{"id":11588,"date":"2022-01-21T10:40:39","date_gmt":"2022-01-21T09:40:39","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11588"},"modified":"2022-01-21T10:41:36","modified_gmt":"2022-01-21T09:41:36","slug":"%c2%a1los-materiales-para-la-vida-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/01\/21\/%c2%a1los-materiales-para-la-vida-4\/","title":{"rendered":"\u00a1Los materiales para la vida!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/03\/los-secretos-del-universo-que-se-van-desvelando\/\" rel=\"prev\">Los l\u00edmites de las teor\u00edas actuales<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/04\/%c2%a1la-fisica-que-no-deja-de-sorprendernos\/\" rel=\"next\">\u00a1La F\u00edsica! Que no deja de sorprendernos<\/a> \u00bb<\/div>\n<\/div>\n<h3><\/h3>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Supernovas, los elementos y las distancias del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTZXJudKtuP7EGl19q89y97AOslbdmbOKuqKRVNRHXEggbClvQNi_o6eeCrGniSSS4W-YI&amp;usqp=CAU\" alt=\"Supernovas - Astronavegador\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>Nucleos\u00edntesis de supernovas<\/strong>\u00a0se refiere a la producci\u00f3n de nuevos\u00a0<a title=\"Elementos qu\u00edmicos\" href=\"https:\/\/es.wikipedia.org\/wiki\/Elementos_qu%C3%ADmicos\">elementos qu\u00edmicos<\/a>\u00a0dentro de las\u00a0<a title=\"Supernova\" href=\"https:\/\/es.wikipedia.org\/wiki\/Supernova\">supernovas<\/a>. Ocurre principalmente debido a la\u00a0<a title=\"Nucleos\u00edntesis\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nucleos%C3%ADntesis\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a><\/a>\u00a0explosiva durante la combusti\u00f3n de ox\u00edgeno explosivo y la combusti\u00f3n del silicio.\u00a0Estas reacciones de fusi\u00f3n crean\u00a0<strong>los elementos<\/strong>\u00a0silicio, azufre, cloro, arg\u00f3n, potasio, calcio, escandio, titanio, vanadio, cromo, manganeso, hierro, cobalto y n\u00edquel. Como resultado de su expulsi\u00f3n desde\u00a0<strong>supernovas<\/strong>\u00a0individuales, sus abundancias crecen incrementalmente en el medio interestelar.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nucleos\u00edntesis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSDG9-60C8Thi-x0J1D6CXHh2zdt1M5yd9S4w&amp;usqp=CAU\" alt=\"Nucleos\u00edntesis (el origen de los elementos) | Geofrik's Blog\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Debido a las grandes cantidades de energ\u00eda liberadas en una explosi\u00f3n de supernovas se alcanzan temperaturas mucho mayores que en las estrellas. Las temperaturas m\u00e1s altas para un entorno donde se forman los elementos de\u00a0<a title=\"Masa at\u00f3mica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Masa_at%C3%B3mica\">masa at\u00f3mica<\/a>\u00a0de mayor de 254, el\u00a0<a title=\"Californio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Californio\">californio<\/a>\u00a0siendo el m\u00e1s pesado conocido, aunque s\u00f3lo se ve como\u00a0<a title=\"Elemento sint\u00e9tico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Elemento_sint%C3%A9tico\">elemento sint\u00e9tico<\/a>\u00a0en la\u00a0<a title=\"Tierra\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tierra\">Tierra<\/a>. En los procesos de\u00a0<a title=\"Fusi\u00f3n nuclear\" href=\"https:\/\/es.wikipedia.org\/wiki\/Fusi%C3%B3n_nuclear\">fusi\u00f3n nuclear<\/a>\u00a0en la\u00a0<a title=\"Nucleos\u00edntesis estelar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nucleos%C3%ADntesis_estelar\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> estelar<\/a>, el peso m\u00e1ximo para un elemento fusionado en que el n\u00edquel, alcanzando un is\u00f3topo con una masa at\u00f3mica de 56. La fusi\u00f3n de elementos entre el silicio y e n\u00edquel ocurre s\u00f3lo en las estrellas m\u00e1s grandes, que termina como explosiones de supernovas (ver\u00a0<a title=\"Proceso de combusti\u00f3n del silicio (a\u00fan no redactado)\" href=\"https:\/\/es.wikipedia.org\/w\/index.php?title=Proceso_de_combusti%C3%B3n_del_silicio&amp;action=edit&amp;redlink=1\">proceso de combusti\u00f3n del silicio<\/a>). Un proceso de captura de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> conocido como el\u00a0<a title=\"Proceso-s\" href=\"https:\/\/es.wikipedia.org\/wiki\/Proceso-s\">proceso-s<\/a>\u00a0que tambi\u00e9n ocurre durante la\u00a0<a title=\"Nucleos\u00edntesis estelar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nucleos%C3%ADntesis_estelar\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> estelar<\/a>\u00a0puede crear elementos por encima del bismuto con una masa at\u00f3mica de aproximadamente 209. Sin embargo, el\u00a0<a title=\"Proceso-s\" href=\"https:\/\/es.wikipedia.org\/wiki\/Proceso-s\">proceso-s<\/a>\u00a0ocurre principalmente en estrellas de masa peque\u00f1a que evolucionan m\u00e1s lentamente.&#8221;<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><\/p>\n<blockquote>\n<p align=\"justify\">En la imagen se muestran los elementos asociados a diferentes estados de la vida de una estrella. Todas las estrellas nacen cuando comienzan a fusionar hidr\u00f3geno para formar helio.