{"id":2175,"date":"2020-07-05T05:52:26","date_gmt":"2020-07-05T04:52:26","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2175"},"modified":"2020-08-05T04:54:18","modified_gmt":"2020-08-05T03:54:18","slug":"los-materiales-del-universo-se-fabrican-en-las-estrellas","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/05\/los-materiales-del-universo-se-fabrican-en-las-estrellas\/","title":{"rendered":"Los materiales del Universo se fabrican en las estrellas"},"content":{"rendered":"<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/62\/Starsinthesky.jpg\/1280px-Starsinthesky.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Existen estrellas masivas que tienen decenas de masas solares, consumen el material nuclear de fusi\u00f3n en unos pocos millones de a\u00f1os y, finalmente, quedan a merced de la Fuerza de Gravedad, antes de implosionar sobre s\u00ed misma, explota como Supernova arrojando materiales y elementos al Espacio Interestaelar dejando un remanente, y, el grueso de la masa estelar, se convierte en estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o A.N.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS1Rfd6XA_-Iw65eweQtk1mGOcU-wsvUqcSFHZ82JyihW_04UZtQY59tkXhVpHL6DYo4SVnDF8CqTryT0NzVC_adgalIBgnEy9_lzBW&amp;usqp=CAU&amp;ec=45688581\" alt=\"Explosi\u00f3n de una supernova - Quo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQyNmJgg_ViIDY-8jOwJr3RUZXCZYTZ_aA-B1UaLYJpIXdyqX8TOuF7tB4yYO8MmQOK8Z3s3DQDFRiVVUxwF-aU7eU9sSizS5wlBJ76&amp;usqp=CAU&amp;ec=45688581\" alt=\"Explosi\u00f3n de la supernova - Descargar Vectores Gratis, Illustrator ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Una\u00a0supernova es una\u00a0explosi\u00f3n\u00a0estelar que puede manifestarse de forma muy notable, incluso a simple vista, en lugares de la esfera celeste. Las primeras descubiertas, al ser un intenso brillo lejano en un lugar en el que antes no &#8220;hab\u00faa nada&#8221;, se les llam\u00f3 &#8220;estrellas nuevas&#8221;. Posteriormente se descubri\u00f3 la raz\u00f3n del mecanismo supernova.<\/p>\n<div>\u200e<\/div>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/61\/SupernovaII.png\/650px-SupernovaII.png\" alt=\"Supernova - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Cuando la estrella agota su combustible nuclear de fusi\u00f3n, se libera de la radiaci\u00f3n que tiende a expandirla. Entonces queda bajo el yugo de la fuerza de Gravedad que comienza a comprimir su masa m\u00e1s y m\u00e1s hasta convertirla en un objeto diferente.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/d4\/Keplers_supernova.jpg\" alt=\"Supernova - Wikipedia, la enciclopedia libre\" \/><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;Un\u00a0<strong>resto de supernova<\/strong>\u00a0o\u00a0<strong>remanente de supernova<\/strong>\u00a0(<strong>SNR<\/strong>\u00a0por sus siglas en ingl\u00e9s) es la estructura\u00a0<a title=\"Nebulosa\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa\">nebulosa<\/a>\u00a0que resulta de la gigantesca explosi\u00f3n de una\u00a0<a title=\"Estrella\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estrella\">estrella<\/a>\u00a0como\u00a0<a