{"id":12114,"date":"2020-12-15T08:00:03","date_gmt":"2020-12-15T07:00:03","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12114"},"modified":"2020-12-15T08:05:54","modified_gmt":"2020-12-15T07:05:54","slug":"%c2%bfalquimia-estelar-%c2%bfproplasma-vivo-%c2%bfde-donde-venimos-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/15\/%c2%bfalquimia-estelar-%c2%bfproplasma-vivo-%c2%bfde-donde-venimos-3\/","title":{"rendered":"\u00bfAlquimia estelar? \u00bfProtoplasma vivo? \u00bfDe d\u00f3nde venimos?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/30\/%c2%bfcomo-pudo-surgir-la-vida-%c2%a1es-todo-tan-complejo-3\/\" rel=\"prev\">\u00bfC\u00f3mo pudo surgir la Vida? \u00a1Es todo tan complejo!<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div><img decoding=\"async\" src=\"http:\/\/www.futura-sciences.com\/uploads\/RTEmagicC_brack_bb.jpg.jpg\" alt=\"\u201dfosil01\u201d\" \/><\/div>\n<div style=\"text-align: justify;\">F\u00f3siles de cascarones (a la izquierda) y de manto bacteriano (a la derecha) en los sedimentos de Pilbara, Grupo Warrawoona (Australia). All\u00ed se encontraron, en las rocas m\u00e1s antiguas de la Tierra, f\u00f3siles de 3.850 millones de a\u00f1os.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/csociales.files.wordpress.com\/2012\/08\/colonias-de-cianobacterias-que-crecen-en-los-estromatolitos1.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">Aunque no son plantas, las cianobacterias son uno de los principales seres vivos capaces de realizar la fotos\u00edntesis, y est\u00e1n sujetos al mismo intercambio de gases.<\/div>\n<div style=\"text-align: justify;\">Los estromatolitos son microbialitos, estructuras minerales bio-construidas, finamente estratificadas de morfolog\u00eda laminar, originados por la producci\u00f3n, captura y fijaci\u00f3n de part\u00edculas carbonatadas por parte de biopel\u00edculas de cianobacterias\u200b y otras bacterias.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/image.slidesharecdn.com\/dinamica2-130419114808-phpapp01\/95\/dinamica-2-18-638.jpg?cb=1366372124\" alt=\"Imagen relacionada\" \/><\/div>\n<div style=\"text-align: justify;\">Sabemos calcular el Tiempo que ha pasado desde que todo esto estaba en su Presente gracias a la dataci\u00f3n del Carbono \/C14).<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El anabolismo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTVO2xzlZi7ASAd1B1Fgt2XehWMI1SMGT6_AsuNPz0PUBVBlmMf&amp;usqp=CAU\" alt=\"Mol\u00c9culas org\u00e1nicas\" \/><\/div>\n<div><\/div>\n<div>\n<h3 style=\"text-align: justify;\">Aquellas primeras c\u00e9lulas replicantes que dieron paso a la fascinante aventura de la Vida.<\/h3>\n<p>&nbsp;<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><span style=\"font-size: 1.5em; text-align: justify;\">\u00a0<\/span><a style=\"font-size: 1.5em; text-align: justify;\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/24\/mesopotamia\/\" rel=\"prev\">Mesopotamia<\/a><\/p>\n<div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/24\/curiosidad-%c2%a1la-masa\/\" rel=\"next\">Curiosidad: \u00a1La masa!<\/a><\/div>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/flagellum.files.wordpress.com\/2011\/09\/cyclophilin-calcineurin-cyclosporine-a-immunosupresant-drug-calmodulin-phosphatase-protein-peptidyl-prolyl-isomerase-3d-ciencia-structure-ciclosporina-inmunosupresor.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Estructuraci\u00f3n del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>-vivo como el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> de la Vida con unas notables facultades para hacer cosas nuevas a partir de otras viejas. \u00a1Cu\u00e1nto se habr\u00eda excitado y cu\u00e1n complacido habr\u00eda estado Pasteur si hubiera conocido el famoso experimento de Miller! <\/strong><\/p>\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=\"EXPERIMENTO DE MILLER, BIOLOG\u00cdA MOLECULAR EA) - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong>experimento<\/strong>\u00a0consisti\u00f3, b\u00e1sicamente, en someter una mezcla de metano, amon\u00edaco, hidr\u00f3geno, di\u00f3xido de carbono, nitr\u00f3geno y agua a descargas el\u00e9ctricas de 60.000 voltios a temperaturas muy altas. &#8230; El\u00a0<strong>experimento<\/strong>\u00a0ha sido repetido en m\u00faltiples ocasiones, obteniendo compuestos org\u00e1nicos diversos&#8221;.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Louis Pasteur: m\u00e1s que un apellido | El Economista\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Pese a ser el mismo un te\u00edsta, Pasteur estaba convencido de que Dios cre\u00f3 la vida sobre la Tierra combinando precisamente fuerzas qu\u00edmicas y azar. Reconoc\u00eda tambi\u00e9n, como sabemos, que los compuestos org\u00e1nicos de los seres vivos son \u00f3pticamente activos, es decir, poseen una asimetr\u00eda interna capaz de desviar planos de luz polarizada. <\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los tejidos - Escolar - ABC Color\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTbgLHl3apAbBlMNsC1SjK-9lpQG95aR4PBVw&amp;usqp=CAU\" alt=\"C\u00e9lulas madre: \u00bfla panacea de la medicina del siglo XXI?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Estaba impresionado, con el hecho de que, fuera de los tejidos vivos, los compuestos asim\u00e9tricos se encuentran siempre en forma rac\u00e9mica: una mezcla de mol\u00e9culas orientadas a la derecha, y otras, orientadas a la izquierda. Solamente en estos tejidos vivos, los compuestos org\u00e1nicos tienen una lateralidad bien definida.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/40\/Cyclosporin.png\/220px-Cyclosporin.png\" alt=\"Ciclosporina - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRupwKI7Cww0m7a9iP-2Z1eKt-QfR6VyA26-A&amp;usqp=CAU\" alt=\"Cyclosporine Fotos e Im\u00e1genes de stock - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong><br \/>\nEn la imagen de arriba podemos ver la estructura de mol\u00e9cula de ciclosporina A en forma de corona, izquierda de la imagen (representaci\u00f3n de bolas y varillas) y unida a su diana por la que ejerce su funci\u00f3n farmacol\u00f3gica (representada como modelo de esferas). Se une a la ciclofilina (en blanco) y esta a su vez a la Calcineurina. Esta \u00faltima es la encargada de permitir la respuesta inmune de los linfocitos por lo que \u00e9sta queda bloqueada. Siempre hemos querido saber sobre el origen de la vida y los secretos que la rodean y c\u00f3mo apareci\u00f3 en nuestro mundo.