<\/p>\n<p align=\"justify\">El Sol, que se encuentra en su fase principal*, est\u00e1 sobre todo generando helio.<\/p>\n<p align=\"justify\">Cuando el Sol se encuentre en su fase final, ser\u00e1 una gigante roja y generar\u00e1 los elementos se\u00f1alados en rojo.<\/p>\n<p align=\"justify\">En las \u00a0supernovas se generan el resto de los elementos se\u00f1alados en azul.<\/p>\n<p align=\"justify\">\n<p align=\"justify\">\n<\/blockquote>\n<p align=\"justify\"><img decoding=\"async\" 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\" alt=\"F\u00edsica, Astronom\u00eda, Literatura Y M\u00e1s - Posts | Facebook\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRw7HFZnlxAHnTiuy8DLvFGqIIv9db5EqjeGxaepbjoLcf9kxKYrjOSl3IqfEiPMrdh-lw&amp;usqp=CAU\" alt=\"Astronom\u00eda. Art\u00edculo de la Enciclopedia.\" \/><\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">La Astrof\u00edsica nos abri\u00f3 nuevos caminos y nos trajo conocimiento profundamente escondidos en las entra\u00f1as de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">\u00a1La F\u00edsica! Cuando se asocia a otras disciplinas ha dado siempre un resultado espectacular y, en el caso de la Astronom\u00eda, cuando se junt\u00f3 con la F\u00edsica, surgi\u00f3 esa otra disciplina que llamamos Astrof\u00edsica. La Astrof\u00edsica es esa nueva rama de la Astronom\u00eda que estudia los procesos f\u00edsicos y qu\u00edmicos en los que intervienen los fen\u00f3menos astron\u00f3micos. La Astrof\u00edsica se ocupa de la estructura y evoluci\u00f3n estelar (incluyendo la generaci\u00f3n y transporte de energ\u00eda en las estrellas), las propiedades del medio interestelar y sus interacciones en sus sistemas estelares y la estructura y din\u00e1mica de los sistemas de estrellas (como c\u00famulos y galaxias) y sistemas de galaxias. Se sigue con la Cosmolog\u00eda que estudia la naturaleza, el origen y la evoluci\u00f3n del universo. Existen varias teor\u00edas sobre el origen y evoluci\u00f3n del universo (<a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, teor\u00eda del estado estacionario, etc.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.irtve.es\/imagenes\/detalles-nunca-visto-nebulosa-carina-guarderia-estelar\/1328721266261.jpg\" alt=\"\" width=\"699\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las estrellas, como todo en el Universo, no son inmutables y, con el paso del Tiempo, cambian para convertirse en objetos diferentes de los que, en un principio eran. Por el largo trayecto de sus vidas, transforman los materiales simples en materiales complejos sobre los que se producen procesos biol\u00f3gico-qu\u00edmicos que, en algunos casos, pueden llegar hasta la vida.<\/p>\n<p style=\"text-align: justify;\">Una de las cosas que siempre me han llamado poderosamente la atenci\u00f3n, han sido las estrellas y las transformaciones que, dentro de ellas y los procesos que en su interior se procesan, dan lugar a las transiciones de materiales sencillos hacia materiales m\u00e1s complejos y, finalmente, cuando al final de sus vidas expulsan las capas exteriores al espacio interestelar dejando una extensa regi\u00f3n del espacio interestelar sembrada de diversas sustancias que, siguiendo los procesos naturales e interacciones con todo lo que en el lugar est\u00e1 presente, da lugar a procesos qu\u00edmicos que transforman esas sustancias primeras en otras m\u00e1s complejas, sustancias org\u00e1nicas simples como, hidrocarburos y derivados que, finalmente, llegan a ser los materiales necesarios para que, mediante la qu\u00edmica-biol\u00f3gica del espacio, den lugar a mol\u00e9culas y sustancias que son las propicias para hacer posible el surgir de la vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.grupocarbohidratos.org\/gehc\/imagenes\/gehc\/HidratosDeCarbono.jpg\" alt=\"\" width=\"300\" height=\"225\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <strong>Qu\u00edmica de los Carbohidratos<\/strong> es una parte de la Qu\u00edmica Org\u00e1nica que ha tenido cierta entidad propia desde los comienzos del siglo XX, probablemente debido a la importancia qu\u00edmica, biol\u00f3gica (inicialmente como sustancias de reserva energ\u00e9tica) e industrial (industrias alimentaria y del papel) de estas sustancias. Ya muy avanzada la segunda mitad del siglo XX han ocurrido dos hechos que han potenciado a la Qu\u00edmica de Carbohidratos como una de las \u00e1reas con m\u00e1s desarrollo dentro de la Qu\u00edmica Org\u00e1nica actual.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Sustancias organicas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRpkGFZqL38UoncsaD_-5k2kefuYsKnKe4X-5gZpi0z6aLGz3HaGZ6YurvB2VlCVMBInXE&amp;usqp=CAU\" alt=\"Sustancias organicas\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTYxDLCG9A40YYQgYJHX6TPsOjaaFk8KtF64ksGeqn2vwfRJa7Ea9GGM6o1RiT2aCr_SOA&amp;usqp=CAU\" alt=\"Caracteristicas de sustancias organicas e inorganicas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRx4uzFxByNYm21mNn7cmUXK6JWK7nZ5ERnCywIsJBswCPJbHYD2QnoahQVhnlfN5UHsT4&amp;usqp=CAU\" alt=\"Compuestos qu\u00edmicos org\u00e1nicos. \uf02a Las sustancias org\u00e1nicas se encuentran en  todos los organismos vegetales y animales: \uf02a alimentos (pan, carne,  legumbres, - ppt descargar\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Todos los animales, plantas y microbios est\u00e1n compuestos fundamentalmente, por las denominadas sustancias org\u00e1nicas. Sin ellas, la vida no tiene explicaci\u00f3n (al menos que sepamos). De esta manera, en el primer per\u00edodo del origen de la vida tuvieron que formarse dichas sustancias, o sea, surgimiento de la materia prima que m\u00e1s tarde servir\u00eda para la formaci\u00f3n de los seres vivos.