title=\"Supernova\" href=\"https:\/\/es.wikipedia.org\/wiki\/Supernova\">supernova<\/a>. El resto de supernova est\u00e1 rodeado por una\u00a0<a title=\"Onda de choque\" href=\"https:\/\/es.wikipedia.org\/wiki\/Onda_de_choque\">onda de choque<\/a>\u00a0en expansi\u00f3n que se conforma del material eyectado por la explosi\u00f3n y de\u00a0<a title=\"Medio interestelar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Medio_interestelar\">material interestelar<\/a>\u00a0barrido y arrastrado durante el proceso.&#8221;<\/p>\n<\/blockquote>\n<div>\u200e<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/jCUjAjjZvzeIxfBfMtu3fl7iU4IjbKXLRmEpl99yp70Oq33ddVlUixy91lWlq3Mn8t-xZ_c2Guzz3Vx54vhqUqG551Lz1nQj15wTw265kD9linwsiih2kFpkuSijVA\" alt=\"NUPEX\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-align: center;\">H, He, (Li, Be, B) C, N, O&#8230; Fe<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-indent: 24pt; 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&#8230; de la vida inteligente.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT-YfPoe9qcJS3NKq_AWWnVBqLYAyUL6MgSQLt4ynjwSB7gONAREX08jeH5j7roXP08KrrMiCm_zMeMesq_nyzM7G_1KYwAlJYab6I8&amp;usqp=CAU&amp;ec=45688581\" alt=\"El Sofista: Nebulosas de reflexi\u00f3n en Ori\u00f3n\" \/><img decoding=\"async\" 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alt=\"Protoestrella | Astropedia | Fandom\" \/><img decoding=\"async\" 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\" alt=\"La creaci\u00f3n de los planetas\" \/><img decoding=\"async\" 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\" alt=\"La Tierra primitiva tuvo continentes y condiciones para la vida ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQIPzx-CdQ4tdf_bLYkHRpyI16l1nUNSB7eQoQ68VT6-VNpqMJj9dKrO73mOPcZ5vMA1fG4UjzV0mQo6hv7hxvUplOJnxrJfmCOehJV&amp;usqp=CAU&amp;ec=45688581\" alt=\"Una animaci\u00f3n de la Tierra primitiva en el proceso de formaci\u00f3n ...\" \/><img decoding=\"async\" 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\" alt=\"Real Circulo de Labradores | 17 de enero, conferencia 'La Tierra ...\" \/><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQwZWYtt2KnG3NTCy7Ydy9aDujyXZoe3JFDwKR9AN9KYU6Wpud8cihjRfV6yL6zyEwphNQmGrKIQtjJ_wL8mDROUZvWDZmpRi9Zzrxc&amp;usqp=CAU&amp;ec=45688581\" alt=\"Eje cronol\u00f3gico timeline | Timetoast timelines\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 Primeros signos de vida microsc\u00f3pica<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">En las grandes Nebulosas se formaron estrellas de segunda generaci\u00f3n, proto-estrellas y sistemas solares, y, algunos de esos planetas estaba situado en la zona habitable. Cuando se enfri\u00f3 u dej\u00f3 de recibir golpes de meteoritos que por all\u00ed deambulaban en los primeros cientos de miles de a\u00f1os, el planeta se enfri\u00f3 unos 1.500 millones de a\u00f1os m\u00e1s tarde, y, surgieron las primeras c\u00e9lulas replicantes que dar\u00edan lugar a la fascinante historia de la vida por la v\u00eda evolutiva.