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"2016 agosto 23 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"2019 noviembre 26 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"justify\">El proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>-vivo para mantener su forma debe renovar sus mol\u00e9culas de materia. El recambio de sustancias es lo que se conoce globalmente como metabolismo. Corresponde a reacciones sencillas de oxidaci\u00f3n, reducci\u00f3n, hidr\u00f3lisis, condensaci\u00f3n, etc. Estas reacciones se van modificando y perfeccionando, en los casos m\u00e1s optimistas, hasta llegar a diferenciarse procesos id\u00e9nticos en alguna o algunas reacciones, A. Baj y Palladin estudiaron la respiraci\u00f3n, con todas sus reacciones y catalizadas por su fermento espec\u00edfico. S. Kostichev, A. Liebedev estudiaron la qu\u00edmica de la fermentaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Michurin estudi\u00f3 la relaci\u00f3n del organismo y el medio. Los fermentos de las estructuras protoplasm\u00e1ticas determinaban sus reacciones por la velocidad y la direcci\u00f3n, estableciendo una relaci\u00f3n con el medio. Se establec\u00eda un c\u00edrculo de fen\u00f3menos relacionados y ordenados regularmente. Se produc\u00edan asimilaciones y desasimilaciones de sustancias org\u00e1nicas con el fin de autoconservaci\u00f3n y autorenovaci\u00f3n del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.ecured.cu\/images\/thumb\/0\/00\/Membrana_celular.JPG\/377px-Membrana_celular.JPG\" alt=\"\" width=\"377\" height=\"217\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En la base de la organizaci\u00f3n de todo individuo est\u00e1 la c\u00e9lula, y en la c\u00e9lula el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo, en cuya compleja estructura morfol\u00f3gica y qu\u00edmica reside el principio de todas las funciones vitales. Inicialmente la organizaci\u00f3n morfol\u00f3gica de la c\u00e9lula s\u00f3lo se conoc\u00eda a trav\u00e9s de los medios \u00f3pticos. Dentro de los l\u00edmites de su poder resolutivo; con la introducci\u00f3n del microscopio electr\u00f3nico ampli\u00f3 notablemente los conocimientos sobre la estructura celular, al conseguirse aumentos hasta 200 veces superior a los obtenidos por los medios \u00f3pticos.<\/p>\n<p style=\"text-align: justify;\">Muchas son las veces que aqu\u00ed, en este lugar dedicado a distintas disciplinas de la Ciencia, hemos hablado de la Vida. Sin embargo, nunca nos hemos parado a explicar la cuesti\u00f3n del proceso del origen de la vida, conociendo antes, aunque sea de manera sencilla y sin profundidad, aquellos principios b\u00e1sicos de la estructura del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo, ese sustrato material que ser\u00e1 la base de todos los seres vivos, sin excepci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Alquimia estelar? \u00bfProplasma vivo? \u00bfDe d\u00f3nde venimos? : Blog de Emilio  Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR4PeJzTRAwbtJeBoO-SUAL-HcjW18UkkHKHw&amp;usqp=CAU\" alt=\"Los componentes elementales de las mol\u00e9culas biol\u00f3gicas (video) | Khan  Academy\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A finales del siglo XIX y principios del XX, hab\u00eda cient\u00edficos que cre\u00edan que los organismos s\u00f3lo eran \u201cm\u00e1quinas vivientes\u201d especiales, de estructuras muy complejas y, aseguraban que la estructura del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo era algo as\u00ed como una m\u00e1quina, construido conforme a un determinado plan y que estaba formado por \u201cvigas\u201d y \u201ctirantes\u201d como si de un puente se tratara y que, de manera similar a \u00e9ste, los lazos de uni\u00f3n ten\u00edan unida toda la estructura que, de esta manera, se manten\u00eda firme, y, esa estructura de tan estricto orden en la colocaci\u00f3n rec\u00edproca de las distintas partes del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo, era precisamente, seg\u00fan ellos, la causa espec\u00edfica de la vida. Y, a todo ello, sin olvidarse del Carbono, la base de todo signo de vida que conocemos.<\/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:ANd9GcTOttlQRj5NepVN5YqQuZPeICB2WdlhRdKRLQ&amp;usqp=CAU\" alt=\"Membrana plasm\u00e1tica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSLWiWlt0ZjPuDHK53y9H7q_mQBCUU9w_x0FA&amp;usqp=CAU\" alt=\"1 membrana plasm\u00e1tica viejo\" \/><\/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:ANd9GcSveFbyFEV-8qn7gpo--Jqx8wi068OkSDR65Q&amp;usqp=CAU\" alt=\"023 - PROTOPLASMA 2 - Lo primero que vamos a hacer antes de las  definiciones, es establecer el sign\u2026 | Celulas eucariotas animal, Celula  eucariota, Eucariota animal\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTGKlR6qArR6A2vyRm49VARS3JgdbCSnYXRdA&amp;usqp=CAU\" alt=\"Visor de libros\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero el estudio concreto del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo desminti\u00f3 esta teor\u00eda mecanicista. Fue probado que no exist\u00eda ninguna estructura parecida a una m\u00e1quina ni siquiera a las de m\u00e1xima precisi\u00f3n, en el interior del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo.<\/p>\n<p style=\"text-align: justify;\">Es bien conocido que la masa b\u00e1sica del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo es l\u00edquida; nos hallamos ante un coacervado complejo, constituido por una gran cantidad de sustancias org\u00e1nicas de un peso molecular considerable, entre estas destacan las prote\u00ednas y los lipoides.<\/p>\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=\"Gl\u00facidos, prote\u00ednas y l\u00edpidos.\" \/><img decoding=\"async\" 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\" alt=\"Grasas y aceites, tan importantes como las prote\u00ednas para una alimentaci\u00f3n  saludable - Infobae\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por esta raz\u00f3n, se encuentran flotando a su libre albedr\u00edo en esa sustancia coacerv\u00e1tica fundamental, part\u00edculas filamentosas coloides, quiz\u00e1s enormes mol\u00e9culas prote\u00ednicas sueltas, y muy probablemente, aut\u00e9nticos enjambres de esas mol\u00e9culas. El tama\u00f1o de las part\u00edculas es tan diminuto que no se distinguen ni a trav\u00e9s de los microscopios actuales m\u00e1s sofisticados. Pero encontramos otros elementos visibles en el interior del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo. Cuando las mol\u00e9culas prote\u00ednicas y de otras sustancias se unen formando conglomerados, destacan en la masa protoplasm\u00e1tica en forma de peque\u00f1as gotas, captadas a trav\u00e9s del microscopio, o en forma de co\u00e1gulos, con una determina estructura denominados elementos morfol\u00f3gicos. El n\u00facleo, las plast\u00eddulas, las mitocondrias, etc\u00e9tera.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El origen : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\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alt=\"La vida? \u00a1Una gran complejidad! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Tipos celulares. Astrocito. Atlas de Histolog\u00eda Vegetal y Animal\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRgO7lTOuAcp9EtXZRoMiDHLqwr-ema3AY94w&amp;usqp=CAU\" alt=\"Alquimia estelar y\u2026 \u00bfProtoplasma vivo? : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estos elementos protoplasm\u00e1ticos, observables a trav\u00e9s del microscopio, son, esencialmente, una manifestaci\u00f3n aparente y externa de determinadas relaciones de solubilidad, enormemente complejas, de las distintas sustancias que conforman el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo y que se ha podido comprobar que tiene, un papel determinante, en el curso del proceso de la vida, que no se puede comparar de ning\u00fan modo con el papel que desempe\u00f1a una m\u00e1quina en su trabajo espec\u00edfico. Esto queda totalmente justificado por la sencilla raz\u00f3n de que una m\u00e1quina y el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo son dos sistemas distintos y contrarios.