{"id":3234,"date":"2021-01-03T08:40:47","date_gmt":"2021-01-03T07:40:47","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3234"},"modified":"2021-01-03T08:44:01","modified_gmt":"2021-01-03T07:44:01","slug":"universo-i-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/03\/universo-i-2\/","title":{"rendered":"Universo I"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.quo.es\/wp-content\/uploads\/2019\/10\/como-crear-tu-propia-supernova.png\" alt=\"C\u00f3mo crear tu propia supernova - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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:<\/p>\n<p style=\"text-align: justify;\">H, He, (Li, Be, B) C, N, O\u2026 Fe<\/p>\n<p style=\"text-align: justify;\">\u00bfApreci\u00e1is la maravilla? Las estrellas brillan en el cielo para hacer posible que nosotros estemos aqu\u00ed descubriendo los enigmas del universo y\u2026 de la vida inteligente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ5CCEyNPJu1fPgXJ1Vg82UQnRS3uTt_MJprw&amp;usqp=CAU\" alt=\"Las nebulosas m\u00e1s espectaculares del universo - Nebulosa Dumbbell\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSsWcUgCPLCJPswD51Qo137AvH5rMZYsVnCAQ&amp;usqp=CAU\" alt=\"Stars and Nebulae\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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=\"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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSM22PcXBTDhlTt1F4942jaHoKXtW8lZPELXg&amp;usqp=CAU\" alt=\"Arqueocer\u00e1mica: Prospecci\u00f3n de arcillas tri\u00e1sicas.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRHbuy7afBfxgUAoXECHGww67X0xb4UShndmA&amp;usqp=CAU\" alt=\"Las estrellas nos trajeron aqu\u00ed 2\u00aa parte : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al mismo tiempo nos ha parecido reconocer que esos objetos, es decir, sus redes cristalinas \u201creales\u201d, almacenan informaci\u00f3n (memoria) que se nos muestra muy diversa y que puede cobrar inter\u00e9s en ciertos casos, como el de los microcristales de arcilla, en los que, seg\u00fan Cairns-Smith, puede incluso llegar a transmitirse.<\/p>\n<p style=\"text-align: justify;\">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=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfNo os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Materia Inerte - Concepto, caracter\u00edsticas y ejemplos\" \/><img decoding=\"async\" src=\"https:\/\/sites.google.com\/site\/cursosnormal3nezahualcoyotl\/_\/rsrc\/1472850317822\/2o-semestre\/exploracion-del-medio-natural-en-el-preescolar\/unidad-de-aprendizaje-i\/seres%20vivos_matteria%20inerte.png\" alt=\"Unidad de Aprendizaje I\" \/><\/p>\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">Seg\u00fan dec\u00eda en p\u00e1ginas anteriores, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> <em>u<\/em> y <em>d<\/em> se hallan en el seno de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>) y, por tanto, en los n\u00facleos at\u00f3micos. Hoy d\u00eda, \u00e9stos se consideran como una subclase de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"2013 julio 18 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRPKazpeROeYwhnm6K_Jm2vcSekUM0hdddvHQ&amp;usqp=CAU\" alt=\"2. Biolog\u00eda y Qu\u00edmica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La composici\u00f3n de los n\u00facleos (lo que en qu\u00edmica se llama