<\/p>\n<p style=\"text-align: justify;\">La caracter\u00edstica principal que diferencia a las sustancias org\u00e1nicas de las inorg\u00e1nicas, es que en el contenido de las primeras se encuentra como elemento fundamental el Carbono.<\/p>\n<p style=\"text-align: justify;\">En las sustancias org\u00e1nicas, el carbono se combina con otros elementos: hidr\u00f3geno y ox\u00edgeno (ambos elementos juntos forman agua), nitr\u00f3geno (este se encuentra en grandes cantidades en el aire, azufre, f\u00f3sforo, etc. Las distintas sustancias org\u00e1nicas no son m\u00e1s que las diferentes combinaciones de los elementos mencionados, pero en todas ellas, como elemento b\u00e1sico, siempre est\u00e1 el Carbono.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\" align=\"center\">\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" 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J8CkbDnyIMH0mtD0\/R278XLV9WbwkBlG4RPv+3ao6zpN89rTGCCVYBvOTujdPB4596BV3xTNC+RjyUroSnqtu5bNwo4EgqWBRJJBuCR9RgHGRjvNH6UrDvaALSF2lyuSAGzBUYJAGMjkc0JrOlr8sfNtqkSWYMkbSCBAV5gdxk5POaX6a0oUpbeLe7kqdqNu3KNxMjwz5jJqnGPdV+fQ5JNakaDVW5UAuy+IEgD6thLBgREQ2cVFLZKtB3hufFsM53hPPk+hMUi\/9xu2SEubXQfwn6VyQygZMiR5Hn1pxptZbYAL4QygFSDuXvJkECSPuO9WnLspqlQJc6hcBVU2QCQWAK4Awu3k5jIq7UaxQPGpUQASo3qtwySP4o4NEaawE3LbIO0lds5UjLCJx3GfOaqaxZl96AK8y3PjJBBPqJ+ocTU8+ick1tE\/hnqgsh2uBHBXxEFuVJhuCQSKH0+oVjcPAZmI74JxVN3pQtiLdwQ0naTu2zwZBlfPJoKw+1wGM9p86D5EXOFX1swfKwJrlE2SM17Si3ppV7RhyPD2nB7zSbxAE9wMzzPf3NX6HrvyAba2y3zTz2Uxkn0oaxcZlLsJJJHlgHHtWOaThGS7MUpWkZxOq3EuXEW2CCeTTHp9oshMGJ\/IU001pbltrEL81m3Boyq95PfiiLHw3fW2drBoJM9mH8qdk\/Ekor10McZSp+DKXrIa5AH0jMce9T6T0tnW46oWzBxiB61YqS7xg4BHke4rXaLWW7OkVXZQYJMHuf3NEpf4b8FwVyb9Hze\/pyrMNpgGu2DnHtX0b4W6dav2tziSSZP3rvUfgK2xm2dtbo4Zyimjt4f4pCK4y\/c+d3TEYFerW3PgdlOWke9eqvoT9Gv+88Hs3djoFw\/UUX2JJ\/aP1o+x8PKPquMfYBf3mm4qnX2rjoVtvsYkeIAEgSNwEggSMTB5+41r48F4PLPNJ+SsaCxaBdwoA5a43h++47RQtzr9sjZYRr3bwjZb\/wCtoBH\/ACBqotfDYLb7tw3GGdzzcK\/8rOYT7AVXqrulIKIH1DcRbaVHozyLY9iSfSrWlpUV29uzOdS1untsz3TbV8zbsLuucTta6xlTjsbc0jf4h1l5vk6KyLKE52gNdI\/iZiNtue5yRPNMuo6HR2G36l1t8bbFom5c4gAkCc54Cj1xS5\/iPU3T8jp1gaZD+KBcvt67cqp8y27BncKlXvv89IK611\/uMLfQHtbbmpur8wsG+UsEt\/E7O5LMwHlgRycVoNDqBs8J3DJkScEkZ\/l7VgulBmuopY3GLgM7He1x4g+IyIj9BycGt5ptKLdsQwzk5Ak+UKBIE+lDu+zZhSUKfssu3rbyjCZldpjxc8g4gzQTahEU+EoqEbYEiVIgxIJzHl71ZeAntu8xznvntQ1mWZEYAy+5iwgwnnIBngRVNs2RUUFWtX8zaoMTueSCsmSAuTxM8mqBcu20JXbvJMGTErkg+HIjvA+1Eah7fzFCLLQRMwoxyIwf1qFqwFI2jcxnBgyJ7zkDFQvVda9M5\/h9S8brqccKcCR5bTnPNe1AvWxFu1uUnJ3SzMe7BzJEdu9FnUwBg7u+3y7zA4mqLt5Rlg3hzCiO0CSTH8\/2qtCnbFWvuqBuvKZIIUEXBng+GeT55OY71n1124bV3GCwHMhQfxE4BIgwc5rU2dQ+9SG3IxnAJESSctG3ykAnHasn8Q6S67lUZraOSXJKZKwpEqPSTxJPGKTljzVGX5EG4PZKx1dluolvaSTkkKxgZYyADHrTHV\/Elzed1wquIRAsHGJkRHvk5xWYS5YslUtlrlzueSAfqxgKvqc0Xf6Wt25buMWa2VAKTC7liWJ4yNnPeaz\/AE1B14\/qZIK5JR\/djVviZgyqhtBm+kJbtOx5nxhYWPbvxV2tsXdSAblx0XcUBJZWZ\/IANtHI4HaeOFw+FLKOlxHc5IiD4GMn8JBXgCZniKuvPqLDEIN2yPxu8DJWd53LgxAbj9CfFeX+Z0sWKulv\/UD1vQLdu4GNy2rKVCAhix2xmQTuO7kxkRgV3qyOu42\/mbHkh1HzFAaZYkjGTHJwO1MLXVSqoYBYBhBDm6FcruB+Y5NyTiN3fBxFT0nWUtullgqpdfBaGRmbJJ4M7oyfPvzVcna3Y5XHxQiPVFZPEVNwKuw87TPiUYiZ9hAPnRWj0obKYyzbgVyHaNojyJ+kzAjnmr+r9MtkkbQQTi4rDdtwNwg5EEMZ4kg+dIP\/AG+7Y3urNtEQwYIwIdYDKZDc4jifLFAoqWrr7GiVcU0v1H129etvbkgCCm4D6hukBu8c8SfURVVzqIdD4SY2hyJiQ3ZRxHf+xQ9nrW+3\/nBdodUaUPikNk\/wnHGQSDxFCajVBHJUBQ0hSIBZZIMnIHeJqVK6YCjrQzTqaQgXPhksPEAsnABOTiPtND68orncWnaYyDtYKSkjykifv3oPQ6dtrW0UOZDJc8QIicCD6mTEY9KZ9Rm63\/A+XtIgQBwBjdGRO7n0otJisi8Fr3dwUgAZE+g9KLRzEkj2\/as5ptb8u4ttx5TPKkiRxTu1qw3zNxAFsCOwP8P3rDkwSWkcJx4zcWPOh3EtrduXEg5gkcACSJ\/vmhtP1K7YsN8twQ25wrHA3S0KewzxSMFtXp7xS40AgEgidg+oR6iaNuOgtlgFAAAg+UfvTZtwUV+lDZTcUhR0++CHYzuZix8qp0LBw5P8RifftRek2C0Sp2g7iJzP+1B6HbslfMn2M8VNPk\/uLc3Vo+h\/ByBbe0edaa5cgVjfgj5u64HA2HKkc59OwrbrZ7mu7if4EXLsDTTyZavUawr1MsGxgK9dDFWCEKxUhSRIDR4SR3AMYrwqa1RBGnw+zx8+4130uEuk\/wD4wFt\/9tT1baVP8slrjj\/47ZJceUhI2D\/mIFRudNv3Gb5l1tm4wit8tNsmB\/l+JsRO5jPkOKP0fR7dtQoAAHZAEX8h+9Lr0v3Dv2\/2MdrOiaaN90Jprcz9e663eCR4R\/yqG96R9X+KLdu2dLoNOw+Ysb9p3spHKp9bSMbmII8q+hdQ0di4Gtqm5zglAGYf87nGPUk+lZ3r6tokT5SqpcOGb6mG0CJJwxye23HFSS1bLjbdIx9jpzae2t28YvFlKqsbwW2q\/eEUHcYHcwYxT2x4I+a7Btq7juSJzAH8IPYZPvSDpupdnPzSzXHaQ2GJCIfPsCeOBFa\/QXLcldh34ncgHmcsMEzNJcuTs6eJPHCuyi5ecHctvcNwyJY+LCmIj70Vp792bjsm4YEDLYnjFFPcbxbY8+MHzyIJn+VTS80QLRDd4G3jn+5q6GfUTXSANJpklGR9uWYgmSZnzBI5jtV6N4hA8RlZmPDJnPPbnnFTa2Hn5g2+nf04Ejk+lC22S3IC7wSD3gQfCoB5\/Kp0MvlfY2VgVG4ggcCDgL3zEn7Uq1FxN0MzLuJk4IOMcjntjOYostuEEQYnBxzx\/flS6\/pbYlnAO0EzG9uDMD27yOajYmKSsH0ih9+y2wKtG8oPDtH1KrblBiM9vzrG\/Fekll2ai7kEKH37lWWYiDtMkn9xT7V2VfcLd64qnaSjswViBztHPbmeB94dT0VoBCtk3dwALB2JUzEhW5mO1AmVOClp9Hzm1p\/knxEFiQNvByMsDyPfynvTnQX2tgqpuAsxEKS23cI3CDBzt74xIpxc0Fq6nCoQ0EBlLjaYY7hncDIxk8d8d02gjaN68QGbJgA4nkQQM+bQPI2562hEcXoL0vWtUFRSovDIZtrLcgACeM+Lvg5HrTLTa9RbYMDbELDXLgP1yR4tx3QAJHtnzCc