<\/p>\n<p style=\"text-align: justify;\">Sin duda, lo que caracteriza la funci\u00f3n de una m\u00e1quina es el desplazamiento mec\u00e1nico de sus diferentes partes en el espacio. Por esa raz\u00f3n hay que insistir que el elemento m\u00e1s importante de la estructura de una m\u00e1quina es, precisamente, la colocaci\u00f3n de sus piezas; mientras que el proceso vital tiene un car\u00e1cter totalmente distinto. Se manifiesta esencialmente con el recambio de sustancias, o sea, con la interacci\u00f3n qu\u00edmica de las diferentes partes que conforman el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo. Por esto deducimos que el elemento primordial en toda la estructuraci\u00f3n del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo es el orden concreto que siguen los procesos qu\u00edmicos en el tiempo, la forma tan arm\u00f3nica en que se combinan, siempre con tendencia a conservar en su conjunto el sistema vital.<\/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:\/\/4.bp.blogspot.com\/_jKMlgAPSBjA\/SS9FQ6Lb9HI\/AAAAAAAAAAo\/eYOXuSgvfMI\/s400\/20070417klpcnavid_27.Ees.SCO\" alt=\"\" width=\"400\" height=\"386\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es de vital importancia para la formaci\u00f3n del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo que exista una estructura interna determinada. Pero otro factor no menos decisivo es la organizaci\u00f3n en el tiempo, o sea, que los procesos que se dan en el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo lo hagan en armon\u00eda. Cualquier organismo, tanto animal, planta o microbio, vive \u00fanicamente mientras pasen por \u00e9l, de forma continuada y constante, nuevas part\u00edculas de sustancias, cargadas de energ\u00eda. Distintos cuerpos qu\u00edmicos pasan del medio ambiente al organismo; y cuando est\u00e1n dentro, sufren unos determinados y esenciales trastornos, mediante los cuales acaban convirti\u00e9ndose en sustancias del propio organismo invadido y ser\u00e1n iguales que aquellos cuerpos qu\u00edmicos que antes formaban parte del ser vivo. Este proceso se conoce con el nombre de asimilaci\u00f3n. Sin embargo, de forma paralela a este proceso se da la desasimilaci\u00f3n, que se trata precisamente del proceso contrario, es decir, las distintas sustancias que forman la parte del organismo vivo son sensibles a los cambios del propio organismo, se desintegran a menor o mayor velocidad, y son sustituidas por los cuerpos asimilados. De esta forma, los productos de la desintegraci\u00f3n se echan al medio envolvente.<\/p>\n<p style=\"text-align: justify;\">Por otra parte, en todo esto debemos tener en cuenta un gente que, siendo ineludible para la vida, est\u00e1 siempre presente en todo lo que a ella concierne. <strong>El Agua.<\/strong><\/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:\/\/aulavirtual.usal.es\/aulavirtual\/Demos\/Quimica\/modulos\/curso\/uni_01\/images\/u1c1s2f3.jpg\" alt=\"\" width=\"524\" height=\"343\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_WOY6FTwUxOc\/S-GO_h76uRI\/AAAAAAAAAAM\/2Q2SZuyzd2A\/s320\/Dibujo1.bmp\" alt=\"\" width=\"303\" height=\"319\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El agua pura es un l\u00edquido inodoro e ins\u00edpido. Tiene un matiz azul, que s\u00f3lo puede detectarse en capas de gran profundidad. A la presi\u00f3n atmosf\u00e9rica (760 mm de mercurio), el punto de congelaci\u00f3n del agua es de 0 \u00b0C y su punto de ebullici\u00f3n de 100 \u00b0C. El agua alcanza su densidad m\u00e1xima a una temperatura de 4 \u00b0C y se expande al congelarse. Como muchos otros l\u00edquidos, el agua puede existir en estado sobre-enfriado, es decir, que puede permanecer en estado l\u00edquido aunque su temperatura est\u00e9 por debajo de su punto de congelaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-tuq9avZJYLs\/WUXlyIfsHpI\/AAAAAAAAAhQ\/sMIvD2J4teUmF2wD916PclM54nhPRI9aACLcBGAs\/s1600\/ORGANELOS%252BCITOPLASM%25C3%2581TICOS.jpg\" alt=\"Estructuraci\u00f3n del Protoplasma vivo : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es muy cierto que la sustancia del organismo vivo siempre se encuentra en movimiento, desintegr\u00e1ndose y volviendo a formarse de manera continua en virtud de la gran cantidad de reacciones de desintegraci\u00f3n y s\u00edntesis, que se dan guardando una fuerte relaci\u00f3n entre ellas. Ya Her\u00e1clito, aquel gran dial\u00e9ctico de la antigua Grecia, nos dec\u00eda: \u201cnuestros cuerpos fluyen como un arroyo, y de la misma manera que el agua de \u00e9ste, la materia se renueva en ellos.\u201d Est\u00e1 claro que una corriente o un chorro de agua pueden mantener su forma, su aspecto externo, durante un tiempo, pero su aspecto s\u00f3lo es la manifestaci\u00f3n exterior de ese proceso continuo y constante del movimiento de las part\u00edculas del agua. Incluso la misma existencia de este sistema depende, naturalmente, de que las renovadas mol\u00e9culas de materia pasen constantemente, y a una velocidad determinada por el chorro de agua. Pero si interrumpimos este proceso, el chorro dejar\u00e1 de existir como tal. Lo mismo sucede en todos los sistemas conocidos como din\u00e1micos, los cuales tienen un proceso concreto.<\/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:ANd9GcSGUmbsTX3LG-29QKSg2gPqMzv5C5DVO5CgOA&amp;usqp=CAU\" alt=\"ORGANELOS CITOPLASMATICOS by Henry Rafael Salda\u00f1a Vela\" \/><img decoding=\"async\" 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\" alt=\"La biograf\u00eda de la vida vol i by jreguart - issuu\" \/><img decoding=\"async\" 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\" alt=\"Alquimia estelar? \u00bfProplasma vivo? \u00bfDe d\u00f3nde venimos? : Blog de Emilio  Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">No pocas sustancias necesarias para la vida se han encontrado en las Nubes moleculares gigantes del Espacio Interestelar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es un hecho concreto e innegable que los seres vivos tambi\u00e9n son sistemas din\u00e1micos. Igual que el chorro de agua al que antes hac\u00edamos referencia, su forma y su estructura s\u00f3lo forman parte de la expresi\u00f3n externa y aparente de un equilibrio, muy competente, formado por procesos que se dan en el ser vivo en sucesi\u00f3n permanente a lo largo de toda su vida. Sin embargo, el car\u00e1cter de estos procesos es totalmente diferente a los que ocurre en los sistemas din\u00e1micos de la naturaleza org\u00e1nica.<\/p>\n<p style=\"text-align: justify;\">Las mol\u00e9culas de agua llegan al chorro, ya como mol\u00e9culas de agua, y lo atraviesan sin que se produzca ning\u00fan cambio. Pues el organismo toma del medio ambiente sustancias ajenas y desconocidas para \u00e9l, pero a continuaci\u00f3n, mediante procesos qu\u00edmicos muy complejos, son convertidos en sustancias del propio organismo, muy parecidas a los materiales que forman su cuerpo.