an\u00e1lisis cualitativo) es extraordinariamente sencilla, ya que como es sabido, constan de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> que se pueden considerar como unidades que dentro del n\u00facleo mantienen su identidad. Tal simplicidad cualitativa recuerda, por ejemplo, el caso de las series org\u00e1nicas, siendo la de los hidrocarburos saturados la m\u00e1s conocida. Recordad que su f\u00f3rmula general es , lo que significa que una mol\u00e9cula de hidrocarburo contiene <em>n<\/em> \u00e1tomos de carbono (s\u00edmbolo C) y (2<em>n<\/em>+2) \u00e1tomos de hidr\u00f3geno (s\u00edmbolo H).<\/p>\n<p style=\"text-align: justify;\">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=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cosmoastronom\u00eda Spacetelescope\" \/><img decoding=\"async\" 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\" alt=\"Los procesos del Universo son fascinantes : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Todo est\u00e1 formado por \u00e1tomos<\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" \/><img decoding=\"async\" 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\" alt=\"Definici\u00f3n de mol\u00e9cula - Qu\u00e9 es, Significado y Concepto\" \/><img decoding=\"async\" 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\" alt=\"mol\u00e9cula | Britannica Escola\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTo4zVDVM7iIqCghvNDQrvVN28MsVfGXV9G9g&amp;usqp=CAU\" alt=\"Ser vivo: Resultante interacci\u00f3n genoma-ambiente: ATOMOS Y MOLECULAS\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hablemos un poco de mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">El n\u00famero de espec\u00edmenes at\u00f3micos es finito, existiendo ciertas razones para suponer que hacia el n\u00famero at\u00f3mico 173 los correspondientes n\u00facleos ser\u00edan inestables, no por razones intr\u00ednsecas de inestabilidad \u201cradiactiva\u201d nuclear, sino por razones relativistas. Ya antes me referir\u00eda a las especies at\u00f3micas, naturales y artificiales que son de unos pocos millares; en cambio, el n\u00famero de mol\u00e9culas conocidas hasta ahora comprende varios millones de espec\u00edmenes, aumentando continuamente el n\u00famero de ellas gracias a las s\u00edntesis que se llevan a cabo en numerosos laboratorios repartidos por todo el mundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Mol\u00e9cula del carbono ilustraci\u00f3n del vector. Ilustraci\u00f3n de carbono -  52578010\" \/><img decoding=\"async\" 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\" alt=\"No es tan malo el uranio como lo pintan - Principia\" \/><img decoding=\"async\" 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\" alt=\"Elemento Qu\u00edmico De Osmio. Firme Con N\u00famero At\u00f3mico Y Peso At\u00f3mico.  Elemento Qu\u00edmico De La Tabla Peri\u00f3dica Mol\u00e9cula Y Antecedentes De  Comunicaci\u00f3n. L\u00edneas Conectadas Con Puntos Ilustraciones Vectoriales, Clip  Art Vectorizado Libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Carbono &#8211; Uranio &#8211; Osmio: Todas tienen su propia personalidad<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una mol\u00e9cula es una estructura con individualidad propia, constituida por n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>. Obviamente, en una mol\u00e9cula las interacciones deben tener lugar entre n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, n\u00facleos y n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, siendo del tipo electromagn\u00e9tico.