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Explicaci\u00f3n del significado de las im\u00e1genes de arriba:<\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/4.bp.blogspot.com\/-0P0l3ojTBRs\/TajOQyFSZuI\/AAAAAAAAAkQ\/BXxn1DFzhmM\/s400\/MICROS7BASALUMINITA100a.jpg?resize=400%2C300\" alt=\"Las estrellas nos trajeron aqu\u00ed 2\u00aa parte : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Al mismo tiempo nos ha parecido reconocer que esos objetos, es decir, sus redes cristalinas &#8220;reales&#8221;, almacenan informaci\u00f3n (memoria) que se nos muestra muy diversa y que puede cobrar inter\u00e9s en ciertos casos, como el de los microcristales de arcilla, en los que, seg\u00fan Cairns-Smith, puede incluso llegar a transmitirse.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.ecured.cu\/images\/0\/0b\/Materia_inerte.jpg\" alt=\"Materia inerte - EcuRed\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\u00bfNo os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte?<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Dicha materia, durante diez mil millones de a\u00f1os,\u00a0 evolucion\u00f3 hasta la vida-<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/slideplayer.es\/slide\/6989442\/22\/images\/12\/La+vida+evolucion%C3%B3+de+la+materia+inerte+en+alg%C3%BAn+momento+entre+hace+4.jpg\" alt=\"EL GENOMA Y LA EVOLUCI\u00d3N - ppt descargar\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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P9aJ8N\/22s\/DHrRPhv8AttZ+GASESP8AWifDf9trPwx60T4b\/ttZ+GASESP9aJ8N\/wBtrPwx60T4b\/ttZ+GASESP9aJ8N\/22s\/DHrRPhv+21n4YBIRI\/1onw3\/baz8MetE+G\/wC21n4YBIRI\/wBaJ8N\/22s\/DHrRPhv+21n4YBIRI\/1onw3\/AG2s\/DHrRPhv+21n4YBIRI\/1onw3\/baz8MetE+G\/7bWfhgEhEj\/WifDf9trPwx60T4b\/ALbWfhgEhEj\/AFonw3\/baz8MzAPfERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQCo8V7YLVc1VNTallOHYHagPmudpywnu4B2iTVFl2tVaoyamOcj4lPms4vxuuyvWhbdwrVreZ3NRb3ye47JRdU7Bge627b1lq\/wAPdOzajTFXsuFK2cy50atircxagyuzEeK7dxyypmAdeiIgCIiAJ5dTqQnzPunqkLd1ubPvH9sTy\/1bV5NNhj8KuqclFN7pX3ruD0LxHr1XA+v\/AOT3qwIBHgZyzR8aDnhIF1r\/AKmpS\/peVLYcVI524ZvAr8u97M6Rw3Oz6E4lWlzarHqf\/m1ElPqi5JpVVPj5M4j3RET2ToiIgHwzYBJ6ASp6ntegcrVU1oH784U\/TAPSSvadiNHftznGOnuJAb\/bM5vxDSK2gvfnWUGutnDVsyNuwAGZh3ti5JZV9rE04cceh5Jq62rg9PR6fD8Ceoypyp0knXblvbyjofB+0KahthU1WYzsOOo+R85PTlGgrrrs0x0tr3g2jba1lljN39rYd+pTx+U6uJHNCMelx4asq12CGJwnj2jON09638mYiJQYRERAEREAREQBETEAh9ZxpKmcFXcqyr3RnJKcw4\/pXBP1krU4ZQw8CAR9D1lS4myHVWnlHISxWt3Yywp3nAx7XLIGZadGQaqyBgbVwPlgYmXDllPJNNqk6Vemac2KMMcGk7at3Xf+fv6R6IiJqMwiUjtxZqFt0fJa9KyLuaahqj1Ar5e70Wt3+LHdnj1\/FdfQ7rTXlXt1JW6+vVWKNo03IqApDMqPuc+z1x3duGgFv4jwajUkG+pbCPBu8G+m5CDj5T0aHQ10JsprWtfHAHifeT4k\/MykcS4xrWWzG7TtXqKwak0mqsYUDUUobeaH2Wh6mLsiLu259naWmzX8R1rV2cxVSlr7ad66fWc9KkW5kuIrv3stzrXX3FXbvb2vIC\/xKRoOL8Qa7T82hKa2bTrZVyrS68zTPdaws5u0Klyiv2D7WN26XeAIiIAni1mk5nUHB8PrPbOZcK7ZayyzSLZQort1N9bagBgj1p6UKkQ7sc7dp33+OAE\/9zpTqNPj1GN48itP\/K4aflAt\/DuDcmqupTiutQq5JZsD3k+MmqqwqgDwEof\/AK4W+pBSoR7l0oFvNr5VT6mq64h2KMFarlFOqNudk7s36DtqL304XTsEsGjy7WAOvpYuNfdCd7HKPXI9oESnTaDDp5SnC3KXLk238r8AvMRE2AREQDTdUHVlYZBBBHyMpWo7L3Izch0dGz3XLAgHyOFbdLnqai6Mqu1RYEC1dhdT8Q3qy7vqpnPG7Q6nSaFbnd9ZbZZqAtVldarig3YRTWtWGcID3t7MfYRvKzHllj\/tNGn1WXT38N7PlNJp\/TyWHgnZw1OtlpUsvsIowidMfz\/aWmVHSdqGfWV6flAE3tW3t7lqGk9JS493HeszX7unvlvnJzlN3IhmzzzS65u3x6XpLshERIFQiIgCIiAIiIAmJmYgFQ4rpubqnCaUWGsLuc28tWyMjK+fTu7pa6vZXIx0Hd93TwlS4vWr3Xkabm8oLzXNrJ+0N3V89qy16Yg1oV8Coxn3Y6TDpv3cnt\/zTa\/6x445e\/jvs1P7WL0vN1sv\/UqvniOz4fbfERNxjEREARPksB4mfUAREQBERAE1csdBgdDkdPA+8e49T\/ebYgHl9Er2leWm0+KbV2nrnqMYPWbeUvwjy8h5eH9psmZywIiJ0CIiAIifJMA+onyCD4T6gCIiAIiIAiIgCIiAJiZmIBStZbVdZcTp9QzLgBVVwrEL0WwBvf8A9suGmzsTI290d33dPCVTi9rC+\/vaoEBeUKlblZ2573v78sPDdXzqg210I6EOu05AGSAf2zBppJZZxfN+Erp+n7\/h3y2btVFvDjkltXlurS23r824SJCIibzCInzuHvH959QDnXacK2vI1bMlIrBq6sEJ\/d8t2fH\/AEz16K\/U18PquQ22Cm4MKAFZ7dNuCMMEFyyIzWIF7x5SjvZEu1lat0YBvqAf\/M+unh0+nygFMHaSyjVU6S2prXblM9zWVJtGptuVUVdoFq04CFlO5sfub2rrNZrUkEgEjwJHUfT3TZAEREARPknHjM5gERfg2PvP0+k+OJ619PpDcFD8ohrFOc8kMOaw2\/vSvL\/PZjzkwVB8QIfBBzjGDnPhjzz8p5ul0HwM08vVfVfbzK\/6t964Wy2BF6HiqsAbCo3tmraHO6pnZaHPd6M+M\/zJeRd3CqrLUsYElQoQBmVBtbmK2EIy2ceOeg\/zNmUnpAREQBKp2ryX04Ylaie8w8N3XGf9OZadw949\/wDE+XQMMEAj59ZbhyfCmp1df7XK9l2nzfByKdXV\/wCOV7Xb2VTg1VhTVrp7WRSP0rSAwWzDd4BwykezkT0cL4va6VW3V2ILmrqXTlakauwBuexNjKSvMDBfaytO5d29ZY0UAYAAHkB0nzYqtgMFbqGAOD1U5DDPuOOs5lyfEm5VV\/b8+pzPl+Lkc6q\/t9N\/Ps3RESsqEREAREQBERAExMzEAp\/F7rE1D5a\/DKVRK9\/LwasBht\/fzTLVpgdibva2jP1x1kDrddqHqsQaOxSykBt6dMjGZPaUEVoD4hVB+uBmY9P+5Nptp77prl8b88fRbGvUftwtJNbbNO6XOzdc8d3ZviImwyHN+2fZbVam\/V3aRgjPpqtOql8V2Kzan0hGHkyh63R\/iT6z06vRcTNmsKWP4Wmja1S0sp5ZpTvuzrau0jdylHfbLN02yXEu1Bq4gukTT7+lJe42omBc1iBkRx+rtK9cMD1xIbg\/bp39GrfTmxjTp7brldEObqrLc1VEZtXKhe6fFj8MA2vwvXPqqr3FnT01VQXIOWLTS2k3AMoZF2srKN37fam5uDa0Corc72GrTrbqGajnBvSabNUisKl7nKD7Vxj+Zro7ZWWWaAqmlWrUB2ZfSd9oHLS2pDtowuowT+l3skY3fumi\/txYK9La1ApFldWpNQuRnspsaupaaw2n79++zcUXacInf7+FA3nh\/E1Fai13IZgj8yrao9Kdg9+etyHSbE2qGbOfZPfF\/lBu7ZWHmAUCsYvNdotDsfR9ZVorNyNSAu7eHHVvP+qb7+2eC+KqsC86dVfUbLAy3cg23pyG5FOeqt3y25O6u6AXeJE9nuKjV6Sm8Ia+YG7hOfZZlJVtq7q225V8DcpU+cloBBdruHvqeHaymkA2WVsqAnAyfn5SopwLiNBvFVnMTnUKjhv+IfS113BUJe1P10Z6wzF03ivO733XtDxT0PR6jUbOZykL8vdt3Y\/bu2tj+0rF\/bdq2uFulA5aaxu7duBbRmncvXTrhHWwHf5EMNvnAMpouIsUqdnNZNZe9rKgxT0W6qyoivrv9IKWEp0+Fp5tFwLW+hrWzW17NEahp2tosR9TixCXyr5owVK94dPaX9s+uK9uAFt5ITFdlv8AxAuqFTpp6dLqnRHeh05tvO5SpjwR23q3h6Nb2xdedjT7FC6kJabP1Q9GmGq71ZqwMg49psEeEAW8N4jm41XFCeetKFk5KKdLUtDbdniNSGP7sL+3yk52aq1Crf6TzApcGmq167LkTl1h1Z6+hzaHYdW7pHs+yIS7tqUF\/wCih5TpVta9UvaxhR+qa+UdmjXmgm\/c3dVm2YxLF2e4t6XQbNgQiy2ohW31k1WPUz1vtXfUxXo20QCYiIgFC7adnNRqb2u0rBHXS2VJlsVu1jMtlLrnqprYlW\/a6of2zXqeH8S36hUtdF5TjTspqFIJ02ytHzZvFg1OXytR8V7+3uSS472jfSatkYUcldJZqCXsdLCyMQcBKrCy4xkKrHrn5NGJ\/iEooey2hKiF1pCG9SjPpUqdaVc1Llrlfp3cjae60A2Hh2ts1mk1FyuqV6l29HW6velNmlSoZ2sqMq3hmYZZtpbbu3YheC60Vacm17NQNJar3M1BdL7H4f3a25fSrFVvvz+7d3Zr13bc1X6n9IutSagLQLED79LWL2tsXkb66rQwRH3sPZ7nfm\/UdsWrNpsoKchtSLKq3Fm8U6anUqQzVIRuW0e7G0+0IBp13DuJgOtVtjjdqxS4tqDqzNUdHdaXXvUIosVkVWbvL3W9pb+ucDPj5yi6jtwa2QNTS5Ko7crU7wQ9qUiqk+jrz9QpfLVdzA2d47xL5AEREAREQBERAEREAxERAMxEQDSalJBKqSPBiASPocdJg0J0OxcqOhwMj6dOkzEAwumT4E9\/sr4\/F4ePzn01K93ur3fZ6Dp9PdEQByl+FfPyHn3j\/v1nydOhzlFO7x7q9fr06zMQD7CgAADAHlPuIgHwyAgggEe4+E+eUvwr\/Yefj\/eIgHz6MnQbFwOoXAxnwzjHjPp6l+EefkPMYMRAPlqFJyUUk9CcDJHuPTwn2qBcAAADyHQREA2REQDS9SsQWUN0PiAfHGR1nz6MnQbEwPLauPD6REAyaV6nauW6E4GSPcenUT6NS59kefkPMYP+0RAPn0dABhFGMkdB0PvHToZviIAiIgCIiAIiIB\/\/2Q==\" alt=\"Part\u00edculas elementales - Portafolio III. F\u00edsica Moderna.