<\/p>\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=\"Todo lo que debes saber sobre la mol\u00e9cula de agua\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/d3\/Proton_Zundel.gif\" alt=\"Mecanismo de Grotthuss - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Precisamente esto es lo que hace posible las condiciones que mantienen constantemente la composici\u00f3n y estructura del organismo, ignorando este proceso continuo e ininterrumpido de desasimilaci\u00f3n que se da en todos los organismos vivos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, desde una perspectiva puramente qu\u00edmica, el recambio de sustancias, tambi\u00e9n llamado metabolismo, es un conjunto enorme de reacciones m\u00e1s o menos sencillas, de oxidaci\u00f3n, reducci\u00f3n, hidr\u00f3lisis, condensaci\u00f3n, etc\u00e9tera. Lo que lo hace diferente del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo,\u00a0 es que en el metabolismo, estas reacciones se encuentran organizadas en el tiempo de de cierto modo, las cuales se combinan para poder crear un sistema integral. Dichas reacciones no surgen por casualidad, y de forma ca\u00f3tica, sino que se dan en estricta sucesi\u00f3n, y en un orden arm\u00f3nico concreto.<\/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:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/dc\/Pyruvic-acid-3D-balls.png\" alt=\"\" width=\"566\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El <strong>\u00e1cido pir\u00favico<\/strong> (ver otros nombres en la tabla) es un \u00e1cido alfa-ceto que tiene un papel importante en los procesos bioqu\u00edmicos. El ani\u00f3n carboxilato del \u00e1cido pir\u00favico se conoce como <strong>piruvato<\/strong>. El \u00e1cido pir\u00favico es un compuesto org\u00e1nico clave en el metabolismo. Es el producto final de la glucolisis, una ruta metab\u00f3lica universal en la que la glucosa se escinde en dos mol\u00e9culas de piruvato y se origina energ\u00eda (2 mol\u00e9culas de ATP).<\/p>\n<p style=\"text-align: justify;\">Ese orden ser\u00e1 la base de todos los fen\u00f3menos vitales conocidos. En la fermentaci\u00f3n alcoh\u00f3lica, por ejemplo, el az\u00facar proveniente del l\u00edquido, que es fermentable, penetra en la c\u00e9lula de la levadura, sufriendo determinados trastornos qu\u00edmicos. O sea, primero se le incorpora el \u00e1cido fosf\u00f3rico y luego se divide en dos partes.<\/p>\n<p style=\"text-align: justify;\">Una de las cuales experimentar\u00e1 un proceso de reducci\u00f3n, mientras que la otra se oxidar\u00e1, quedando convertida, finalmente, en \u00e1cido pir\u00favico, que m\u00e1s tarde se descompondr\u00e1 en anh\u00eddrido carb\u00f3nico y acetaldeh\u00eddo. Este \u00faltimo se reducir\u00e1, quedando transformado despu\u00e9s en alcohol et\u00edlico. Como resultado, podemos observar que el az\u00facar queda convertido en alcohol y anh\u00eddrido carb\u00f3nico.<\/p>\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=\"Mol\u00e9cula \u00c1cido Pir\u00favico C3H4O3 Ilustraciones Vectoriales, Clip Art  Vectorizado Libre De Derechos. Image 71265060.\" \/><img decoding=\"async\" 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\" alt=\"ATLAS OPOSICIONES \u0639\u0644\u0649 \u062a\u0648\u064a\u062a\u0631: &quot;\u00a1\u00a1Cuidado!! ,esta pregunta fue pregunta de  #examen oficial. La respuesta correcta es la c) El di\u00f3xido de carbono,  tambi\u00e9n denominado bi\u00f3xido de carbono, \u00f3xido de carbono y anh\u00eddrido\" \/><img decoding=\"async\" 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\" alt=\"Anh\u00eddrido Carb\u00f3nico: \u00bfQu\u00e9 Es? Clases, Funci\u00f3n En Humanos y Plantas e  Impacto Del Exceso De Esta Enzima \u2013 Arriba Salud\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Etanol EtOH, Mol\u00e9cula De Alcohol Et\u00edlico, Estructura Qu\u00edmica Aislada En  Etanol Blanco Es El Componente Psicoactivo Principal De Muchas Bebidas,  Incluyendo Cerveza Y Vino Fotos, Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esto nos demuestra que en la c\u00e9lula de la levadura, lo que determina la producci\u00f3n de estas sustancias es el extraordinario rigor con que se dan todas estas reacciones, las cuales se suceden de forma muy ordenada. S\u00f3lo con que sustituy\u00e9semos en esta cadena de transmutaciones un \u00fanico eslab\u00f3n o si alter\u00e1semos en lo m\u00e1s m\u00ednimo el orden de dichas transmutaciones ya no tendr\u00edamos como resultado alcohol et\u00edlico, sino cualquier otra sustancia. En efecto, en las bacterias de la fermentaci\u00f3n de la leche, el az\u00facar, al principio sufr\u00eda los mismos cambios en la levadura, pero cuando se llega a la fermentaci\u00f3n del \u00e1cido pir\u00favico, \u00e9ste ya no se descompone, todo lo contrario, se reduce al instante. Esto explica que en las bacterias de la fermentaci\u00f3n l\u00e1ctica el az\u00facar no se transforme en alcohol et\u00edlico, sino en \u00e1cido l\u00e1ctico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Las encimas<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:TPI1_structure.png\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/1c\/TPI1_structure.png\/310px-TPI1_structure.png\" alt=\"\" width=\"310\" height=\"195\" data-file-width=\"1452\" data-file-height=\"914\" \/><img decoding=\"async\" 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\" alt=\"Triosa fosfato isomerasa - Wikipedia, la enciclopedia libre\" \/><\/a><\/div>\n<div style=\"text-align: justify;\">\n<div>\n<div title=\"Estructura de las prote\u00ednas\">Estructura de la triosa fosfato isomerasa.\u00a0 Conformaci\u00f3n en forma de diagrama de cintas\u00a0 rodeado por el modelo de relleno de espacio de la prote\u00edna. Esta prote\u00edna es una eficiente enzima involucrada en el proceso de transformaci\u00f3n de az\u00facares en energ\u00eda\u00a0 en las c\u00e9lulas.<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">La enzimolog\u00eda, al igual que las disciplinas experimentales que han surgido como ramas del tronco com\u00fan que es la biolog\u00eda, tiene una historia propia construida a trav\u00e9s de observaciones, experiencias, pruebas y teor\u00edas.<\/p>\n<p style=\"text-align: justify;\">Se inici\u00f3 con el estudio de los procesos de fermentaci\u00f3n y de putrefacci\u00f3n y Antoine-Laurente Lavoisier fue el primero en plantear sobre bases cuantitativas el proceso de la fermentaci\u00f3n alcoh\u00f3lica, al observar una relaci\u00f3n entre cantidad de az\u00facar presente y productos formados durante el proceso.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-tuq9avZJYLs\/WUXlyIfsHpI\/AAAAAAAAAhQ\/sMIvD2J4teUmF2wD916PclM54nhPRI9aACLcBGAs\/s1600\/ORGANELOS%252BCITOPLASM%25C3%2581TICOS.jpg\" alt=\"Estructuraci\u00f3n del Protoplasma vivo : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un estudio de la s\u00edntesis de distintas sustancias en el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo demuestra que \u00e9stas no se crean de repente, y no provienen de un acto qu\u00edmico especial, sino que son el resultado de una cadena largu\u00edsima de trastornos qu\u00edmicos.