<\/p>\n<p style=\"text-align: justify;\">Debido al confinamiento de los n\u00facleos, el papel que desempe\u00f1an, aparte del de proporcionar la casi totalidad de la masa de la mol\u00e9cula, es poco relevante, a no ser que se trate de mol\u00e9culas livianas, como la del hidr\u00f3geno. De una manera gr\u00e1fica podr\u00edamos decir que los n\u00facleos en una mol\u00e9cula constituyen el armaz\u00f3n de la misma, el esqueleto, cuya misi\u00f3n ser\u00eda proporcionar el soporte del edificio. El papel m\u00e1s relevante lo proporcionan los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y en particular los llamados de valencia, que son los que de modo mayoritario intervienen en los enlaces, debido a que su energ\u00eda es comparativamente inferior a la de los dem\u00e1s, lo que desempe\u00f1a un importante papel en la evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Mol\u00e9cula de hidr\u00f3geno - YouTube\" \/><img decoding=\"async\" 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LNm3Hmei3VsnAVi7SEbE4wAo2Gfc104kkKGJsbWyW1sN\/EkAWV2qVUEoiURKIlEWTceikHEv1vD4ZZSjES4Q6GI2YA98jY\/NaETh2eSTY\/FcHe4VN5ns5JpvNCSJdSyMwg0MDp66gT1OdsCrlPVMh7uYEef0X3snOBcBoo27sQkKXayqLmGUa7eQaWwCCCA31b5zjtUoqLPsBdpC4toq\/xjiAe7M\/l+WCwYRn+nB+nfqKuULgxuS65crlw7jLXfFIb+6ISCFlIOMAKn0gAfPtVZ9N2UXYxi73L7e5uVVObnR7yeWJWWOSRnTV1wxz\/AJzXp6OGRkDWyWuBbRQuIJ0Wo8ycaK2lm7wyKRCqksAoZsDOkHc\/fFeDEhFQ9sTb6nwG60xTxhgMjwPAan7fNU635mcTK5VdCnOg9G+9XJKWo7MyOPoOR59UYaZz+zANjpc9eNNrdVZ+J+JNwyNGSulwR6VxpHsDnbI2zVWqFLTxteLknZSUlBNUSOZtl3XsniPaw2SxxQyNLqRpNeAHIwSSwzscAAY2G1ZDKlrdeVoSYZNI\/UjLx5L04h4oxXvDbqKWPypymFXqrZYbqf7h1wfavhlDmnqoW0L4pmu3bfdVvk\/lu5nHnRx4iQEl32U4GcDuT9qoNge83C9ZLilPTsyOOp4G\/wDi7uV7ZJeIRPOFVA2rBGxx0BzX1oaxwJ6rFxzE5G0wYY+6TYk8DrsvPn7hTWt67Y\/0pCXiYfThtyo7bHO1WZG2N2qlhjoOzsANen9qsSWEk5lljAKQKpbLAHfuAdz+K4Lcw0WlHMInAO9Ol1F\/r5FBGFOR3HT5rlsbOisS1tQPddb4LQPDzw9iv4TcSXEkUoYemPAK43BOR37Y6Vd9kdGBm52WDVYkXvu0a89Fpll4eWiy+dP5l3Lt6rhtXTptgD96dmL3VQ1kmTILAeAVlighgQlVSJFGTgBQAO5xtUiq6kqoctcYl4hfNcxoBZxK8SO3WRiRll9ug39gB71C27n5uFoTCOGn7K93Egnw8FeKmWclESiJREoiyzmfnR7NnsoNIKMcy+wb1YA6ahnBNVqyqsbM35XpMGwZsze3n93gdfNZdxDiLyuZ3dmbPpLMSfjfrWfdxduvSiOJkFy0W6WWm8jeIETQFb\/BkjGVlK5Lj2O2dQ\/mr0dU0CzivMVeBTOfmhAsfkofnbmfh\/EXRDbynfSGyqnc7dj\/AJqaPEDGe6FH\/wDn3gfuPA+a5OeuQ4bO20w3rsAQ3kvhv\/kuMdehr0uG4g4Sh8jb+PP+rzj2aWCqXnFngIUExafqGQxB7jpj4r00conY7KSAfiFCRYq3c+cwfrP0+oKrojB1U5XJI3H\/AErAZh\/s+Y7tOxUue6q7cL1x606g4Yf4xUweRuvi6LPlG6uYZHjXUY8EpkaiPfB6jttv0rzuJxuaMoHdvceB5t4Hotuiq2E\/uGxta\/UcX8R16KI4bBHK8cTOIsnBdhkKO+R1rBAObVekc5jYu4CT06leF\/AgkZY2YxhvSW2JA74HTNfc2twuOycWhrldeTuJ3EcTotxIkYU+nOR9gGyB+KjbM\/qrsuG01mkxgknfVQY5heElVRJBg7MOg+4r7HrqVHXNaz9touOR4Kb4fzZNfRR8OYIA8ihWftvsucdM9+tWWP0DFhPoIowZY9LcfZONWUfC78CMRXBSNTIsi5UMfjPbY\/muJSYndVbooWV0Fvd10seNF5cxc++fAUbUrts6pHGqY7AHdyPyKnjex7TnJ9AFVkpvZ5bMaDY7km\/ysFwcqcMa4eNYpvLZyQp3Az26b\/Fb9CXtos5O19PC6x8TyGqJZsbH4hWngnNd7w+6MFy7SIraXRzqx\/zKTv8APzVptIyrizNFjwfuqGbKVJeKvNcFzGtrb3Goa\/8AW0A4IA2GroRnqBXk6qXKLDdenwTDe1fnlbpbRevhvzTFZoLOdtCE5idhgDV1U+wzuD96jp6j+LlaxnCSR20A8CPLlasrAjI3Bq+vJr+0RKIlEXDxjiS28ZkZWZR10jOPk79KkjjMhyhfCbLK+N8StLy6kkuYXChE0aWCnAY6i5+dh8CvsmHAyd48X+eq1qbEJ4Ka0R3JB53Atb5rMbwL5ugnSurKnqNJOx267VlSQGOQjhegirmzwN\/+hx49F\/DcBTg1WLL6hagqhH3XaFek9gyoJD0bpWhhkRlqWsAuOVnYq4R0rpS4g8AeOy6rTiTeW0bklSNs9Qc\/4r11PS5HmJxsW7A8tO1vLZeMqu+0TtGh38Hc\/HdTXKVhbTySJcyCJfKYrIWxpbIwR799q+1NY6is5u99uoUEVO+bRjSVGT8EfzCqurIDtIOjDsQDvU82ImoiGUbqMxGNxaeFez4eTLCr28gnVwGx9J3HycfzWXHXBt2v0K6LVeuSeV\/0aF3OZnG+Oij+0f7mqFVUumdrsumtsq5zn4Tw3Bee1YwzHLaP6Gbr\/wC0k9xt8VQfECtCnrpIyAdliklq8U\/kzq0bKwDhtiN\/\/N6pvaWr0lPO2UgA7rrvCRKEjJAJ\/gmq7ALElbE8j+0bHGbHldq8AYXITd1fGdG7YG7YHuBmu2HUNVaois2Sa9hpv1+11G2hMMySLuY3DD\/2nIrrOAVE6mdJGRbcLr41O1xcPI27SNn9+1Stc+d+g1OiryQR0jA0HRo\/6kXC4ZAS7EEDYDofiq8cmR1ndVp1NA2Zgczey5ZwRICmU0n0hSdvgd6uSTukNmXtwP6WMyjZCRnsSN\/qvDiMsyklnZtfcnP8nvU1Jic8TCxrtLW\/4uMRwuNr82Xm+nRfdncBCpwWG3\/1VGeEX0ddaVFWBoDSwj4KycPQ8QvoIwnpZlBH\/Ku7fwDXVLGySXvmwt\/XC+4nO6npCWA\/9X6MRAoAAwAMAewFaK8CvqiJRFXeOcwT20hzZvLDgYljYHHvqU7gD36VG95bwrdPTsmFs4B6FQHN\/PrwW6kWhPnAhS7K0ZGPdCc9em1TU4LzsfTVH0oaSA8X8bj+wsQu+ISO3qY79fbGegqTFO2IDspDbW1+vRamEthachcC69\/pp13X8MKEbj7EdqyIqksGR4zD5jyK358OhlPaMOR3UbHzC5J8ahvntXdmlt2NPjfX6KtIT2rRI8E7aC31Vg4LxHTJD5h1RxyKxGMnGRkex2FXcOlip4JJHmxOgHPoq2LU1RWSshiFwNSePVc3GZo5LiR4V8lCx0oDnHx\/2qKqxaoqA3Px8fUqxSYPFThwz67Hz8ApDgNiZiBGPWTp9R7\/ABnA3rXw6SJ7e0It1O681ijJ4pOze4kccfJds1vLC5RlZWzjSQc\/tWm9zctwbhZS2vkmzlis41m2bc6f7Qdwp+f+tYVRIHyFwUoFgp2oF9SiKH47yvaXhU3ECyMhypOQftkbkfB2r4Wg7qSOV8Zu02VD8bHWGG2RIVUFj6wg9IUbIDjbOScfFVqpt2WC28ClDZzI86\/dZaszOpIJ2HUHHWs4DKbr2TnidmW1wuG2snbJwcAbH8\/4qzI1zGhxGhWTSgTSOjDtW\/Lw\/wAUtwlVVSWBZ+inOy77n522r0GFUcRjFQH69LbLz2N1MzX+zvbbx6jhdo5P4iyCWO1d42yVIIyRn+0nP8VjVNHaV1tdVpUuPNEbWu3AXKYDbMXuEZGU4EbfVq9sVew6NlP+\/NxsOpVTEKwVREVOfe38FwwxNK2COp2X2z2rEkcM5LdLr1dOwvjHam9gvq9sFhYg52\/zXwPJ7pXD6aNoEjFefB\/hzTXPnpp0wnDZOD6geg+2asw0z2PDj+XWRi2K08tKY2X1026FbdWgvGpREoiURYz4q8QjjElquNfnrIiY+kNF6jt0BYj85r5FV+zOcQFrRUTqwR3PB18ibKjXkdqbFJQ7JdK5WSMjIZTuGU+wFacOMtdcPGhVafCp4X2A9VEcPgeeaOCPdpGCj8nFYlQyMykx7FblPVyiG0mhG5Wo808p2losUCjWxGpy37D53371r0zAWEAWC8zJPI9+cnVRB5CZ9L2s8Wll1NHK2DHjrvjde\/vWVU0BzabLfoMdMTCJN1WrCcRSEbPpYgns2D1396zZGOD7L1VLMx8AO1xdTvELtLfcfVswCnud\/wDNeyeIKCla13vdOvU+S8I6OoxOodINuvAHA81ovKnO0V9FiWNVuol1AMAQ2kfUhPf3FYlPO2V2UaXSuwyWk1Oo6q\/A10s5f2iJREoi5eJcPiuI2imRXjYbqw2\/7H5oRdfWuLTcLF7Gx4XZ3zg+bPCG2zgqp+3V1H\/makZhfad\/5LSGNVDITE02vueVxcw8atxeSm2AaFgB0wM9Tgdhms2une54af46L0uBUjW02Zxs5xv9lVb6\/aNg0eF9WoZGc49wdiK5paqRjCxpsF3jFFFI4SuFza3wWp8I8YY0tx+qhbzsDHlgaW267n0\/arlPIJXFpNivNV+Fvpw17dQ74qg888aHE7gTpGYsKBpJ3JH9RI2z0\/aq9TOA\/KDcBa+G4Q\/2fM4WcT8lB8VuZ5H8yR2L9M53GPkV6fDqSGujBAB+hXnKr2mgmLLlvTXhTHJz2zTh7+X\/AE0y2jBJcjcKfg\/zUU36Zc2TNF8On+K4\/wDUM8kHZP36\/nK0fw9uY0ja7iHpMkq3CDdlVn1JJgdQuSD8E+1VsTpXU0oB2sNfzxVCmIlYYyddx59PX+1p0MquoZSGUjIIOQR7iqQN1C5pabFfdF8SiLn4jr8mTyzh9DaT7Ng46\/NfHXtou4sucZtr6+S\/K3GuLSXFw00zFpDgEnbpt22rPOZw7y9g3sIXXiFgvh7rAxUPZm60DWsLOqunhJHGt9HJIRqIcKpGy+g+rPv\/ALVPC8CQBZuJUsjqR0hFtrD1UPzdfNeXLyM2fUQCOmB7fFTVNSSe7sFBh2GtIDHbndeXAL4RGWKVpGyuI1XfLAj3OwxmrOHzkvsdR0+yqYrh4YO7wbKL4i+JS6DCk9Pn3qtUSsfKXx6K9SxS08Yjk1B39V9tLqcA743NUpHvfd7zclbkYjD2xMADW9FYOCzQQyxSyswUMchRkjbrX2lLWvDncLnGGvkpzFG25P4VsnDvEHh0rpGs4DNsA6lfwSRgE9t60mysdsV4SXD6iK+ZuytVSKmlESiLkmeOZZIlkBOCraW3XI+OhrrKW2JCLCOL8L8iR0c6ShIOf8\/mt6KaNseY6BcNjc92VouVVeK2LRSDSVZW39JzjNYNRSR1Dy6nN\/D84XpKOunpgGzghvVd\/B+LRx3KzSwpKiqQFboDjZsdMg461qN\/TraejfPK7vAX8PJRVeMurZ2QxCzL28fNRnGOIrLIuE0qoA27n3ryrW6X5W9NPmly7tGy7+CcSgUnzAc4ONts1EYyNStBtYx1o2nKfFenDrOS4lPlxs6gEyEDIC981qYO+aKXM11hysb9STQOiDSAXceC6eGcnm5nCoxWNiegLMAOwAxk4+1eolldNEZptTe25AFjbb+15SRxgcGR6