3AY2ZCALcG4wfEdpA\/F4QZxz35qw2XS21xrjEvO9ZKzCzs2kwZx5RMjMilyUZaaHQbhst0+mturBwNqyQY8ILQomRwUgjByrGl3UehqSotLwNwJG62ZUkQDkGOw4wa6xa3bOwTBNvYpYy7hj9O4AYbAhdqzO7FGaK\/atm5bVYYA3AdykFzg4VjDENMQJnnIpLwuKtGj6zbYjuay5bBR3KIo8KMQygHlZAgkwuMHxNjsWOn6qrkBhIPZ5iORnIEHt6nzovUobhcAQbmAFEqvG4EgRJUEQPOfWkWu0FxFCWQZZAGEeJTOIMcEHy5IodSr2Fd6aCuq9MsDaUE5J4P1KQxQgZ\/EP7FZ7WK9q41t0ZU3FkSHgq8lQoPaYH2PNNOjIRbRWMKu52JneLhIAAP8MKpxOS1NPkrcO5rhdRBDOxfac+FSeDzgUSmotp7BVro90ALbZtwzAPntmdoEdiPtABo3XObtsG1gZDbiAR5iODzP5Uv6bpxbZmJ+rIJGWzIPhEUPr2cbobakcgEkjEDkRj9KzclKX4QnHyZ7reiZHVgZLiZnAI49uP0NR6qlz5YAYyYDdpGcH2NT1+qZrpT6kBUBuDKj9BT7S2Vurb3ZDL+uRH71pnN41FvdHB+RK8jaMt8OJcS7Afav4hPNarX6lSpXBPBHvxWf1nTnT5hVpZXx6rGBj0pNf6k5wwO7uSSDPY0U8P9okpp9C1JvRuzcG1V8PABngdon9aU6e6SzgRIYiBxgxP6TQOk+IWVDtUF28P0gxjkHtNGaDp98vvMEMJJYwQYiMD0FKeFY4vlpkvWj6t\/wCn10PYJgbgxBjyHHtWpevm\/wAF9SSw7rddUV4PnDAkEGBjEVvdJ1OzekWriORyFOR7jkV0cE1KC3svZc1eoPq3Ubdi2XcgYwPOvU+\/uXQyHULX\/wBtv\/8AYn9a5\/7pa\/C+8+VtWuH\/ALAao02jtpwonzOT\/tRgaovuR14Kv8bdbFuyR\/qusEH\/AErLH8hUhpHf\/i3Cw\/gQbE9jnc33NXKasU1ZRK1bVRCgAeQECsx\/6h6ctpgwB8JbiZG62wGPeK1ANZ\/45Df4K4VMbdrH1WYI9sg48qqStBQdSR8v1Gm2Pa1QMLCBxtMAOyJcz9ya2FsNDDdO0wYggQARnvgg8zms6llL1gNO\/wAJ3rMYdWPt2OY5E1DSa9jaR1uO1tS9q4FtRcb5QHyyYkoShTcBnFZnFKzfCblUWzXpbKHLhfKcn1zx35\/eu3dUpBKuqiTtJOe0bhPBoDQ6m7dcOv0KIIwplo7EYjH50w1Fo5Lopnkg\/SPSfqJnNX40Ni6e+xbe1789wYjkGJyCO33odGuX2gHag+plgHPqP5fmKPu2rYAUKVYHzJaMmfTiaIvWm2+EbVUYIjkjtB\/fnHlQ0PWVLpUd01tUHG6BAJJk49Oar1jEo67isxIED1g45oq5aVUJkgnBO4CfQxSfWbArQZIgkCAAI\/KTPvUloXFqTsERRlVEFiQTt8bDB+rtgcVVr7oCLLtE5GIgERleP\/NQ\/wAQWCjECe4gz6x\/fnQevRwBKMBGCBHPcyBPPagsJgV\/Si5cL22ZbYbcAASSDLBmYGJk8dwSK84uk7Ms5AMFRtKqY3ElgGGBiTMfmLZ19oArcLRJLfLGTPhXOCCMmB5\/amT9Z3hWAKtsAAjEqcFlDQDkmJx9waptoUnuw4daRJVwxIjcx2CAxIJJ3BYBgRExEzBNG6XV23dbbusXFLBTypEKwniBB7nPvWfOotBdtwvnYzBAPll1VeABIJPI48I9QRtXae3sNofLAkAkgMQxkyBmeMEcKM9qq4vYUUm0h5rtHFwi35GIwDKgGWBBMAfUew9DAV62ybSbarxugz9PH4ZAnaQJmeTxTj4f0Kqhe5qBduMohWCqMMTt43Gd0buMcYoVbVy2pR7jXQchWthXX03QJHM4j0pGVyirT14QyDTlVAtnWMULBo2ySVmAqqRwo3TzwM1fbLTLXEVWJB2mS24SwkxySDA86pvadhuuBJUhVYkwyPCBnBX+YMggdgaD0vVHskpcTcjTMSVPiwZTj\/xzOFLf6jGr6HWo6OpXcFwATLE8CAYA754qYRbabkIgJBAOA0AsIIxEnJg8edW6nq9trRi4yhmdGY+B0cLMwAVYkAkKCJ7TArJ67V7nZydyqQJHhLgwASJzhFE+sT53LFJOkSFtW+g350f5cMx2ADbHhueHmT9PIiodTu20QFiGCByTA+oAmB6yVA9\/WuaHT3LpRcqNsf8AJbO5jke7Ae486TfH2pl001vxbFl4HLMZgnv2P3HlTcGBOV0I+Tn4xpCTQ3vA7s2ByO8kzPrk1q9Dd\/yzsY4ClSB5iZ9uaw1jSXGBVVJIyeYAGa12l1Z2FU720UnyAOAPtTfk41pnEaI2tTF9lfBY7o7+n7V618PJqtXbV32C422REHEj2J4+9aL4e+ALmqc6m67WhxbAAlonxEHhf3orqnwhqbRG1WdQQdyQcgyDEyCKkcM4SU4\/qXWw7W\/+m9pLcWhDjg+o86S6rTXLS7bw2EY48LeUEcV9b6ddL21L\/VAnG3Pt2qGv6daurtuIGHrWrLgjlWyz45pelXr7AWgOcsWACz5\/7TX0PT27HTtPG4Fol3MbnbzP+kdh2FJOv9Ds6M\/NtuUPMTiByT6V8z+KPiS5qW2hjsH\/AHf7UvFijj0uxsIN\/kWfF\/xU+rchSRbn8\/8AavVm0tzXqZaH8T9ThqmGocNUg9PMYSrVMPQnzaqfVCoQY\/MoDrMXLN22fxIR94kfrFVi8TUws1CHxm3ee1cFsOQm5ramJARmhQROV49eaq6H1B7eqYTsS4zqTMbbuVW6VxtJaVPYmBmKN+M+nvb1TIv0vcWBn8ZDAei9vtSjrOhHz7rAgK4JEj+IyywSBG4k7jgA0m6tM202lJG06NZu3BP+LdWOLilAWV\/f+GPeKbr0y7gveF1QJO6FnBhREz7+gHnWT+FNdcYrjc6gBiyttdTgI7fxkQQSZInymt3auNcQJctlBI4YMIwTkZGKUvTHuTf4kC\/4i4gCC0u1pkhyO34iRu7dprjaq2UFpiUbIaDCjnzA3GCO1Gao27cm34jGPETE9sn24pEVdSRbSLjkm4GEg4nmc43eVVKSRI72H6m+rZRhtVZMkkmCAAB5\/wBKz3ULrXHNpGHMsAfCGHbcRJkASY\/3jrdTbXdvVy+6YQHGJIxCiRPJHNZm713UOWRAlnyG3cxBOBuc7ZnEgdqn8wfLiaVke0yqm243mJJLd49KU9YOoj5lwi2mSRktHHMGOwECcig7fW9SFjwLcBgna5bwmcKSR+lX6vqep1IZX2sGIMFQiArkKud8SJMk8mhpluQg0l233RhmQu857nxDgQBye9PNA0tLWxAkDxliSMEeIczwI\/auJYKXRb3KhPiwpIz+EHO3\/btTi30oYYkGeCMdonBiQCRPInEVbr0SOOv5itepaNN6XEuK5+q0UOTjA9Sfb2q6xYsXlUW7ak222\/LcBSitO1iGMgSY+mBJk4k+1XT2cgO12AxIh9og5wBwMTAHf1xDX9PYXLd0bnAlXgk3NrcNLHIBn8\/eq4+g1FWHdS0o4VHtmYWIUpiTIRWGOxmJY5nnIXb2qtsGD3VUSA0MNytnPlA7HyjyrYdO6fs8WFVgIG2GUkZnMRPlTJ0O2AfLv5ZyPKq4PwRyimrQi\/8AdbJTa7bcDeT\/ABDywPPAk9\/KrG+WVAVQVJANxoZSTOwRHIgnB98HMLvRtOXO5exwn+WhMYJjspnA5mvaLQ\/LBUu2wkQTB7cATk+vOO\/ZCwcXY3nBrsVdZ0D2wArsVFwFedwPgCKCwB3Db37CidNpFdhhwxC7gxlt5XdcZo43NubvAYeYAYda6c7QbdwyFBBPZjjJIktx5R29JaXTlVDPAMSxXHaIHqc+XPrJOMW9P2Lnkj4Lr+pXT22fgBZjiTEKAPsqj2rF9JT5lxrj5Z2LE+pNc+J+qm9dFpT4LZzHBfiPZRgUw6Jpz2jFaox9HOySt7NQmhRbNz5dpWuOpUSYGREk0R8GfBYXbc1EOwghfwiOCfP70x6D01iA1z7D+tbCxbgU5wUqbMrL7awMVZUFqVEUeNKeudZt6e2WciYnn9T6Vzr3WremtlmYTE5PHqa+CfFfxNc1dw5IScD+L1Pp5CglKtLsbjx8tvol8W\/E9zVuYJFuf+r+g9Kz1q0TUrVsmm2i0tZ8mRQRsUV4IaPQ+lerRaHT9q9WCWWTYfE+xFwKouaqgtRqfKqFJNds5YW2oJqdtSars26Y2LVWQlYt0ciVWmKs3VRDF\/HnQLl17V+2ZNuAydoVtwceZB7V8617\/MuHcAdrLBEFhMEhfIEHviRnmT9x1QkV8t6voFXUGygCm4xeYnBXsclACJxSsipWjThnf4WA9EthSDC7lZTu5IKwEHpwMeg5p9revurpCgrBDgE7sZ3Ad4zPeswwa2AyjceHgzMTDA9oJJHv601sRdVH8+exDD24PPpSXFNbNaexq+sNxQQ2Afw9x7\/32qD6kjxC4dxnxTJyIyDIP3pVZtm1jIHY9v6V0vB9\/wAgfX386rjH0NjCw5G7scnnvDDnntSzrGmtsA5UHbzHl\/TmrnuSCDiI9J8\/ahdXkRE4BPnzUY+ONUTTTWmRJZtpVdrliZU9pJBXnj2rr2FBCm3uXAMgNHuDyK4hBAAiF4ECADMRxHl9qr6kzrtZVwIGCeAPTvxiqDjBWcs9RW25RdyK5HPhUHtj+EzzmmS33U8JA7gmZ9ZEUk1U3bYl\/EDg5nniaIsMzBX4MAMh5BEj2qF8UOP8bxJ9iBAI7Z7VJNTtJYgiPy9Z9PtSgseyyp+0H+VR0utDKyvJKkhlOTjEHzqC3FdDt9fn6TEjKw0T\/EvIHPE0TqHYAFfEfeMHjJoCxct7QS3AgDgjHEnP61y5qQxAliAOFIAmR9WCce4FSxckvADqrLEyG2kOpCk7t2RvntBEiBAxNG3XJIuKQSRAYgkBTnjz9ZoO8jErtt2wpcEsS2\/vPIIOO\/evW\/CNpcGNzR8uPCCT9XH2FShMhiryQJxyZn9J496znxV1\/any0I3E4j05P9KF678RbVKpG8+XYVl9Bo7mouQoLMTk9h70yEL34Ms51ryE9LsszCAWYn+zX