<\/p>\n<p style=\"text-align: justify;\">No puede constituirse un cuerpo qu\u00edmico complejo, propio de un ser vivo en concreto, sin que se produzcan centenares o miles de reacciones en un orden regular, constante, y ya previsto con rigurosidad, lo cual constituir\u00e1 la base de la existencia del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.madrimasd.org\/blogs\/complejidad\/wp-content\/blogs.dir\/52\/files\/184\/o_dna.jpg\" alt=\"\" width=\"473\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 La Biolog\u00eda F\u00edsico-Qu\u00edmica<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La bioqu\u00edmica, es la rama de la Qu\u00edmica y de la Biolog\u00eda que tiene por objetivo principal el conocimiento de la estructura y comportamiento de las mol\u00e9culas biol\u00f3gicas, que son compuestos de Carbono que forman las diversas partes de la c\u00e9lula y llevan a cabo las reacciones qu\u00edmicas las que le permiten crecer, alimentarse, reproducirse y usar y almacenar energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">Porque cuanto m\u00e1s compleja es la sustancia, m\u00e1s reacciones intervienen en su formaci\u00f3n dentro del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo y estas reacciones deben coordinarse entre s\u00ed con mayor rigor y exactitud. En efecto, investigaciones bastante recientes han demostrado que en la s\u00edntesis de las prote\u00ednas a partir de los amino\u00e1cidos toman parte gran cantidad de reacciones que se producen en una sucesi\u00f3n muy ordenada. \u00danicamente como consecuencia de esta rigurosa armon\u00eda, de esta sucesi\u00f3n ordenada de las reacciones, se da en el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo ese ritmo estructural, esa regularidad en la sucesi\u00f3n de los distintos amino\u00e1cidos que tambi\u00e9n podemos apreciar en las prote\u00ednas actuales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/k7_WUPzdCkXt6M4bWWC3Csba5XSMSpgj9spapdG7A6mC4QEJK09XZst8bTTpwKhvpvTFtUBFAFnGvLoZYc6xE60HpUmRvuzV9HVNcZPtrdfofx3O56heipE8njRbZkqxxzqXGM_PytGCjPA\" alt=\"II. EL METABOLISMO , O LAS TRANSFORMACIONES DE LAS MOL\u00c9CULAS EN LAS C\u00c9LULAS\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por consiguiente, las mol\u00e9culas prote\u00ednicas, as\u00ed originadas y con una estructura determinada se agrupan entre s\u00ed, y ciertas leyes las hacen tender a la formaci\u00f3n de aut\u00e9nticos conglomerados moleculares que se acaban separando de la masa protoplasm\u00e1tica y se distinguen como elementos morfol\u00f3gicos, visibles a trav\u00e9s del microscopio, como formas protoplasm\u00e1ticas caracter\u00edsticas por su gran movilidad. De esta manera, la composici\u00f3n qu\u00edmica propia del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo, como su estructura, son la manifestaci\u00f3n del orden en que se producen estos procesos qu\u00edmicos que se dan de forma continua y permanente en la materia viva.<\/p>\n<h2 style=\"text-align: justify;\">Hidr\u00f3geno<\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/todoesquimica.blogia.com\/upload\/20120301163224-otra.jpg\" alt=\"Enlaces por puente de hidr\u00f3geno en las biomol\u00e9culas | TODOesQUIMICA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos sabemos de su importancia para la vida<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el siglo XVI se observ\u00f3 que cuando el \u00e1cido sulf\u00farico actuaba sobre el hierro se desprend\u00eda un gas combustible. En 1766 Henry Cavendish demostr\u00f3 que dicho gas era una sustancia distinta a otros gases tambi\u00e9n combustibles, confundiendo el gas obtenido, al que llamo &lt;&lt;<em>aire inflamable&gt;&gt;<\/em>. Proven\u00eda del hierro y no del \u00e1cido sulf\u00farico, tambi\u00e9n demostr\u00f3 que el gas en el aire y en el ox\u00edgeno se formaba Agua<\/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:\/\/4.bp.blogspot.com\/_ovYrxeYtsk4\/TPTChG1A7fI\/AAAAAAAAAEA\/Iy9M8eYm7rM\/s1600\/grafico+tierra.png\" alt=\"\" width=\"555\" height=\"303\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La Atm\u00f3sfera<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es la capa de gas que rodea a un cuerpo celeste que tenga la suficiente masa como para atraer ese gas. Los gases son atra\u00eddos por la gravedad del cuerpo, y se mantienen en ella si la gravedad es suficiente y la temperatura de la atm\u00f3sfera es baja. Algunos planetas est\u00e1n formados principalmente por gases, con lo que tienen atm\u00f3sferas muy profundas. Si no se dan ciertos par\u00e1metros, el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo de la vida, nunca habr\u00eda hecho acto de presencia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8211; Nitr\u00f3geno (78%) y<br \/>\n&#8211; Ox\u00edgeno (21%)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Ozonosfera\" src=\"http:\/\/www.si-educa.net\/intermedio\/wp-content\/uploads\/2012\/02\/Ozonosfera-150x150.jpg\" alt=\"\" width=\"150\" height=\"150\" \/>&#8211; El 1% restante lo forman el arg\u00f3n (0,9%), el di\u00f3xido de Carbono (0,03%), y distintas proporciones de vapor de agua, y trazas de hidr\u00f3geno, ozono, metano, mon\u00f3xido de Carbono, helio, ne\u00f3n, kript\u00f3n y xen\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Ozonosfera y sodiosfera<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Desde 15 hasta 60 kil\u00f3metros de altitud, el ozono, que en las zonas pr\u00f3ximas al suelo se encuentra s\u00f3lo en peque\u00f1as cantidades, aparece en porcentajes m\u00e1s sensibles y forma la ozonosfera. Este ozono absorbe la radiaci\u00f3n ultravioleta procedente del Sol, haciendo posible de es modo la existencia de vida en la Tierra.<\/p>\n<p style=\"text-align: justify;\">Pues bien, debemos preguntarnos de qu\u00e9 depende ese orden, propio de la organizaci\u00f3n del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo,\u00a0 y cu\u00e1les son sus causas inmediatas. Un estudio minucioso sobre esta cuesti\u00f3n dejar\u00e1 demostrado que el orden indicado no es simplemente algo externo, que queda al margen de la materia viva, teor\u00eda defendida por los idealistas; en cambio, hoy d\u00eda, sabemos perfectamente que la velocidad, la direcci\u00f3n y el encadenamiento de las diferentes reacciones, todo lo que forma el orden que estamos viendo, depende totalmente de las relaciones f\u00edsicas y qu\u00edmicas que se establecen en el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo.<\/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:\/\/2.bp.blogspot.com\/-az-rChkzpD4\/Tm9SUJr4G_I\/AAAAAAAAHMM\/iynnMNxF0Cg\/s1600\/m42_vargas.jpg\" alt=\"http:\/\/2.bp.blogspot.com\/-az-rChkzpD4\/Tm9SUJr4G_I\/AAAAAAAAHMM\/iynnMNxF0Cg\/s1600\/m42_vargas.jpg\" width=\"648\" height=\"504\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las propiedades qu\u00edmicas de las sustancias integradoras del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo,\u00a0 en primer lugar, y tambi\u00e9n las de las sustancias org\u00e1nicas que intervienen son las que constituyen la base de todo ello. Dichas sustancias org\u00e1nicas poseen enormes posibilidades qu\u00edmicas y pueden generar gran variedad de reacciones. Pero, aprovechan estas posibilidades con mucha \u201cpereza\u201d, lentamente, a veces a una velocidad \u00ednfima. En muchas ocasiones, se necesitan meses e incluso a\u00f1os, para que llegue a producirse alguna de las reacciones efectuadas entre las mismas sustancias org\u00e1nicas. Por esto, los qu\u00edmicos, para acelerar el proceso de las reacciones entre las sustancias org\u00e1nicas, usan a menudo en su trabajo diferentes sustancias de acci\u00f3n en\u00e9rgica-\u00e1cidos y \u00e1lcalis fuertes, etc\u00e9tera.