aA+dxdanyhynbRtJ+nNzEyqFaXWvr9xjBGR3H2rDqBIQMzjbpc\/Vdtq+rGn0+1lZ+XeBNamX\/WMiuQQukKFO+ThdsnvgAbdKqtbl5XyeYS27tvW\/wDamq7VdKIsr8aOZ3i8uzjLLrGuRhkZGdlB+4yfxVapcQ2wWzg0DXy53cLJJFQ9VB+e\/wDFZ7XPGxXsJYKd47zR6af0p3kDlL\/iF0qkN5MfqlbPbsgPuf8AGatwhz\/e2Xn8QkhpR+173Gt7L549wSW1vXt0cHSwCuTp2YDGfbY71Z\/8Y\/Lnao2\/qEOblkC4eJW5hkZHZNQ6hGDAH2yNv2qpkYAWvK0o5pHvbNE3Q730+C4Y7zQ2sDfpn7gg1HFmboCp6yVjv3HDYhTVpy9PcWs12EPlRjJPTPvp98Dc1KITlJ6LPdiLO0DHfyPwVfihYt6cZ\/61AXC2q02RPLv2913NEynEmBj2IP8AiojbYK9Hm9+TSwThtp5pPTJO2a+uJBAC5gY1zXSO5U5FzbxG1dUW5fEY0hGwy49jkb1YZO9rdVkVGF00s1mjfVap4dc6yX5eOaNVdFDBkzht8HY9D071Zgn7QkELExXCRRta9rrgqe5xuZY7SRoWVX9ycYHfH\/NjpV2FoLwCsMrDp72aA+ZGxV8\/Vn+fmvTktMWUAeqh5Vd4hxKeSUySyM79yxz\/AOCq0GHxDV2vnx5cK06sky5G90eGl\/M7lTfMvMiXot28vy3iiEbAdDg7EfGO1QSUpia4jUg3B+nrsuqSYCQNd7p0PkefTdV3iCJpUq3qJ3Xt165qpiOJNkiMTTobH\/FfoaCaOUPI2JH+qQsuHean0g6Rua8pmIJsvd9hG6Noeuzh1nZeUA7SC4Mm5P0hNJ6Y75xnNSl4MfiqDKaSOruLFttOt\/8AitXJvN0fDIp4yDKGZWjUbDJyGJPbbFSQVGQG+qrYpg\/tEjDHZu9\/orPwC\/trmGSaNQh\/UZcDZ443wCdugODuOgJrXoahz7tB66ePHzXmMTpXwOa142Fr9VocESqoVAAoGwHTFRuJJud1nr0r4iURKIuHjHCILqMxTxrIh7EdPkHqD8ivhAOhXccjozmabFfnzjfJkkfFDY2\/+ruGU\/2q2\/r7DHf\/AL1TdEQ6wXpYK1r4c8mnX\/F+h+HWKQxhI0RAAMhFCjOOuBVwCy8y5xcblVHn\/khLoSXKOUmWM7AZD6VOB7g9s1ZZUuZGWL4wDOCVgcEcegEsWY9R00\/nv\/FZYdE0d4En5L1jYqiUizwG\/E\/BSnLMv6Z1ulYYhlTUjD6lbYge5AzkfY1xGf5L5Vgf+jcHnp0Wn8287zG10rZSRRTLhZGIwVPbAG2R2z0qzI\/S2yxaSnGfN71uFnPAeW5ZxLJG8Xo3Ks+GC9iARv7bVSli7t76Bb8WMw0l3z3HppoufmPg1zbYEsZUsoYbg7H7GuGwlurlcdisdSy8JJ9FGW05TGQR7H3+35r4+O+oU9LVhh7N24UvE4wz6BITjJbO24Jxj36Z9q57SwtZT+xmR\/aZrdAPz5K5295NDELqzBjSckRQxNqVCg9aupHqLDLA9VwK0oRexbz+W9V5CpH7jo59S3Qnm3\/0PK\/qFS+OcYuLjCyyO6KSVDHOCep+9etw2CCQB211gVDHxPLDwuVL5gmhjqHbPUVoy0GU5muUIcpbhS2q280l5GxQgCNlOGDb7rnr7b7VlSSSueGx7jfopLDlUq2v2WVWCCQBhiNgSG36HSQd\/g1dmhvGblcA6qb5gtZYLnF5AbfzBrUIBpAbsMdh0x1FeZhwd093Mdcc23W\/\/wCZDGNaGbDkqWt7iJYmWO4UAjfcHP461JJgkAGUOOb83UsX6kqA8F7QQPRQV2TGQ+danbWobTnuuSBv0rGloJIxqFrwY5FJKXDTzUjwyya50iNXc4JbQpYqo74FRQ0Mkh00HU6BXKrGKeKO7jd3Qb\/4tB5e5ysbGDyLeGSVm3kaTC6j\/O3xXpqbA5GixNl4etr3VMmd3oOivHIvHI7iJlTI0McIf6UJ9Iz0I6gfFRYhSvheC7nnqVVY66s9Z67SiJRFH8wTFLWZlfy2EbEPjODjY47nNcuNgSpYGZ5Gt6lRXJXLKWUJZmLzy4aaRzlicZxn2Fcxsyi53U1XUGV2VvujZefFvEPh1uSHuVJGxEYL\/jKgj+a+9o3a64FLMRmymygE8QLy7jll4dY644ti8zYLd8Ko6nG\/WvmckXAUvszGODZHWJWIxj9RcsWKQK7knAOhMn2AJwKqvc0nVbtPFK1pyi9vHdfy5QRFgHDjoCucH59QBqPc2Ct\/+thc\/QnjotQj4w99wton9UtqUbI6tHgrnbuO9TteZGa8LKnp20lSCw6O+RVO4Fxv9Lc6wgfQcaW6HoaryOtbwN127DW4kxtngAG\/W9lJc2c2SXxBkVV0ggaR0HtUUk7pNCvR0WFQUYLmm56lcEatNaJA2NKuzrgDUC3z1x8VIJSAGqk+iZI90zTqrlybynbmJXmuNQdd4kQlhg4wcZI6e1W4sPc\/vnY+n9rPqsfkjHZNaMw5vf5K1+VCpWS3j021ksj4AI1y6cad99u5PfarMMYc4RN01WLLK\/K6WU3e8fLr8tFx3HJramZraOcznWWV\/L8pz1XvmP2wCc596lE8kTiIvdURdHMxvaGxGm17jj1G3kqXd8o65j5UeynGIlZlJHfL5q8Kqqey0klh+crgupm+5GT5n6C39qG8QeX7iC3SV0l8vXpJfpkg427d6v4VLFFIdcxIVeokMgHdAt0C9\/Bn9Kr3E8kBllgQyIT9KKqkk4\/uyAB96+YtM4ljI9A78+ChboVW+L3lzfia+nbUFdU67KXyVVR7AKa08LMcUoiaOD8rLl9yLqHWHzF+Vzj7df8ArSuawS7br63ZWrhnNcj8M\/4fIAyhwysQNk66fvq3z7VV9hEE4kfzwvua4sE4BxuSzkkWFvTKhjYfcbH7g1o11LFLAH2sRqFy1xupHiHC0\/Qx3SsS5laN19sDKn8iqtHVmSV0TtrXH1X1zbC617wv8s8PjdECschz\/cynGc157FC72hwcb9FKzZW2s9dpREoiiuZ7V5bWRIxqf0kLnGrS6tpydtwMVy8XFlNTvDJA4\/mi4jwE3ahr0scnIt1ciNR2VtP1n3JOPYV8y395SGcR6RD15P2WbeOtvFCLSKOKONcOfSoHTSANh03NQzAC1loYa9zg4uJOyr3hjxmVbtrYEhLmN49PYNoOlvvnb81xBpp1VrFBnIkI923wVKuwySsuCCDhh8jYj718Lb7rpsxabt2+S75+GzQaTNGUDrqGrGcH46j81w67FYiy1GtzYcrefC\/lWK3tkuMl5J4lLZ+kKwB0gf7mrcTA0Lz9dVPlkIOwKpvPPh+q3weOaKBLhgI0IIClUGST0AJ\/zUM0YJAHKkpMUfTWYxuYn8uqxfcqlYt7hfNDOHjAACqn9epnAIO2B3zUzKKEF3fvYX2+Svz41UvbozQqM4RxeS0yVWOb28wEj+GH81TilyvzN0K0HUjzTWedTqQDzbk8rSuFeJz26qt1axDrkW5wy4xjKnbfI6GrBqyT31mHBS9uaI\/UfH\/F98p+JVm4ktZ1aON3kw7DIKyMSQ+Oh3Iz\/iuopcuqr1dG5zgWm5sAR5C2iljx4yl7OK8iAjXKzhhmQY9KDfGodCQd9q1CxhAlA346f4sggtOUrOuPcVns4TJDOUfUACG3Geu3Q1cjiY9wa4aLgkqBuvES9ntZLSdhOsmMM4GpSDnqMZ\/NWpMOi7Qdm7LZcFxIV\/8ADTl2OztmkuJFxdB4pRkelNJwQfvn+Kx62ra+RvZm4H99fkpOyeHDTdQvEvCHiCKY7aWOa3Zw4y2k9MAkEdcHsa0KXFGREvI1XxzDso3\/ANASRWP6v9TGhUsrxsDqDZK6RjufY4rt9Y6acC29l8DbBVORhANONTtg59gM7fn\/AGrQlbJK7NK6wXIsNldvCXh1vc3q+fKUkQ61hZceZjfqT264xvVSuqZBDkjN27E8r61ovqtKuvCy2d2ImmSNm1eUpGM79CR8msiKtkjNxupC0FXPhPDY7aFIYhhEGAP9z85qq97nuLnbrpddcolESiJREoiqvP3JMfFI0VnMTxklHAzseoIzuNhXLm5lPBO6K9uVEcpeFkFnOtw0zzSJ9OwVQcYzgZJP5rhkQap6ivkmFjoPsqd4qcBafioSxhZpvKV5guAMljhiTgZI\/wBq4lZmOis0NSYWXcdFU04U9rdRrxSCZYjkkA7tt2YbEA4zg1CIww3ctJ1W+pYWxHVbz4cgrwu11ZH+nkZ7KSSP\/jirjdGrzdQbyOK5uPTJdyRi3MUjxh2YSAlCpGCp2zucdOmBVYyNkkaG69fJZ3tAfK3sjqLm6zDnThRHDYbtUAadmMiKmyAHKhcDYDGCe+asVDYg4mHY6b7rcoapriO0N97ef\/LrPopPSB3PaqBb3rr0zJbRZeSuizmLu2T2yc\/tX2Rjezvz9F1RzvM+Q+79f+K1cvXk0tu1lEoCl9bkDdgdKhSe++MD3PtV6huWEAXPyGm6x8XYxlSJCdOnJI\/N1GXVr5ErL3U4YfI6j8GqlNVOp57A929vRbtXQR1tGJLWcRcedldeSuVo+IeYswPlppOcdT7Z+1ehqZSwjKvz8BfXjHyNaQWq3FuqQMhClRtrHbb+4e\/719oZ6iSUMGt\/l4+S5fop+w4ZEsMcyhmc28LArkhJDjLHsB061k1Do2ucxg2JN\/VfJapztL8ei0Kzg0IF1M3csxySTX0CylaLBZh4qcrEzQyQA5uJQjL\/AE6yNm\/O9aVDMA7vcf0uXBY5xNmjuJYtgytoLDBwFOCQfmvQShkkQefS+m\/+KIaFXyz5etWsX4lbXdybi0w2JSuxXBAwP6T8GssvlM7YpALO6dCu9LXC1Pw85yTidt5mNEqELKnsT0I\/5T\/1rPrqJ1LJlOx2XbXZgrVVJdJREoiURKIlESiLzuZNKM2M6VJwO+B0ovoFzZYLzBwy8vr95bMPKyxxGZw4A1surSuSNgCBjrtVV7C86LbpqhtO2z9jwonmbhXE1RWvlnEQBAJbUFONhsSBvjrUZjcNXK4yrhf3IAAT4WW22F9cRWkTmJVijij1Bj62AUAsNPpGOuDnPxVsE2usBzGOkLQd7pzhFFm38z0RtIVdwSvpKn0kr0BOBUUwGZpKy6hrczCev0XDxblyOFC0M8iqSBFHqyihzhtIPUEH8VHOwNbmafL1UdRGGszNPl66LPeUvDn9RM4nIh0sRoIw7AHGoA\/0\/NfRESbXXqIp46WO7QXeZ0H19FYrnwSt9ZaK5lQHsVDY\/O1SmEHRQR4nIwlwAuVRFl\/4dK0TZEsbEEdCSDs2fb6SD9q0GVEVPT2\/lrp1\/wAsujSyVlQHX7ptr0HPrdcvDENzcKrZOtwXI7AsNTfzXnoonSyAdV7Sqq46alJHAsPotD8Wri64Zb2\/6B\/IgyVk0AZ1HdSWIJ33r1eG9jJLaYXX5o+\/Cxa94jPcvrnlkl9y7E\/gZr1b3RxRERANHgPy6r6lfozl\/idrPaw\/p3CROpEo21AqoGGz0+9fntTCYXZHc\/PxTKAGsHO6uMBGkaTkYGDnOa6Gyt5cuipPN9+t\/DJa2hEjLlpJV6QmMk4yP\/2EjSAPk\/e\/TMEX7sm3A6\/51+C5OugWI2fBrqEJdG0aZJFJBMZcYP8AVttn71qPqc7cpdYqOyj343KiyQqGSOfT5q406grZwNthmrNHD2jtDcjbwuvjjZaL\/wD57Rjc3TAEJ5ag+2dWw\/bVXP6iADWDlIeVuVeWU6URKIlESiJREoiURYl4jcQm4fxJ3spGjMqK0qADTncBgDscgdcbGq0hLXd1bNFG2WE9qLgfELl4peX99B53EH8i0C6kQYUzNj0hV6nJxknYCuXZiLvKsQiFrslO3XkngcrU0Dvwlcg6zbLkd\/oGfzVj+Cx9PaNNr\/VeXMXMMJh8uKRXaQqpxlgqt1Y4BxgZ61xMbssOVC+le9rm2PTj6r5gnt3lSYRl4lURxyaMgEHqPj5xUIA7Qad0CyreyPbU9mW6BvhbqpTjOPOtf7\/NJHvp8ttX46fxVp24V2L3X+X1Cl66UCrPN3JdvfjLgLIBgOBnb2PvViKfIC1zQ4dD9F017mm7SQuXlTw+trMA7vJkFiSdJIOR6c9B1Ge9RXaCcjbLuWeWW2d11ab2zjmQpKiyIcZVwCDg5Gx+a5BINwolV+do7WxsZrhbaDWq4T\/SX6mOB29zn8VoUMclVUNiLjY+PC4cQ0XWR+EtxcpxFRGmsOrmRTsCMZznoN8fvXocfpIm0\/aW1FgPsoGXzXC36S\/jihEkxWBcDOtgApPbPSvHNaXaAK27dRXDYUt7ySNFURXK+cukba1wH6beoFG\/erT+\/AHctNvQ6j53XGxWac1XPEuDs0MMp\/SyMxibSG0AnOgEj0kZ\/wB60KeGCpDT\/IbhckkKh2vBL\/ik5YCSdztqY5CgdMs2w+1aOf2BpdoL8f4uLZl+g\/Dvlo8PskhcJ5uS0jIOpJ2ye+BgZrztZVPqZM7ypWtsLKzVVXSURKIlESiJREoiURUzxD5J\/wCIBHjZUmTbLdGU\/wBJxvsdx+ajkjzK5SVRgO1woDgnhbJ5iPeziRExiNcnOOikt0X4AqNsFjclXJsVLmFkbbXWogY2FWFjr5jiVegA77DFEuo+XhWli8DCJm+oacox9yuR6vkYrkt5CnbMLZZBcfAj1XpZcO0uZZHMkpGNWMBR\/ao7D37mgbrcr5JKHNyNFh+bld9dKFKIlESiKt+IXLzX9jJAhAkyrJq6ZU5wfuMiruH1fss4lXL25hZYjyxxq54JduLm3fUY2VUY4GSQQwbcFdu1emq5Y8TiDGGxvdQtBYVFcz8xXfFJvWSx30RIDpX4Cjv89aiipYoAWAjzPPmhcStW8J72W7htCyuFtBKpkYYDFsKqD3wuc\/ZayK\/JG5+X+dvuVI3Wy02eBXUq6hlPUMAR+xrKa4tN2mykSCBUGlFVR7KAB+wo5znG7jdF6VyiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURcPGODwXUfl3ESyL7MOnyD1B+RUkUr4nB7DYr4RdcvA+WLSzybeBEJ6t1Y\/+45NST1Us5vI66BoGykbWzjj1eWgXUxZsDGSep+9RPkc+2Y3tovtl71wiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURf\/9k=\" alt=\"Prote\u00edna - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/mundoislam.com\/wp-content\/uploads\/2019\/02\/molesculas-proteinas-696x392.jpg\" alt=\"Una mol\u00e9cula de prote\u00edna demuestra la existencia de Dios | Mundo Islam\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Desde las mol\u00e9culas m\u00e1s sencilla, como la del hidr\u00f3geno con un total de 2 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, hasta las m\u00e1s complejas, como las de las prote\u00ednas con muchos miles de ellos, existe toda una gama, seg\u00fan dec\u00eda, de varios millones.\u00a0 Esta extraordinaria variedad de especies moleculares contrasta con la de las especies nucleares e incluso at\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">Sin entrar en las posibles diferencias interpretativas de estas notables divergencias, se\u00f1alar\u00e9 que desde el punto de vista de la informaci\u00f3n, las especies moleculares la poseen en mucho mayor grado que las nucleares y at\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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alt=\"Orbital at\u00f3mico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Orbital at\u00f3mico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Capitulo 2\" \/><img decoding=\"async\" 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\" alt=\"F\u00cdSICA Y QU\u00cdMICA 3\u00ba Y 4\u00ba DE ESO\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Dejando aparte los n\u00facleos, la informaci\u00f3n que soportan los \u00e1tomos se podr\u00eda atribuir a la distribuci\u00f3n de su carga el\u00e9ctrica, y en particular a la de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> m\u00e1s d\u00e9bilmente ligados. Concretando un poco se podr\u00eda admitir que la citada informaci\u00f3n la soportan los orbitales at\u00f3micos, pues son precisamente estos orbitales las que introducen diferencias \u201cgeom\u00e9tricas\u201d entre los diferentes <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> corticales.<\/p>\n<p style=\"text-align: justify;\">Justamente esa informaci\u00f3n es la que va a determinar las capacidades de uni\u00f3n de unos \u00e1tomos con otros, previo el \u201creconocimiento\u201d entre los orbitales correspondientes. De acuerdo con la mec\u00e1nica cu\u00e1ntica, el n\u00famero de orbitales se reduce a unos pocos. Se individualizan por unas letras, habl\u00e1ndose de orbitales <em>s<\/em>, <em>p<\/em>, <em>d<\/em>, <em>f<\/em>, <em>g<\/em>, <em>h<\/em>. Este peque\u00f1o n\u00famero nos proporciona una gran diversidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Mol\u00e9culas, sustancias, cuerpos\u2026 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-nYEq4fJJCC0\/TkmVQ6uA-lI\/AAAAAAAASP8\/mUXikkvoTOM\/s1600\/molecula+XeF2.png\" alt=\"La