\" \/><img decoding=\"async\" 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\" alt=\"Los Quarks invisibles : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">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 style=\"text-indent: 24pt; text-align: justify;\">La composici\u00f3n de los n\u00facleos (lo que en qu\u00edmica se llama an\u00e1lisis cualitativo) es extraordinariamente sencilla, ya que como es sabido, constan de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> que se pueden considerar como unidades que dentro del n\u00facleo mantienen su identidad. Tal simplicidad cualitativa recuerda, por ejemplo, el caso de las series org\u00e1nicas, siendo la de los hidrocarburos saturados la m\u00e1s conocida. Recordad que su f\u00f3rmula general es <em>C<sub>n<\/sub>H<sub>2n+2<\/sub><\/em>, lo que significa que una mol\u00e9cula de hidrocarburo contiene <em style=\"mso-bidi-font-style: normal;\">n<\/em> \u00e1tomos de carbono (s\u00edmbolo C) y (2<em style=\"mso-bidi-font-style: normal;\">n<\/em>+2) \u00e1tomos de hidr\u00f3geno (s\u00edmbolo H).<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/es-static.z-dn.net\/files\/d79\/6c273407c05b39bd27941753c37f01a1.jpg\" alt=\"como s\u00e9 presentan los \u00e1tomos del carbono - Brainly.lat\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/0c9XXmo1IkyYoH_Tx1oYE0me5d07zQCgVRwrEuuXBJf8QLNADbLdNisAsuTH9ZCYWle33s34sEm6qSesFRo_luh2qZnG_qSBlPFzLmIn6TToZLyKJ9j1hyGLHg\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Hablemos un poco de mol\u00e9culas.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">El n\u00famero de espec\u00edmenes at\u00f3micos es finito, existiendo ciertas razones para suponer que hacia el n\u00famero at\u00f3mico 173 los correspondientes n\u00facleos ser\u00edan inestables, no por razones intr\u00ednsecas de inestabilidad &#8220;radiactiva&#8221; nuclear, sino por razones relativistas. Ya antes me referir\u00eda a las especies at\u00f3micas, naturales y artificiales que son de unos pocos millares; en cambio, el n\u00famero de mol\u00e9culas conocidas hasta ahora comprende varios millones de espec\u00edmenes, aumentando continuamente el n\u00famero de ellas gracias a las s\u00edntesis que se llevan a cabo en numerosos laboratorios repartidos por todo el mundo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"MOLECULAS DE CARBON by Miguel Angel Velez Palacio - issuu\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Cienciaf: Oxigeno la mol\u00e9cula que creo el mundo.