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" 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MAfAcz6Ca0+2mD7rEkj3bgDD4Qw+In1FRzK9i1Um6bqck7GRnpg9c+apmqRUdQuV28KGe9bXq6j561k569H2Hw2fEZztbUn\/cRA+Un0qE3aLZfQhnqRj4nvSJP3pSc5I61apGg+\/jUya1zz1Yg20qEA89aXNrRjU6b\/YoBwDEc6RPGopirSRQFcb86QAdOlXqQefKlCc+dAAnpSlQdjQttUC6Ec5oB3mJ+NC2KKtTEjSgK4023rJ4v+X1\/StrQg\/SsvjVrRT96\/2+damNV6L65ko7mTUoVK8+WkoVKFZMDtsPvmaSuPh3Exea+o\/+xd7ueoyKx9Rc71f9tddWVIuLs\/D+BEqVKlQBK4Ox\/wD9fjP9Vv8A9G3XdWf+zNhcbE4j8ty6xUjYrMIfVQK6XZse\/J+BGZ7phrqNqIjy9atdJNU3DrFdcrAwPXUeIqHf79aJfx0qKJ5RQCY3CrettbfZh\/Y+hE18r4pgHsXDbuDUbHkw5EeFfWikc4rk4nwy1fSLiyJ0PMeR3FW06mTyNLGYNV1dbo+SzUzV7LE9hhPsXiB\/mUH4EETWpwrsrYskOxLuNQW2B6hdvjNbDrxscqHZtdys1bxOPsbwU2x31wQzCFB3C8yR1P0rS7RcJ\/eLWUaXF1Q8p5ieh\/QVqlzz1p0WTtWq5tyzHahhoRpcLkfHbyMrFWBVgYIO4NJmr6pxbgVm\/Hej2o0YaMPXn61ht2DQMPxmynlAn\/q2+VbMa8WtTj1OzasZd3VHi8Naa4wRAWY7AV9N4Bw4YeyEB9rdz1J\/QbCn4Xwe1h9LawTux1Y+Z6eVaMxzqmrVzaLY6ODwXB70txCu\/wDfX0o22r50naDGtdZ79xreGt3XRms2lfKUbUPMsqkc9d6+hYK8l1A9tldTqGUgj48qzWw8qVr6+R1atGVPcvYc6rDR+tP4TSump1+\/1qgpEvYlLalnIUaakxuYHz0qWbocBkaVOx5fGqcbhe8TISR7SEkEz7FxXMEEEE5YnlM1n4rg2ZmK3JBEe1mZ4yZMhuF5Nv8APlP5taA01uDMVBllEka6A+MRPhM1Yb4USxAEEkn5\/CsJuASuUFMxyy3dgA5bZQeypHuk5hyB+I7G4FKtDAFjczNGpz5ssnnln67UBrOsVWDy5ViP2eZzc\/FX23D\/AOGMoI73UrOVmi4upB9wHeCOrhvDGtPecuG7wgwFywQzkkgbkhgCY1yazQGkbgGkUCJG9RfOoW6HSgFNJjUzIR9\/fP0rK4t2gW2\/c2bZv4g7Wk2H+Z22tr51pcNs3haU4hkNwyWyAhRJJAE7wIE84qU6Tyd7Zk3BpXZhMI0pa7OK4UpLqCyc41K+Q5jw+HSstMbaO1xD19oAjzB1HqK85Xws6Utrr7kk7l9cHHeKLhrDXWEkQEX+Nzoi+p36AE8qp4n2iw1gHPdDNyt2yHuE8gEB0nq0DxFZvB+E38ffXEYle7s2\/wDCtbxO7Mebnry2HMmzDYSVSSclZGHKxq9ieDNawma579wl3MbknMW85J+JrSIivTWbIAAiBtWHxbBNaOYAsnQe8vkOY8Nx8BW9jMK6nejuRi7HJQrgucZw6+9eRfBzkPweD8qzcf2rtL7OHDYm6dltzk82ukZY\/wBOY+HOuXHD1W7ZWTuhu1\/Ezbtd1b\/xr8pbA3UEQ9zwCg6eJWvXdkuEjD4e3b090T9ivO9kezFxrpxmNabzRlWPZQclUclH1kmSSa95m9eldvDUFRhbnzK27kRvjV2WaREmptzrYMHJxPEd1ae6ADkUmCYXzLawuup1gAms69xd0LLcynIGLZFddAhYRnMMND7QJBjlW2NQR8uRrmt8PsIhCWraKZlVtoFMiDIAgyNKA4rnaBBnHdu\/drca4RkhQj3U5sCczWXiJjQmJqvD9o1BCXEuZhpdMW4ty1xRIDmZ7toy5ojWK7k4fZGULZtjIGygIvsh\/eC6aAyZjeaDcEsZrT92qmzPdhQFCTMwq6czptOu4oDNs9plMH93vgNJIdFSFXuZeHYZl\/HX3Z91uld+E4utzvALZGRcwnKA65riqRlY5ZNptGg7TRaxYtBVSyntvkCqirJaGc6DktvMevdjnFV4fHYZWyoFVrvtEKhlyVZtWVYZyqsYJJIU9KA4cF2hOQG5ZdngZgirBcol3Iqd4zSEuKZ20O21VntOZuXDbPdKoK5e7JKixbv3HL97lIUXFGUCTuC2sdOIx+CNtrpRbn4T5gLBZ+7tTmRgUkAFNFaJIga1c+IwhGVkWAwIV7UQypaykKyyjhblsARO0UAt7jszltkQ1xQWy+13V9LLEZXmJYxIBPhzUdp7ZzAW7phwuaFyQwYrczlgBbOUjMTvFWtj7MwEnLdFtwUylGuvAOVlEq1wLqNCTMmK7G4VYGvc2vez+4s5xPtbe9qdd9TQHFhOMq63iin8IEjOBlb2WZWUg6ocp1HSuvhuP75CchRlIVlOWQxRH0KkqQVdTv4cqvsYO0obJbRcxObKoGaeZga7nfrQtYdbS5LaIqiYVQFXrsBA15xQDYfDKmbKigMSxgASx3J6k+NYeL7MZXN3CXDhbh1OUTaf\/VaOh8xBr0B8edK5E8zGv2edTjUlF3TJxnKOzPOjtFdsaY3DlB\/++yC9k+JUe1b9a3MJjrV9M1l1uDqpB+n0NXIJ8qx8d2UwjtnNvI\/8Vpmtt5yhEmrM1KW6t5ar0fySvTlureXX+TYtt1E+dYdvh19DCEgHMxIKaMWuliwKyxINuDyIM+Kf93L6Afu+PvL4XlS8PKSAfnWRxTtDdwrRe4jhM38IsM9z\/otvI9axw48pr3+Bkjykvc114didXI\/FNtEBzAlR3l1mMZt8ptfm66mNUu4bGKlzKfxGyNJYFQRYVSAkiB3iknlBBg7V5r\/vVxS5rh8O1xP4v3V0\/wCkPdk1U\/aTHk\/jjF2l5m3glP8A4i7fSscOP5r3+BkX5L3+D12MtYyLotmCXJQkjQe2V9kGMuqCT01U7nax2JRRmZ1QdWIX6mvB8KxeCxLZLnEsVn0Hd3bn7vM8guVZ9DXpLHZDAqZ7hXJ53Cbh+LkzWctJbyb8l8jLBbv2FfthhySthXxT9LKFh63NFA9aquJxHE6ZUwaHchu8vRzgj2UJHnFekTDqgyoAoGwAgfACop1NOJGP0R\/b1\/17DPFfSvXU4eE8GtYe3kspE6sxOZ3bmzMdSaPFcabVkt7M5kUF5yLndUzNHJcxO4mIkbjuEQTqPL71FVEg6Rv8DyqqUnJ3ZW227swcP2gKuFuMjgMyPlQoA3eYNE0Z20AxMnXURsRFZ3FRhL0sbCsAFg5k1Nx8iaTqk6ltgJ3gx7BcKmWMigQdMoiDvpHPSouHtzGVToRqBseW2x6VgweFwQwVhc\/7uDlVsxGSS1u3duNCL7ykWWhhAOYR4egw3GxCRZZVlA0kDLnuiykAwWBYg7AxPPfVbh1vvFu5faVcq6tCiCNEnKDBImJgkVw3uKWbK3i6i3asFQzBT7xUXT7KroAGQzzLHTTUCluPG5hb1+0gBt2jcUFlYGbXepJQmNIkcvIg1Xc7ShFK3LRdlDZoI3tutu4SqyyjM0jQyATXY\/FrCkIquQ902\/ZtMULFLjtJyw0d2QxEwd41qu3xTDuskAygdhkJlRbS6G1WWULcXWNzG4IoDJuYu01w99ZRldyEgoCEDWrc6mXYtdBgcvGAbMM1u3kZbK2w5tnUBvYa7btlpGg0YwPI+FbWFxtq6yZQCr2zdtvGpysEueyRKkZk155jtGugltTyGgEaDTWdPvlQHnsL2ttuFi2VU3e7LGQinLYZTqoPtC+kSoGhE6rm6OHcfS5Zu38pC2mKkHNqe7S4sDKG1FxfyyeQOk6n7sixCLpqIA0J0MaeVMtlQsBQFO4AAHTbYigObhmN7+2t1QVDFhB6o7IRr4qeh8K7GI5Lm+\/KlKKAFGg6AQPTpQmdqAtA0jwoOKdnoZwQOVAKDzNAmNdxTXhtFLEiPGgKcVhs5QglWR1dTvqJBHqjMv8AurmxPArDLkKEqQRGZtjbe0dQf4Ljj1ncCNBt\/GmRo5UBmW+AWFGVVYCHUjO8MHksGGb2hLNE7SYimPCLQIkFiLi3QWZic6IttWJJ1hVXfpO9aDXPWnLAkUBjWuA2k9wFQbiO2pObu2LoPaPsgOQ2m8RzrVB5b0Lg1ogEkGgDb8DQFvWhzMVYrcvnQCxOtJJBqwXBPrTLE\/SgKz02rL4\/2gsYS3mvHU6Ii6vcPJVXmZPlXmT+0If8Qq2Sb6XjZs2gcxutLKCRAygZdfOtXs72ZZLhxeMYXsWw1P5LIP5LY5ATv5+oHFZ4VjseJxdw4XDnUYe0fxWH\/Mucv9I+Ard4L2cwuF\/wLCIf4olj5s0n51qL4VZnoBSu9KpOwp0uD5URsetAZ3FuD4fEjLftJcG3tKJHkdx6GvLfumL4brh82LwYOtkmb9kf8tvzqP4f717W3NEDTz50Bw8F4xZxlnvbD5gDBGzKf4WU6qa0EHzNeP7QcJu4a6eIYEe2B\/xFnZb6DcwNrgGs8\/kfS8J4tbxNi3ftGUcSPDqD0IOh8qA6iNKCn4CacOIPWfShcGmlAKTzo6aculKNiNqLDYHlQDXFnXnWdiuB2rhbvAWDFXiSsOLZslgykMJtnIRMR5mdFWI3os\/zoDOfhFqZAI9oOIe4AHAIlQGhCZbNEZsxmZNQ8HsFYNsR3aWgQWBCWzmRQQQQQdQRroNdBWiWBA+dC8NqA4sNw9LbhhJAUoqkk5cz53MkksWYLMk+6PGu1d9KWJAonfxoCOmumtMwqI0cv6UGuAUArSDRPjVhImqbo1oCd3pQO\/nQ+4p16k0A6NO9JcpnAGupqFQRtrQCK\/jttUknQjTrQjpr99P5UxPOKABXY0F0P60PLf6VYg11NAOpmqW8acwNpouo0+dAKLh9aEE7j+tQDpr9\/Ki0dPWgAV+dS231oLPKszCWycSTbu3GtgOLuY5reYkZUTT3l1mNhodToB5XF\/stt3L92+cVcUPcZwqKFZcxLEB58TrFe8AiI5cyd+VYXaK4\/fpbtjEGbN5gtl1U5w9kKzZyFgZiNZGu1bOEJNtS5BbKAxHulho8RsMwNAXm4eX31qZdZIjrQUff9qjnwigAV\/nTW2pQD6VaqgigI+2lVBoqxCDy0pGXlsfvnQB7w8oNef4L2ffDYq+1plGFvDP3XNL0w2TkFIH06Vdbz\/vDBLty4ii4boYJkRjBtqpVAcw10k6e9qROfwzjF+4MAHtXUFyM9xjZK3f+FuPoEcsJYBtVXbltQHp2H8qtVuRrFxeIa7etWkvZFKXXZreUsTbNtcgLAgf4knSdBtXRwW8xW6rsbhtXWth4ALgIjgnKAJBcoYABKGgNG58qRW8atWCDp5VVHT4fe9AMXJ5aUCmlEeU0k9KAPP51ahnekUdTTOAOpoBblBX+\/CmcrptPTSY\/Wkjp9+lAHU7ioV50T5Uk9P7UAV0\/nVw1pEGsE0GIG0mgJknWfWi6yJmpUoAKxjT49fCKguRyoVKADiDNWZvE\/f1qVKAGWIMxS3U0maFSgHZz6dKCvyqVKAVdDTsdPuKlSgJGXn6VwWeC4e3cFxLNtXkkMqgGWnNrHPMZ8zUqUB1sgLBiBmAKg\/mAJBIB6HKungKGGtBVyDqx1\/zMWI+LVKlANbaKsIkx9+lSpQAUflnT1pVEE8z960KlAMWPPXxoOZE9KlSgOLB8Js22zImUyx0ZolpzHLMScx5V0JgLcWxlAFqO7\/yewbYj\/axX1qVKA4cPwkXFYYi3aJzBhlLGIXIMvsKUhdNJJk+Vd2DsJaQJaUKoJgAQBOp05ydT51KlAW5z60LuuvWpUoCxW8aXLOsx9\/WpUoCOsiZqBjGnT4+lSpQGZi+G5rpuBypYYcaToLN57p5wcwfLqNPGYrgwfBsQpBe+RDo0A3GzKv7oWGr6Fjh7o5iL7dSDKlAdvDeGXLTIzYhripayEGfaOW2C5LMZMo51k\/iROmq3+BSHBuBQ10XQFQZQfYMkGcxlCQdNWmJAqVKAvxfDS11bpcL+G6EosOQzo2jGYAyR\/vMRV\/DMKbVpbasIWY0AEEkiABAABj0qVKA\/\/9k=\" alt=\"Enzimas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para conseguir tal aceleramiento cada vez con m\u00e1s frecuencia, los qu\u00edmicos recurren a la utilizaci\u00f3n de los catalizadores. Hace ya mucho tiempo que hab\u00edan notado que s\u00f3lo con a\u00f1adir una peque\u00f1a dosis de alg\u00fan catalizador a la mezcla donde se estaba realizando una reacci\u00f3n, se produc\u00eda un gran aceleramiento de \u00e9sta. Adem\u00e1s, otra propiedad propia e los catalizadores es que no se destruyen durante el proceso de la reacci\u00f3n, y cuando esta finaliza, comprobamos que queda exactamente la misma cantidad de catalizador que a\u00f1adimos a la mezcla al principio. As\u00ed que, cantidades insignificantes de catalizador son suficientes, muchas veces, pata provocar la r\u00e1pida transmutaci\u00f3n de masas considerables de diferentes sustancias. Esta cualidad, hoy d\u00eda, es de gran utilidad para la industria qu\u00edmica, que usa como catalizadores distintos metales, sus \u00f3xidos, sus sales y otros cuerpos org\u00e1nicos o inorg\u00e1nicos. Las reacciones qu\u00edmicas dadas en animales y vegetales entre las distintas sustancias org\u00e1nicas se suceden a gran velocidad. De lo contrario, la Vida no pasar\u00eda tan r\u00e1pida como en realidad pasa. Se sabe que la gran velocidad de las reacciones qu\u00edmicas producidas en el proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo es debida a la presencia constante de catalizadores biol\u00f3gicos especiales llamados fermentos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/betabloq.files.wordpress.com\/2010\/08\/dib21.jpg\" alt=\"Estructuraci\u00f3n del Protoplasma vivo : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hace tiempo que estos fermentos fueron descubiertos, y ya con anterioridad, los cient\u00edficos se hab\u00edan fijado en ellos. Pues result\u00f3 que los fen\u00f3menos se pod\u00edan extraer del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo y as\u00ed separarse en forma de soluci\u00f3n acuosa o como polvo seco de f\u00e1cil solubilidad. Esto me hace pensar en lo que ocurre en las Nebulosas. No hace mucho se consiguieron fermentos en forma cristalina y se resolvi\u00f3 su composici\u00f3n qu\u00edmica. Estos resultaron ser prote\u00ednas, y muchas veces, en combinaci\u00f3n con otras sustancias de distinta naturaleza. Estos fermentos, por el car\u00e1cter de su acci\u00f3n, se asemejan a los catalizadores inorg\u00e1nicos. Sin embargo, se diferencian de ellos por la incre\u00edble intensidad de sus efectos.