Mec\u00e1nica Cu\u00e1ntica: La hibridaci\u00f3n de los orbitales at\u00f3micos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La llamada hibridaci\u00f3n (una especie de mezcla) de orbitales es un modo de aumentar el n\u00famero de mensajes, esto es, la informaci\u00f3n, bien entendido que esta hibridaci\u00f3n ocurre en tanto y en cuanto dos \u00e1tomos se preparan para enlazarse y formar una mol\u00e9cula. En las mol\u00e9culas, la informaci\u00f3n, obviamente, debe abarcar todo el edificio, por lo que en principio parece que deber\u00eda ser m\u00e1s rica que en los \u00e1tomos. La ganancia de informaci\u00f3n equivale a una disminuci\u00f3n de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>; por esta raz\u00f3n, a la informaci\u00f3n se la llama tambi\u00e9n negantrop\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"EL FEN\u00d3MENO MEGAL\u00cdTICO EN LOS VALLES PIREN\u00c1ICOS DE RONCAL Y SALAZAR  (NAVARRA) | VITORIA-GASTEIZ\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En t\u00e9rminos electr\u00f3nicos, la informaci\u00f3n se podr\u00eda considerar proporcionada por un campo de densidad el\u00e9ctrica, con valles, cimas, collados, etc, es decir, curvas isoelectr\u00f3nicas equivalentes formalmente a las de nivel en topograf\u00eda. Parece razonable suponer que cuanto m\u00e1s diverso sean los \u00e1tomos de una mol\u00e9cula, m\u00e1s rica y variada podr\u00e1 ser su informaci\u00f3n, la informaci\u00f3n que pueda soportar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"TEOR\u00cdA DE LOS OBJETOS INANIMADOS. Paul Auster | Proyectando Leyendo\" \/><img decoding=\"async\" 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\" alt=\"Desde las gavetas de mi escritorio: Diferencias entre los seres vivientes y  la materia inanimada\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No siempre puede resultar tan f\u00e1cil discernir entre la materia &#8220;inerte&#8221; y la animada<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 No todo lo que duerme eternamente est\u00e1 muerto.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Con el paso de los eones, hasta la muerte tiene que morir.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Bueno, eso dijo el hombre sabio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La enorme variedad de formas, colores, comportamientos, etc que acompa\u00f1a a los objetos, incluidos los vivientes, ser\u00eda una consecuencia de la riqueza en la informaci\u00f3n que soportan las mol\u00e9culas (y sus agregados) que forman parte de dichos objetos. Ello explicar\u00eda que las mol\u00e9culas de la vida sean en general de grandes dimensiones (macromol\u00e9culas). La inmensa mayor\u00eda de ellas contiene carbono. Debido a su tetravalencia y a la gran capacidad que posee dicho \u00e1tomo para unirse consigo mismo, dichas mol\u00e9culas pueden considerarse como un esqueleto formado por cadenas de esos \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">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<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F03%2Funiverso-i-2%2F&amp;title=Universo+I' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F03%2Funiverso-i-2%2F&amp;title=Universo+I' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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