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcThoEZGNaXecs9BuMpMhTkGXtTwo1txU6iOAcFg64PxOBE1NKUPujxECAccW69b0HOA3eK8GHYY1y3psO6oZiK6tvxOzBsD8HOg9GWu&amp;usqp=CAU&amp;ec=45688581\" alt=\"Mol\u00e9cula de Agua\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nitr\u00f3geno - EcuRed\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSwivR-TPI9DfCs8aJ2RM91eYxexnN_qWzmvtfYIMNsxNwop0SVVXlTgkzbZgWiogbOGgT4Nt3Dq1yKDTZlggQwhkUmixrbo4oqNi-5&amp;usqp=CAU&amp;ec=45688581\" alt=\"Ilustraci\u00f3n de Modelo Qu\u00edmico De Mol\u00e9cula Hidr\u00f3geno H2 Elemento ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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alt=\"N\u00facleo at\u00f3mico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/media.tenor.com\/images\/1672bc944e1cfadc7dd75734aa14d6e6\/tenor.gif\" alt=\"Element Atom GIF - Element Atom Orbit GIFs\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Dejando aparte los n\u00facleos, la informaci\u00f3n que soportan los \u00e1tomos se podr\u00eda atribuir a la distribuci\u00f3n de su carga el\u00e9ctrica, y en particular a la de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> m\u00e1s d\u00e9bilmente ligados. Concretando un poco se podr\u00eda admitir que la citada informaci\u00f3n la soportan los orbitales at\u00f3micos, pues son precisamente estos orbitales las que introducen diferencias &#8220;geom\u00e9tricas&#8221; entre los diferentes <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> corticales.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Justamente esa informaci\u00f3n es la que va a determinar las capacidades de uni\u00f3n de unos \u00e1tomos con otros, previo el &#8220;reconocimiento&#8221; entre los orbitales correspondientes. De acuerdo con la mec\u00e1nica cu\u00e1ntica, el n\u00famero de orbitales se reduce a unos pocos. Se individualizan por unas letras, habl\u00e1ndose de orbitales <em 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=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTW5cvX0e32MaVWP9GyBWGsx-KsDjxgOlDHkpJAZqVWtnR2EUO-_bnSKqij5jZuiq9y4YgShDPIaM_TcLptmNvUQ3QmVL1f3pJyUbRw&amp;usqp=CAU&amp;ec=45688581\" alt=\"PPT - HIBRIDACI\u00d3N DEL \u00c1TOMO DE CARBONO PowerPoint Presentation ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Hibridaci\u00f3n del \u00e1tomo de Carbono<\/p>\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Papel biol\u00f3gico de las macromol\u00e9culas: relaci\u00f3n entre secuencia ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTKkIZJtzQp2LSICs1KW8I1X9mHkv8RxM42WtgRoUB1Ume8TomPtHUQfJoidvVgtroGDl_FvkBrviE8DnczS6i8qVf0raFekCiWDD14&amp;usqp=CAU&amp;ec=45688581\" alt=\"Qu\u00e9 tipo de hambre tengo? | Antroporama\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"MOLECULAS DE CARBON by Miguel Angel Velez Palacio - issuu\" \/><img decoding=\"async\" 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\" alt=\"3: Estructura molecular del di\u00f3xido de silicio (silica ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.textoscientificos.com\/imagenes\/quimica\/pirofosforico-ortofosforico.gif\" alt=\"El f\u00f3sforo | Textos