM3pg\/s1600\/99.jpg\" alt=\"F\u00edsica-qu\u00edmica : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">La enorme variedad de formas, colores, comportamientos, 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.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/imagessl8.casadellibro.com\/a\/l\/t5\/78\/9788491344278.jpg\" alt=\"LAS MOL\u00c9CULAS DE LA VIDA | DAVID GONZ\u00c1LEZ JARA | Casa del Libro\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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 tetra-valencia 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=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">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><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: right;\">\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%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;title=Cosas+que+debemos+saber+I' 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%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;title=Cosas+que+debemos+saber+I' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;title=Cosas+que+debemos+saber+I' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;t=Cosas+que+debemos+saber+I' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/05\/03\/cosas-que-debemos-saber-i\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;title=Cosas+que+debemos+saber+I' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;title=Cosas+que+debemos+saber+I' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2025\/05\/03\/cosas-que-debemos-saber-i\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;title=Cosas+que+debemos+saber+I' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F&amp;t=Cosas+que+debemos+saber+I' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Cosas+que+debemos+saber+I: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Cosas+que+debemos+saber+I&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F03%2Fcosas-que-debemos-saber-i%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0 \u00a0 En una supernova, en orden decreciente tenemos la secuencia de n\u00facleos H, He, O, C, N, Fe, que coincide bastante bien con una ordenaci\u00f3n en la tabla peri\u00f3dica que es: H, He, (Li, Be, B) C, N, O&#8230; Fe \u00bfApreci\u00e1is la maravilla? Las estrellas brillan en el cielo para hacer posible que nosotros [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[20],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1844"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1844"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1844\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1844"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1844"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1844"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}