1f4X6BsAa5lvLsKp+FPhZbQBIlu5re6TSwKfGPkzyl4LdLZgUagriJVgohZ0Uo+IOu29NbLMwkCc9vU1X8Q9ft6a2SzCQJz29TXwf4m+ILmruEknZOB3Pqf6dqXKVaXY3Hj5bfR34p+JLmsuHJCTgfxep\/kKS2rJNetWiad6DS+YrNkyKKNqVaRXotHxin+i0XpV2m0cCQKZ6azHaDWCcnJ2w1olZ00DivUdbQ16hLHdy0QZGR+1E6ZAa8VqIWDIrvnJGVu2BV6ml1vUnvRSXQaogSHqYehwakGqELmM18o+Jr+zUaq5dTuFCEkbk2bAQ0\/iG38yMZr6lNfP\/8A1J6TcuFb1vxgKEZPCAoBZt\/i+rmI9KGUbGYpcZGV0Gpdk4g4I7QcyoB\/Dxii1121n5gDtxuECBH7enpWYuaq6tsMIWGCnaD4YyPT71VZ1Gof61LqfIAEf6l4g\/vSeLNf1Ipmts9QFxTDEQcrwZHn3qh9QyPOdpwYg8nBPEfaeazC2dQLgKKV3YyBx5NBNN\/k6r+FPsSP3mpwYS+QkMl1KlskQQCPXy9+2fX1r2puN9QiZ7yAQY5OZMznFJ30+pyfl8x+LAI7jGJ7jv8ArVqvqAsNak+YI59oqvpscvloYNcCshgR2P8AAT25+kn9SKt1N24SNqowxI3Zj2jHfzpDqbtxlKm1cB9APywarPULw2hUbf3G1h+RAFD9NhR+XFbHF2zeQF2ME5FuccZBHY9pqdi6ZLAgqeBkN6570vW5dYf8G5u+0fnPP2rum0d9T4bdwgySu0eEnvM\/tU+nIkvlxfQ0bV7WMkbTn1\/pQd+4C25eWEMed4AweeYobUvcPgVGNxvpQiIg5ke05ri9O1H\/ANW0CCYbgg\/hnGRg\/f2quL7KfyF0NNRcDptO4QJEMF\/8+xFQIWFFu5BxIYBs958x2H7UG2j1WSLaie5cE\/oKoXS6kH6EPnBiQPcUPRTyWNm1CyEDbWgw2CAoHYHsYpTq+qG2hLPuZhAH047jaP3q5ej6q60wqDbt3biYzJPEH2rRfD3wArNvuFn\/ANTcH2HlTYQvZly5a0jDdJ6De1T7iCFJyYyfRR3r698NfC6WFACAfv8Af1rRaDo9u3G1Rj9KZpainpGRyB9PpQKNRKkq12iBOgUh+JfiO3pkbxDcB+X+\/pQ\/xT8T29MjQw3AZPl\/U+lfDeudYuapySTtmQv\/APR8z+37rlLwh2PHe30WfEXXbmquEknZMgHv\/qPr6dqWWUntXbStgR+n9KeaDRyay5MnFUa19ijSaf0rQdNsDyqzQ6QHgSfyIp3ptPtzEVincnYaPaa0IxRaW6kEU5jPmMVJWAwf6UAR7ZFerxu9o\/pXqvRRpNtcKVca7XdOUCm3XNhHFEGvGrIRt6iMGikcGgblc0\/NUQY0JrrW9Su0H3okVE1CGN1HwzbbBXaJmIwT2\/c1ba6CiDArUXKFepxRLYgfpY8hQr9NG7dmRjkx+XB960b0NdqnBBKTFAsCujSjyoq5zUk4qk\/AQG1lR2qBKfw0TdoS5ScmVrobCCfZK04n6RTC06+UUvs0WlBHLP2MljQt1nQbLXfmsXLbgyiYVYHAAjyq\/VPxHtmifOgdZ3pOSbGY42VPaeckfl\/vVuk6duMup\/MQfYTVvTlG7itHov8Air7GixY4z2wMmRx0d6X0QYLiB2X+ZrQpaAEAV1KsrdVKkYXJs4BUq5XKshImsl8W\/FlvTowVhPBPl6DzNaLqB8D+xr8+\/Gjk3Fkngn77jmgm2qQzHFN7AOsdXuah9zGBOFnj1PmaGsWpMEUPbpppORWfI+K0bEMOn6Uk+f71ptDoQIlSP2\/nSvRqN3HatNoeKxN7CJaWyuTP9+vlRioefLyP7g1G8o3DFFHgUNFgqAEnkeXYfapbTwQPz\/lV1wc+1Vp9NQhWce1eqdzg\/wB9q9Q0FZ\/\/2Q==\" alt=\"Es bueno o malo para la salud comer carne roja?\" \/><img decoding=\"async\" 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\" alt=\"Los humanos \u00bfQu\u00e9 somos? \u00bfHerb\u00edvoros, omn\u00edvoros o carn\u00edvoros? | C\u00f3mo ser un  croma\u00f1\u00f3n sano y feliz - Blogs hoy.es\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Nosotros, los humanos, somos omn\u00edvoros, es decir comemos de todo: plantas y animales. Algunos de los carn\u00edvoros comen, a veces, plantas tambi\u00e9n, como los perros. Otros, como el chancho, comen muchas plantas y a veces tambi\u00e9n carne.<\/p>\n<p style=\"text-align: justify;\">Las sustancias org\u00e1nicas m\u00e1s sencillas y elementales son los llamados hidrocarburos o composiciones donde se combinan el Ox\u00edgeno y el Hidr\u00f3geno. El petr\u00f3leo natural y otros derivados suyos, como la gasolina, el keroseno, etc., son mezcolanzas de varios hidrocarburos. Con todas estas sustancias como base, los qu\u00edmicos obtienen sin problemas, por s\u00edntesis, gran cantidad de combinados org\u00e1nicos, en ocasiones muy complejos y otras veces iguales a los que tomamos directamente los seres vivos, como az\u00facares, grasas, aceites esenciales y otros. Debemos preguntarnos como llegaron a formarse en nuestro planeta las sustancias org\u00e1nicas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-456eF5FwULc\/Um6z_1RbbUI\/AAAAAAAAAFY\/-ycctoTsXVo\/s1600\/8620576-tabla-de-vitaminas--conjunto-de-iconos-de-alimentos-organizadas-por-contenido-de-vitaminas.jpg\" alt=\"\" width=\"491\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que, para los iniciados en estos temas, la cosa puede parecer de una complejidad inalcanzable, nada menos que llegar a comprender \u00a1el origen primario de las sustancias org\u00e1nicas!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Claves para entender en qu\u00e9 consiste la ecosfera | Ecotrendies\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSENHHq0YLPBHB4P2DHxATu6hXKcOEMWgRxLw&amp;usqp=CAU\" alt=\"La Biosfera, la Ecosfera y los Ecosistemas. La Biosfera La blosfera o  biosfera es el sistema formado por el conjunto de los seres vivos propios  del planeta. - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<h3 style=\"text-align: justify;\">Es nuestro planeta y el \u00fanico habitado (hasta donde podemos saber). Est\u00e1 en la <em>eco-esfera<\/em>, un espacio que rodea al Sol y que tiene las condiciones necesarias para que exista vida. Claro que, \u00a1son tantos los mundos! C\u00f3mo vamos a ser nosotros nos \u00fanicos que poblemos el Universo? \u00a1Que desperdicio de espacio!<\/h3>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcSCU7V9MI8HY0mSHSqCB9HtySXf9Mi7fxsZcafcSNVgsxoJyLW8rSXZSCYv\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-Fs0ahRZ2edg\/TondW-rk0BI\/AAAAAAAAAB8\/7RBsYuWiEbI\/s1600\/zona_habitable_Gliese_581.jpg\" alt=\"\" width=\"500\" height=\"341\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La observaci\u00f3n directa de la Naturaleza que nos rodea nos puede facilitar las respuestas que necesitamos. En realidad, si ahora comprobamos todas las sustancias org\u00e1nicas propias de nuestro mundo en relaci\u00f3n a los seres vivos podemos ver que, todas, son producidas hoy d\u00eda en la Tierra por efecto de la funci\u00f3n activa y vital de los organismos.