<\/p>\n<p style=\"text-align: justify;\">En este sentido, los fermentos superan a los catalizadores inorg\u00e1nicos de acci\u00f3n en centenares de miles, y en ocasiones hasta en millones de veces. As\u00ed que en los fermentos de naturaleza prote\u00ednica se da un mecanismo incre\u00edblemente perfecto y racional que hace posible acelerar las reacciones qu\u00edmicas entre las distintas sustancias org\u00e1nicas. Los fermentos tambi\u00e9n se caracterizan por la excepcional especifidad de su acci\u00f3n.<\/p>\n<h1 style=\"text-align: justify;\">La Teor\u00eda Celular<\/h1>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Necesidad de energ\u00eda | Matthias Schleiden, Theodor Schwann\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/cdn.timerime.com\/cdn-4\/upload\/resized\/192718\/2220195\/resized_image2_3f9efd613b7ce8bb9f6157d8b8ff53d4.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Llegados a este punto debemos profundizar un poco m\u00e1s en la constituci\u00f3n de los seres vivos. Para ello debemos saber la teor\u00eda celular, enunciada por <strong>Matthias Schleiden<\/strong> (1804-1881) y <strong>Theodor Schwann<\/strong> (1810-1882).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/museovirtual.csic.es\/salas\/vida\/imagenes\/Dibujos_celulas_animales_Schwann_1839_ChurchillCollege.jpg\" alt=\"Dibujos de c\u00e9lulas animales al miscroscopio hechos por Schwann en 1839 (Fuente: Churchill College)\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La teor\u00eda celular de Schleiden y Schwann se\u00f1ala un rasgo com\u00fan para todos los seres vivos: todos est\u00e1n compuestos por c\u00e9lulas y por productos elaborados por ellas. Aunque la idea de que la c\u00e9lula es el \u201c\u00e1tomo\u201d de la vida nos parezca evidente, su importancia y la dificultad de su descubrimiento son parejas a la dificultad del descubrimiento de la existencia de \u00e1tomos en qu\u00edmica, y marca un cambio de paradigma en la manera de concebir la vida.<\/p>\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=\"Robert Hooke - Ciencia del Nal\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"Fernanda Mariscal. \uf09a Romina Gil. \uf09a Esther Orellana. \uf09a Allisson Gomez. \uf09a  Adriana Noboa. - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La teor\u00eda celular se bas\u00f3 en los adelantos realizados mediante los aparatos de observaci\u00f3n debidos inicialmente a <strong>Robert Hooke<\/strong> (1635-1703) y a <strong>Anton Van Leeuwenhoek<\/strong> (1632-1723). Hooke construy\u00f3 cientos de microscopios. Los m\u00e1s avanzados estaban formados por dos lupas combinadas como ocular y objetivo (microscopio compuesto).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/museovirtual.csic.es\/salas\/vida\/imagenes\/pioho.jpg\" alt=\"imagen de un piojo\" width=\"155\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/museovirtual.csic.es\/salas\/vida\/imagenes\/cel.jpg\" alt=\"imagen de c\u00e9lulas vegetales\" width=\"150\" height=\"158\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" 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\" alt=\"BIOLOG\u00cdA APLICADA 4\u00baA-4-2014: INFUSORIOS.\" \/><img decoding=\"async\" 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\" alt=\"Cilios: caracter\u00edsticas, estructura, funciones y ejemplos - Lifeder\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\">Aunque con ellos lleg\u00f3 a alcanzar 250 aumentos, eran preferibles los de una sola lente, como los que construy\u00f3 van Leeuwenhoek, ya que presentaban menos aberraci\u00f3n crom\u00e1tica. Con esos instrumentos consiguieron descubrir infusorios (aquellas c\u00e9lulas o microorganismos que tienen cilios u otras estructuras de motilidad para su locomoci\u00f3n en un medio l\u00edquido), bacterias, la existencia de capilares en la membrana interdigital de las ranas.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">Ahora sabemos que tanto los paramecios como los organismos superiores est\u00e1n formados por una o m\u00e1s c\u00e9lulas, almacenan y transportan la energ\u00eda, duplican su material gen\u00e9tico y utilizan la informaci\u00f3n que ese material contiene para sintetizar prote\u00ednas siempre de la misma forma. Todos estos procesos, que est\u00e1n presentes en todas las c\u00e9lulas, son los que forman la maquinaria de la vida.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" 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\" alt=\"Las vitaminas\" \/><img decoding=\"async\" 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\" alt=\"Todo sobre Vitaminas y Minerales. - de Vitaminas\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Sustancias org\u00e1nicas que nos dan las vitaminas<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\">Por supuesto, esto es a causa de las particularidades del efecto catal\u00edtico de las prote\u00ednas; pues la sustancia org\u00e1nica (el sustrato) que sufre alteraciones en el transcurso del proceso metab\u00f3lico, forma ya al principio, una uni\u00f3n bastante compleja aunque de corta duraci\u00f3n, con la correspondiente prote\u00edna-fermento. Esta fusi\u00f3n tan completa, no es estable, pues sufre distintos trastornos con mucha rapidez: el sustrato sufre las transformaciones correspondientes y el fermento se regenera, para poder unirse de nuevo a otras porciones del sustrato.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" 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\" alt=\"Etiquetado Nutricional obligatorio: las prote\u00ednas\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\">Entonces, para que las sustancias integradoras del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo puedan participar realmente con el metabolismo, debe combinarse con una prote\u00edna y constituir con ella un enlace complejo. De no ser as\u00ed, sus posibilidades qu\u00edmicas se producir\u00e1n muy lentamente y entonces perder\u00e1n toda su importancia en el impetuoso proceso vital. Por esta raz\u00f3n el c\u00f3mo se modifique una sustancia org\u00e1nica en el transcurso del metabolismo, depende, adem\u00e1s de la estructura molecular de esta sustancia, y de las posibilidades qu\u00edmicas de la misma, tambi\u00e9n de la acci\u00f3n de fermentaci\u00f3n de las prote\u00ednas protoplasm\u00e1ticas, las cuales se encargan de llevar esa sustancia al proceso metab\u00f3lico general.