Cient\u00edficos\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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Aux2Xzdbq9mWW7IgwdcxDDeCO0GIPAgiOKxyO3LUiY7cvUhe61ABzm8cADzbKh41Nm1h1sZy\/LtPfxSo2FTBm3AoOSKDkzdVsxwGXs3mQwGJP\/W6\/mBw1MXOtk5t25bUl1noKH4n7iVNLXFRcgCBky7bbcGKE7Oy4Mt6z0FD8T9xNmCaW4jK4QRIPEL2Io1vdH8tNUYiJeKuSIiESIiESIiESfEfTv6QtRQaek1qlRMnqDjTptkoCt3alTbvdiqfMrT7efhf0l1Jq8paonsr1aI+yg3ML\/8AXI+KeWsttMKy5KoMrYjp3DRmjeZET47jEGRIWWBeTok8prLVJLysXWKNV4EbpByBGwgjgVbsafqX0N5dbUU2p1TlVogb\/bVTqgt7Ybdb7wbvT88bSkC81PopUKco0CO8TTb1ioh2fms39puoPLHjcbFQeUcO2th3Tq0FzTugSfgQL\/A7F+sxES1XHpERCJERCJERCJNTQej94\/xMuamg9H7x\/iYv0UrCdYeH3CxNdyklKpTVzbnBVbLwWmuZNuJ\/tPP6tQvbM3UVL7j2Xm2VHDHHYwLDd47Z5r9bQSoqVFyNQJbdBBHOrTUEnji9TL1AOewyEtojUyJolmTHbYri9TIbrboyqJlftxylKzD0ixrn0alwek2CHbjcW2CxNmz+okN3wIkg+alPK1LGqRkxopWcoAbkafr2PVvvIbX76ybUapBRYst\/qWqGj3mUDeGLfaB\/eQjWaTiDSPODAkKDcM+BDWHVzbey4XOU71OvoCndmDq+QxsGuAwR8lbugsA1+reYmiM7ctF46W2Z90dEdvbqZAkrzLewK8\/qVPmGqWK4JXbm9mf\/AAxZaoC+pltt4ZbbSapraaUld\/qwxxFxtu17D9MrvrtMtJhkmCpUvTAFsU64CdU+XysxxlqnrKTOVVwWU4sovcFbbG8OsPjMXUmi\/Muy5ib26G6cpAiRJIPikdii1mvFM2Kufq3q3GIFkemhG8y731in+3msp80nKK1KhUU6wsailyoxXBsd5lbYzG9hx3Z1qK1BkJfm3UHmzkMxe4bHEjxQH3ROOl0lNRVQ3R0uqoBm1Zggx4BmyKqS0NpNNOOZcX+tcDVoGttXARGpG+R6AI0WhEioVQ6qy8GF9uw\/YR4yWRCyCQRcarXCRETyBuReMgNri9jceo+M9iJ7ARJLrPQUPxP3Eikus9BQ\/E\/cSbyf144HwWwdTW90fy01RiIl8q5IiIRIiZHKmvKnBDY949q+yn\/lNVas2izO7\/JP58At+Hw78RU5tmupJ0A3n8mdFqNUUcXVfvMFnSsDtBy+yfO6bSljc7b+M19PobbV2H1Sr\/8ArAHpMt2G\/wBQB4K3dyH0bVb9rbeJI43VyfiX0t0Zo8p1xbY9U119YrnnGP8A7jOvuz9D+lGv16VKdHS0CWrIxOoAywtukAHZSK5I2b7Nswn+gdVtOzvqTU1Tb+1i1MnvLVqtvlie\/wB3waW9TDtrYQVw8XuxurnXg+7F9f3AtMFasFGBrE13AT0YFzqOkY0bb4yvh6c0dEQCLynVoVKVQ06qGm68UYYn7fWvtLutO0aUy6UEESNPoeC29XXXCwnf0ZNP+oUTUqJTCEsMiEBaxFNQW7bsuz2ZnaTT1a1QJSQ1GPYOweLHgF9pp9t\/\/DUG0uNRytbePPoTYE93Btj0l91m27yyXg6TalUc4SGDUgSeyBtvr2TthQMfiaVGmWPdBeItcgEaxu3TfdMFfaSnqNfTpmxNz5V3j7w6onxvJul5Q0TmlUripQ5tuba5YrwVRTy3qWI7u1fDzDX0enyN5lylihhqnNUnNfacwmBOgi3Si5nSRrKq8HyU2qOcqPln7cts3EkW3QLzIkQtinymp7jj12U\/90uI4YXBvONNox4S50O20f8A6lfR5VcHgVYLd4EEdvaN\/ZdSMRyNTLSaEh24mQezeDuMxOtrqGIiXy5xIiIRJqaD0fvH+JlzU0Ho\/eP8TF+ilYTrDw+4WbW0lJypemjlTcEgMQdu0X4dY\/GRryfRHCknd7vkYsnwJMtxOaFWoBAcY4mO6d9+N9brZJVQcn0bAc0lh7I8Vb91X4T08n0iFXmkIF8RbzEM325MA32gGWpLpfSL975zJtWoSBnd3nXfrrFluoMNWo2nMSYn827B2qjU5DpoN+glmL7Wxe\/O7XB9Xq9kT2lo6aElUVCxyNt259f5R8JoBNaEfpL6ZwSvN8ylRSON88yb9zh65ia46kVUNMZIBvKMN43bZZ9rbMe+mN8t62MlVab8\/Nc8CCJkvdkO3bF50lovKkYvDCiWw4w6bO1Eb42Xt8VapaOmgICCzO1Q323Ztt9s9bSUzkSgvUxyPaTT6hJ9nsmXz+tJB5lQAlS4BWzNimBuzZdbMY7vrbe3Z61fVWp40l2quZIBw3t7Ec55R1d7rjeOLTF1GrmBNZhJ2ioLQZuZn9gI1EhsdKIiQd\/1C06aKqgKAAoxAHAAdk6mNTr6zZeinFcrkXsc2cC1S25ZUXrZXVvMs6o6jVfVhqI4qrsSuwbisbrU2tbN+rxATE5Zrg7CukzUpn\/2DOu3x3aGCF5lO8d62UQsbAXJnVWi6dZbfD\/tnem5ze5vDnMDhzmXN53Nucw248OrKugOt6HT6bhz2W3C3Uutudw3Odvl1NlsfahuGDqBrZhYgZZ6VwbxuEXOwqwp4FrsPzmYyQT\/AGiJsds2uZ8F3ERIirEkus9BQ\/E\/cSKS6z0FD8T9xJuA68cD4LYOpre6P5aaoxES+VckREIk+UogvUue05H7Wn1cwFo83XYHhfNfaVur\/wCMquVQcjDsBM8SBH3HEq75Ee3PUaf1EAjgCZ8QeAK29BQ4T6Gjotl5k6A8J9EtUWnPE3uujEbVka+jZSfXM2afKtYGwH2n\/P8AOMzJ0nJLXDDSdpJHCw8QSOxcryu5pxMN2NAPG58CFW1mho1harSpVQOAdA1vu5cPdmUv0U0AbLo63+\/VK\/kapb9M3olgWNOoB+CgMrVaYim9zR\/a5w8CFBpdLSpJjSp06S+CKEH2tjxaTxEy0WvUyVh8tg84nhh\/rmcv4lzk6lwnfKOl5xBbrLtX1+K\/54Rya\/YeI4g8ROc5SpuZWLjo64PwA\/Pguq5KrNqYZrB+pliNusg8Dv3gjYvqeT9MLXMtVqQlPSV7CdazWAAgcTw+crWMdVcKbBLjp+bhqToArCpVZSYXvMAan827ANSVjVesf7\/tOIido1uUAblwznZnF2kme9IiJ6sUmpoPR+8f4mXNTQej94\/xMX6KVhOsPD7hVIiJyyzSd0lJYAGxJtl4TiSUGs6k9hmTQCbrdQax1VoeYbN9