<\/p>\n<p style=\"text-align: justify;\">Las plantas verdes absorben el carbono inorg\u00e1nico del aire, en calidad de anh\u00eddrido carb\u00f3nico, y con la energ\u00eda de la luz crean, a partir de \u00e9ste, sustancias org\u00e1nicas necesarias para ellas. Los animales, los hongos, tambi\u00e9n las bacterias y el resto de organismos, menos los de color verde, se alimentan de animales o vegetales vivos o descomponiendo estos mismos, una vez muertos, pueden proveerse de las sustancias org\u00e1nicas que necesitan. Con esto, podemos ver como todo el mundo actual de los seres vivos depende de los dos hechos an\u00e1logos de fotos\u00edntesis y quimio-s\u00edntesis, aplicados en las l\u00edneas anteriores.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-k5KP5TzXFgA\/Thu_JdT-0rI\/AAAAAAAAABA\/gU6zF_gnj7s\/s1600\/petroleo.gif\" alt=\"\" width=\"267\" height=\"324\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Incluso las sustancias org\u00e1nicas que se encuentran bajo tierra como la turba, la hulla o el petr\u00f3leo, han surgido, b\u00e1sicamente, por efecto de la acci\u00f3n de diferentes organismos que en un tiempo remoto se encontraban en el planeta Tierra y que con el transcurrir de los siglos quedaron ocultos bajo la maciza corteza terrestre.<\/p>\n<p style=\"text-align: justify;\">Todo esto fue causa de que muchos cient\u00edficos de finales del siglo XIX y principios del XX, afirmaran que era imposible que las sustancias org\u00e1nicas produjeran en la Tierra, de forma natural, solamente mediante un proceso biogen\u00e9tico, o sea, con la \u00fanica intervenci\u00f3n de los organismos. Esta opini\u00f3n predominante entre los cient\u00edficos de hace algunas d\u00e9cadas, constituy\u00f3 un obst\u00e1culo considerable para hallar una respuesta a la cuesti\u00f3n del origen de la vida.<\/p>\n<p style=\"text-align: justify;\">Para tratar esta cuesti\u00f3n era indispensable saber c\u00f3mo llegaron a constituirse las sustancias org\u00e1nicas; pero ocurr\u00eda que \u00e9stas s\u00f3lo pod\u00edan ser sintetizadas por organismos vivos. Sin embargo, \u00fanicamente podemos llegar a esta s\u00edntesis si nuestras observaciones no van m\u00e1s all\u00e1 de los l\u00edmites del planeta Tierra. Si traspasamos esa frontera nos encontraremos con que en diferentes cuerpos celestes de nuestra Galaxia se est\u00e1n creando sustancias org\u00e1nicas de manera abio-gen\u00e9tica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Teor\u00eda abiogen\u00e9tica | Universe today, Universe, Science\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRGRBAJBMmuvEzwKxalH4MeOl9NckCP2ib1J7NPXvyfEcIk0FLcsmrZoLXduSLroZSwyJQ&amp;usqp=CAU\" alt=\"Ambiente extremo - Wikiwand\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>abiog\u00e9nesis<\/strong>\u00a0se refiere al proceso natural del surgimiento u\u00a0<strong>origen de la\u00a0<a title=\"Vida\" href=\"https:\/\/es.wikipedia.org\/wiki\/Vida\">vida<\/a><\/strong>\u00a0a partir de la no existencia de esta, es decir, partiendo de materia inerte, como simples\u00a0<a title=\"Compuesto org\u00e1nico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Compuesto_org%C3%A1nico\">compuestos org\u00e1nicos<\/a>.), es decir, en un ambiente que excluye cualquier posibilidad de que existan seres org\u00e1nicos en aquel lugar.&#8221;<\/p>\n<\/blockquote>\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=\"As\u00ed es la superficie de una estrella gigante roja\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0Estrella de carbono (estrella gigante roja)<\/p>\n<p style=\"text-align: justify;\">Con un espectroscopio podemos estudiar la f\u00f3rmula qu\u00edmica de las atm\u00f3sferas estelares, y en ocasiones casi con la misma exactitud que si tuvi\u00e9ramos alguna muestra de \u00e9stas en el Laboratorio. El Carbono, por ejemplo, se manifiesta ya en las atm\u00f3sferas de las estrellas tipo O, que son las que est\u00e1n a mayor temperatura, y su incre\u00edble brillo es lo que las diferencia de los dem\u00e1s astros (Ya os habl\u00e9 aqu\u00ed de R. Lepori, la estrella carmes\u00ed, o, tambi\u00e9n conocida como la Gota de Sangre, una estrella de Carbono de incre\u00edble belleza).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"As\u00ed es la superficie de una estrella gigante roja\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En la superficie de las estrellas de Carbono existe una temperatura que oscila los 20.000 y los 28.000 grados. Es comprensible, entonces, que en esa situaci\u00f3n no pueda prevalecer a\u00fan alguna combinaci\u00f3n qu\u00edmica. La materia est\u00e1 aqu\u00ed en forma relativamente simple, como \u00e1tomos libres disgregados, sueltos como part\u00edculas min\u00fasculas que conforman la atm\u00f3sfera incandescente de estos cuerpos estelares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/ae\/Eta_CMa.jpg\/220px-Eta_CMa.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas tipo B son muy luminosas y azules<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La atm\u00f3sfera de las estrellas tipo B, caracter\u00edstica por su luz brillante blanco-azulada y cuya corteza tiene una temperatura que va de 15.000 a 20.000 grados, tambi\u00e9n tienen vapores incandescentes de carbono. Pero aqu\u00ed este elemento tampoco puede formar cuerpos qu\u00edmicos compuestos, \u00fanicamente existe en forma at\u00f3mica, o sea, en forma de peque\u00f1\u00edsimas part\u00edculas sueltas de materia que se mueven a una velocidad de v\u00e9rtigo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/laexuberanciadehades.files.wordpress.com\/2011\/10\/rigel2.jpg?w=645\" alt=\"\" width=\"534\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00f3lo la visi\u00f3n espectral de las estrellas Blancas tipo A, en cuya superficie hay una temperatura de unos 12.000\u00ba, muestras unas franjas tenues, que indican, por primera vez, la presencia de hidrocarburos \u2013las m\u00e1s primitiva combinaciones qu\u00edmicas de la atm\u00f3sfera de estas estrellas. Aqu\u00ed, sin que existan antecedentes, los \u00e1tomos de dos elementos (el carbono y el hidr\u00f3geno) se combinan resultando un cuerpo m\u00e1s perfecto y complejo, una mol\u00e9cula qu\u00edmica.<\/p>\n<p style=\"text-align: justify;\">Observando las estrellas m\u00e1s fr\u00edas, las franjas caracter\u00edsticas de los hidrocarburos son m\u00e1s limpias cuando m\u00e1s baja es la temperatura y adquieren su m\u00e1xima claridad en las estrellas rojas, en cuya superficie la temperatura nunca es superior a los 4.000\u00ba.<\/p>\n<p style=\"text-align: justify;\">Es curioso el resultado obtenido de la medici\u00f3n de Carbono en algunos cuerpos estelares por su temperatura:<\/p>\n<p style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<li>Proci\u00f3n: 8.000\u00ba<\/li>\n<li>Betelgeuse: 2.600\u00ba<\/li>\n<li>Sirio: 11.000\u00ba<\/li>\n<li>Rigel: 20.000\u00ba<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como es l\u00f3gico pensar, las distintas estrellas se encuentran en diferentes per\u00edodos de desarrollo. El Carbono se encuentra presente en todas ellas, pero en distintos estados del mismo.<\/p>\n<p style=\"text-align: justify;\">Las estrellas m\u00e1s j\u00f3venes, de un color blanco-azulado son a la vez las m\u00e1s calientes. \u00c9stas poseen una temperatura muy elevada, pues s\u00f3lo en la superficie se alcanzan los 20.000 grados.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.madrimasd.org\/gestion2006\/img\/Noticias\/ASTROCAM.jpg\" alt=\"\" width=\"300\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los cient\u00edficos descubrieron una enorme cantidad de silicatos cristalinos e hidrocarburos polic\u00edclicos arom\u00e1ticos, dos sustancias que indican la presencia de ox\u00edgeno y de carbono, respectivamente. As\u00ed todos los elementos que las componen, incluido el Carbono, est\u00e1n en forma de \u00e1tomos, de diminutas part\u00edculas sueltas. Existen estrellas de color amarillo y la temperatura en su superficie oscila entre los 6.000 y los 8.000\u00ba. En estas tambi\u00e9n encontramos Carbono en diferentes combinaciones.<\/p>\n<p style=\"text-align: justify;\">El Sol, pertenece al grupo de las estrellas amarillas y en la superficie la temperatura es de 6.000\u00ba. El Carbono en la atm\u00f3sfera incandescente del Sol, lo encontramos en forma de \u00e1tomo, y adem\u00e1s desarrollando diferentes combinaciones: \u00c1tomos de Carbono, Hidr\u00f3geno y Nitr\u00f3geno, Metino, Cian\u00f3geno, Dicarbono, es decir:<\/p>\n<ol style=\"text-align: justify;\">\n<li>\u00c1tomos sueltos de Carbono, Hidr\u00f3geno y Nitr\u00f3geno.<\/li>\n<li>Miscibilidad combinada de carbono e hidr\u00f3geno (metano)<\/li>\n<li>Miscibilidad combinada de carbono y nitr\u00f3geno (cian\u00f3geno); y<\/li>\n<li>Dos \u00e1tomos de Carbono en combinaci\u00f3n (dicarbono).<\/li>\n<\/ol>\n<blockquote><p>\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mol\u00e9culas Diat\u00f3micas Elementos Diagrama Colores Ilustraci\u00f3n del Vector -  Ilustraci\u00f3n de yodo, intercambio: 193040799\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En las atm\u00f3sferas de las estrellas m\u00e1s calientes, el carbono \u00fanicamente se manifiesta mediante \u00e1tomos libres y sueltos. Sin embargo, en el Sol, como sabemos, en parte, se presenta ya, formando combinaciones qu\u00edmicas en forma de mol\u00e9culas de hidrocarburo de cian\u00f3geno y de dicarbono.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-6KxWm0Z-kLk\/Two14sLtOPI\/AAAAAAAAAYk\/iTt-2U9Z3o4\/s1600\/estrellas1.jpg\" alt=\"\" width=\"614\" height=\"491\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para hallar las respuestas que estamos buscando en el conocimiento de las sustancias y materiales presentes en los astros y planetas, ya se est\u00e1 realizando un estudio en profundidad de la atm\u00f3sfera de los grandes planetas del Sistema solar. Y, de momento, dichos estudios han descubierto, por ejemplo, que la atm\u00f3sfera de J\u00fapiter est\u00e1 formada mayoritariamente por amon\u00edaco y metano. Lo cual hace pensar en la existencia de otros hidrocarburos. Sin embargo, la masa que forma la base de esos hidrocarburos, en J\u00fapiter permanece en estado l\u00edquido o s\u00f3lido a causa de la abaja temperatura que hay en la superficie del planeta (135 grados bajo cero). En la atm\u00f3sfera del resto de grandes planetas se manifiestan estas mismas combinaciones.