n12cdd11f19BwgJqZgdhXH\/WZSuDexBscTbsPGx+Ikqck6bTq5ol71ccsqr1OF7WFQth1jwmXW5MDlr1KgBrCrYYWDBOb3Tjfq7etdW3lZZKrU6HOENeYixcL8Moc6+sX0upePp0mvblNyDNy6I0ub77TFrLQLAbSbfbPC4te4txvcWt43mN\/QlDUyKr4pjcGxLY0jS63dyJzbxYfdx6XkJAiqKlXFRTUD6vECmnNjd5v3vt4YxzWGt\/WPyHeRGpg210vfRQYbv+i2CbbYUg7RwPDwmZU5Ips7MXq3Zw\/EWUhlbduuzhj904yL+hpt+trbecvvJ\/zVCNju7GAVRkN7rZZZTFtOhF6pn3LcP1cb24bkDf9F9BpEY1AFax8f8Abtk2upsAGNTnAe2wX\/RZS0GmUIKWbIDTFEVAxWooxKZJUXhU7VPYZFoeRho9MtHn6le1R6t3J2ZPnamhJwXe27dpue2ZtpUeZc7nDmBsINxeTMwIgW1M20KtKNCkcKSXHQk9IgAjQZZg6DUE9oUsREhKoSS6z0FD8T9xIpLrPQUPxP3Em4DrxwPgtg6mt7o\/lpqjERL5VyREQiSGvQVwL8RwI6yyaJ45ocC1wkHYVk17mODmmCNCNR+d2+y50+Sdqn4gy701rWH+f59kqRII5Mw2bNl+BJjx8bb5U88q4stjN8QBm8viAChN9piIk4CLBV+tykRE9XiREQiTg01Jvbb5u9+adxMXNa4Q4AjcbhZNe5hzNJBG0Eg\/RdK5HAn+85JiJjTo06f6GgcAAs6lapVjnHF0byT9NPokRE2LUkREIk1NB6P3j\/Ey5qaD0fvH+Ji\/RSsJ1h4fcKpEROWWar6l2VQVGRLY27Bus12sy7Lqo63e+MXSjYnm6mxrdU7fLju+yetj+qT16hFrIzXcKbC9gcjkfZ3f1CRis2APNtcsLrZzYYhuxet2cMd070yVnQZNNs0GvE2POZXEySZAdJENgWGW5uXLmpqCpYc25tfaATeyt7PVuuN4XUNgW5upcY7uBud3JsV8Ot3m7JwdW\/HmanBr7j5EjErju22hm\/L8equpcGy0qjAEbcScgVO1fGzY+bvRC3DCFuVhw7ZgGeeF8rmgz0olziBbomZZZpI8OqcE\/VvZcuCsTdOPHiGVlZeHUftXGetqm3r032BuCltqtjYbvb1r+BWeHU1Nv1NTvEbGvsYL5fXl9n6R1L39C9rt3Xvu4Y9VdmQY+PD71kLJuFJLf+K29oFcXgCR+sxxMzNiDEevqmHClUNmZbYtc4\/Z2tiyjrLky7wna1yVJCkHZipB25482W8Fu1m8uLeWcVdQ+ZtSci3HFjc7hW3dttI+8vZ1j3zzB2BpNszYMFbaFA2X7zXz6vswtRoyxrhQbpnH9SSWhzSZEzdpgNMOgyyXNIUXTTu3SoC3N2upXr4gi3mBYTvpBx9G98apAKttNPYBYeY8L9mU4Nd77aFQ2J2hWa2LY+XZs2+tcu9ut6moqW3qTbC\/dezYKvVxVus2Xu+aFtdhBYjDNkG81gZgEHR1xMOcZ2QOjM+jUOSo5txk6LfFhZXDHL1AMaY234HdXZOq2pKk7jNigqGxF7HPqjvejaeUq7FrGnUF+BwcWDBcciR1r5fZOq9AsSQVINMUSrLkCL1LkWZf+qR\/aFpeykyoBWpNZ0ZjM5wJLmzPNmQ4NzwNP05gWwTzptcKh2JWFgd9kCrdcd3JWO3e4TR1noKH4n7iUtLpxTpqo7ot4XJIubDhtMu6z0FD8T9xJmBjnxHb4KPijQPpHo4IpgANkySOeZBM6EiJbs0kqjERL1UqREQiREQiREQiREQiREQiREQiREQiREQiREQiREQiTU0Ho\/eP8TLmpoPR+8f4mL9FKwnWHh9wqkSz0Or5P1LHQ6vk\/Us5eDuW\/mqnqO+V3kq0Sz0Or5P1LHQ6vk\/UsQdycy\/1HfKfJVolnodXyfqWOh1fJ+pYg7l5zL\/Ud8p8lWiWeh1fJ+pY6HV8n6liDuTmX+o75T5KtEs9Dq+T9Sx0Or5P1LEHcveZf6jvlPkq0Sz0Or5P1LHQ6vk\/UsQV5zL\/AFHfKfJVolnodXyfqWOh1fJ+pYg7l7zNT1HfKfJVpLrPQUPxP3Ek6HV8n6lnWr01Q06IA2jnL7w7zCTMDasCdx8FmKVTma3Qddo\/afaMO3gsuJZ6DV8g+I+cdBq+QfFfnLzO3eO9QfR63s3fK7yVaJZ6DV8g+K\/OOg1fIPivzjO3eO9eej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq0Sz0Gr5B8V+cdBq+QfFfnGdu8d6ej1vZu+V3kq01NB6P3j\/EqdBq+QfFfnL+i01QJ1e094eqYVKjYsR3qThaNVryXMcLeqd43wv\/Z\" alt=\"Mol\u00e9cula de trifluoruro de boro. \u2013 GeoGebra\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nitruro De Boro De Los BN De La Mol\u00e9cula Ilustraci\u00f3n del Vector ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F05%2Flos-materiales-del-universo-se-fabrican-en-las-estrellas%2F&amp;title=Los+materiales+del+Universo+se+fabrican+en+las+estrellas' 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%2F2020%2F07%2F05%2Flos-materiales-del-universo-se-fabrican-en-las-estrellas%2F&amp;title=Los+materiales+del+Universo+se+fabrican+en+las+estrellas' 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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