<\/p>\n<p style=\"text-align: justify;\">Ha sido especialmente importante el estudio de los meteoritos, esas \u201cpiedras celestes\u201d que caen sobre la Tierra de vez en cuando, y que provienen del espacio interplanetario. Estos han representado para los estudiosos los \u00fanicos cuerpos extraterrestres que han podido someter a profundos an\u00e1lisis qu\u00edmico y mineral\u00fargico, de forma directa. Sin olvidar, en algunos casos, los posibles f\u00f3siles.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcRRVk3lEwbFC6BxKTE-3Mb8186Hx07RecRGOXJOjzfWsgzidnqz\" alt=\"\" width=\"546\" height=\"250\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estos meteoritos est\u00e1n compuestos del mismo material que encontramos en la parte m\u00e1s profunda de la corteza del planeta Tierra y en su n\u00facleo central, tanto por el car\u00e1cter de los elementos que los componen como por la base de su estructura. Es f\u00e1cil entender la importancia capital que tiene el estudio de los materiales de estas piedras celestes para resolver la cuesti\u00f3n del origen de las primitivas composiciones durante el per\u00edodo de formaci\u00f3n de nuestro planeta que, al fin y al cabo, es la misma que estar\u00e1 presente en la conformaci\u00f3n de otros planetas rocosos similares al nuestro, ya que, no lo olvidemos, en todo el universo rigen las mismas leyes y, la mec\u00e1nica de los mundos y de las estrellas se repiten una y otra vez aqu\u00ed y all\u00ed, a miles de millones de a\u00f1os-luz de nosotros.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, se forman hidrocarburos al contactar los carburos con el agua. Las mol\u00e9culas de agua contienen ox\u00edgeno que, combinado con el metal, forman los hidr\u00f3xidos met\u00e1licos, mientras que el hidr\u00f3geno del agua mezclado con el carbono forman los hidrocarburos.<\/p>\n<p style=\"text-align: justify;\">\nLos hidrocarburos originados en la atm\u00f3sfera terrestre se mezclaron con las part\u00edculas de agua y amon\u00edaco que en ella exist\u00edan, creando sustancias m\u00e1s complejas. As\u00ed, llegaron a hacerse presentes la formaci\u00f3n de cuerpos qu\u00edmicos. Mol\u00e9culas compuestas por part\u00edculas de ox\u00edgeno, hidr\u00f3geno y carbono.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.webme.com\/pic\/r\/randywn\/wallpapers_3.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo esto desemboc\u00f3 en el saber sobre los Elementos que hoy podemos conocer y, a partir de Mendel\u00e9iev (un eminente qu\u00edmico ruso) y otros muchos\u2026se hizo posible que el estudio llegara muy lejos y, al d\u00eda de hoy, podr\u00edamos decir que se conocen todos los elementos naturales y algunos artificiales que, nos llevan a tener unos valiosos datos de la materia que en el universo est\u00e1 presente y, en parte, de c\u00f3mo funciona cuando, esas sustancias o \u00e1tomos, llegan a ligarse los unos con los otros para formar, materiales m\u00e1s complejos que, aparte de los naturales, est\u00e1n los artificiales o transur\u00e1nicos.<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed en la Tierra, las reacciones de hidrocarburos y sus derivados oxigenados m\u00e1s simples con el amon\u00edaco generaron otros cuerpos con distintas combinaciones de \u00e1tomos de carbono, hidr\u00f3geno, ox\u00edgeno y nitr\u00f3geno (CHON) en su mol\u00e9culas llamadas paras la vida una vez que, m\u00e1s tarde, por distintos fen\u00f3menos de diversos tipos, llegaron las primeras sustancias prote\u00ednicas y grasas que, dieron lugar a los amino\u00e1cidos, las Prote\u00ednas y el ADN y RDN que, finalmente desemboc\u00f3 en eso que llamamos vida y que, evolucionado, ha resultado ser tan complejo y, a veces, en ciertas circunstancias, peligroso: \u00a1Nosotros!<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\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%2F2022%2F01%2F21%2F%25c2%25a1los-materiales-para-la-vida-4%2F&amp;title=%C2%A1Los+materiales+para+la+vida%21' 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; 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Que no deja de sorprendernos \u00bb &nbsp; &#8220;La\u00a0Nucleos\u00edntesis de supernovas\u00a0se refiere a la producci\u00f3n de nuevos\u00a0elementos qu\u00edmicos\u00a0dentro de las\u00a0supernovas. Ocurre principalmente debido a la\u00a0nucleos\u00edntesis\u00a0explosiva durante la combusti\u00f3n de ox\u00edgeno explosivo y la combusti\u00f3n del silicio.\u00a0Estas reacciones de fusi\u00f3n crean\u00a0los elementos\u00a0silicio, azufre, cloro, arg\u00f3n, potasio, calcio, escandio, [&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":[9],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11588"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=11588"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11588\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11588"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11588"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11588"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}