<\/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;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/cdn.ldgi.com\/wp-content\/uploads\/banner-photoact.jpg\" alt=\"\" width=\"671\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los fermentos, adem\u00e1s de ser un poderoso acelerador de los procesos qu\u00edmicos sufridos por la materia viva; son tambi\u00e9n un mecanismo qu\u00edmico interno, el cual se encarga de que esos procesos sean conducidos por un cauce muy concreto. La gran especificidad de las prote\u00ednas-fermentos consigue que cada una de ellas forme enlaces complejos s\u00f3lo con determinadas sustancias y catalice solamente algunas reacciones. Por esto, cuando se produce \u00e9ste o el otro proceso vital, y con m\u00e1s motivo, cuando se verificas todo el proceso metab\u00f3lico, act\u00faan miles de prote\u00ednas-fermento de distintas clases. Cada una de estas prote\u00ednas puede catalizar de forma espec\u00edfica una sola reacci\u00f3n, y s\u00f3lo el conjunto de acciones de todas ellas, en muy precisa combinaci\u00f3n, har\u00e1 posible ese orden regular de los fen\u00f3menos que entendemos como base del metabolismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"2017 mayo 07 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Metabolismo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Metabolismo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRMRF5hniRQqIRIBdnaAx8f_96G8TgINWwB6w&amp;usqp=CAU\" alt=\"nutricion celular: metabolismo en c\u00e9lulas heterotrofas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con el uso de los distintos fermentos espec\u00edficos que se obtienen a partir del organismo vivo, en el laboratorio, pueden reproducirse de forma aislada cada una de las reacciones qu\u00edmicas, y todos los eslabones que forman el proceso metab\u00f3lico. As\u00ed desenredamos el ovillo tan sumamente complicado de las transmutaciones qu\u00edmicas producidas durante el metabolismo, donde miles de reacciones individuales se mezclan. Por este mismo procedimiento se puede descomponer el proceso metab\u00f3lico en sus diferentes etapas qu\u00edmicas, se puede analizar las sustancias integradora de la materia viva, y adem\u00e1s los distintos procesos realizados en ella.<\/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:\/\/recursostic.educacion.es\/multidisciplinar\/itfor\/web\/sites\/default\/files\/recursos\/lanutricion\/html\/ilustracion02.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">De esa manera se demostr\u00f3 que la respiraci\u00f3n funciona a partir de una serie de reacciones como la oxidaci\u00f3n o la reducci\u00f3n, dichas reacciones se dan con much\u00edsimo rigor en un orden estricto y cada una de \u00e9stas es catalizada por un fermento espec\u00edfico (S.K\u00f3stichev, A. Li\u00e9dev y otros autores).<\/p>\n<p style=\"text-align: justify;\">En 1878 el bi\u00f3logo alem\u00e1n <strong>Walter Fleming<\/strong> descubri\u00f3 que se pod\u00edan te\u00f1ir unas estructuras existentes en el interior del n\u00facleo y llamo cromatina a la materia que las formaban.<\/p>\n<p style=\"text-align: justify;\">Como las c\u00e9lulas de la preparaci\u00f3n mor\u00edan al te\u00f1irse, y en una preparaci\u00f3n exist\u00edan c\u00e9lulas en muy diferentes etapas de crecimiento y divisi\u00f3n, Fleming pudo estudiar estas etapas y comprender c\u00f3mo evolucionaba la vida de la c\u00e9lula.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Cromatina - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Condensaci\u00f3n e individualizaci\u00f3n de la cromatina - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al comenzar el proceso de divisi\u00f3n celular la cromatina forma una especie de hilos que se denominan, con mucha l\u00f3gica, cromosomas (cuerpos coloreados) y Fleming llam\u00f3 al proceso de divisi\u00f3n celular mitosis, una palabra griega que significa hilo.<\/p>\n<p style=\"text-align: justify;\">En 1887 el bi\u00f3logo belga <strong>Edouart van Beneden<\/strong> cont\u00f3 el n\u00famero de cromosomas de c\u00e9lulas de diferentes especies y lleg\u00f3 a la conclusi\u00f3n de que el n\u00famero de cromosomas es una caracter\u00edstica de la especie. Todas las c\u00e9lulas humanas tienen 46 cromosomas.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n descubri\u00f3 que los espermatozoides y los \u00f3vulos ten\u00edan la mitad de los cromosomas de las c\u00e9lulas normales, y dedujo que al unirse conservaban todos sus cromosomas, con lo que recuperaban el n\u00famero caracter\u00edstico de la especie.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/museovirtual.csic.es\/salas\/vida\/imagenes\/espermatozoides.jpg\" alt=\"imagen de espermatozoides\" width=\"280\" height=\"234\" \/><img decoding=\"async\" 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\" alt=\"PawPeds\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\">Tanto Fleming como van Beneden comprendieron que eran los cromosomas del huevo los que determinaban las caracter\u00edsticas del animal que se iba a formar, pero no pod\u00edan saber el mecanismo por el que lo hac\u00edan.<\/p>\n<p style=\"text-align: justify;\">Por entonces se empez\u00f3 a llamar cito<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo al conjunto de proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo y org\u00e1nulos que est\u00e1n comprendidos entre el n\u00facleo y la pared o membrana celular, y se empezaron a estudiar estos org\u00e1nulos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, en 1898 el bi\u00f3logo alem\u00e1n <strong>Carl Benda<\/strong> descubri\u00f3 las mitocondrias, que en griego significa hilos de cart\u00edlago. Ahora sabemos que son los \u00f3rganos que se encargan de la obtenci\u00f3n de energ\u00eda a partir de az\u00facar y ox\u00edgeno. Ese mismo a\u00f1o <strong>Golgi<\/strong> descubri\u00f3 el complejo que lleva su nombre.<\/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:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1104\/RhoOph_wise900c.jpg\" alt=\"\" width=\"427\" height=\"393\" \/><\/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 Amino\u00e1cidos y az\u00facares de la vida est\u00e1n ah\u00ed presentes<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hoy d\u00eda, ya hemos dado el salto del an\u00e1lisis de los procesos vitales a su reproducci\u00f3n, a su s\u00edntesis. De esta forma, combinando de manera precisa en una soluci\u00f3n acuosa de az\u00facar, una veintena de fermentos distintos, obtenidos a partir de seres vivos, pueden reproducirse los fen\u00f3menos propios de la fermentaci\u00f3n alcoh\u00f3lica. En este l\u00edquido, donde gran cantidad de prote\u00ednas distintas se hallan disueltas, los trastornos que sufre el az\u00facar son verificados en el mismo orden regular que siguen en la levadura viva, aunque aqu\u00ed no existe ninguna estructura celular.<\/p>\n<p style=\"text-align: justify;\">Todos estos procesos son, en realidad, terriblemente complejos y est\u00e1n expuestos a que, cualquier alteraci\u00f3n del medio incida de manera directa en su devenir. Pero, por otra parte y en las circunstancias adecuadas, no existe ning\u00fan factor f\u00edsico o qu\u00edmico, ni sustancia org\u00e1nica o sal inorg\u00e1nica que, de alguna manera, puedan alterar el curso de las reacciones fermentativas. Cualquier aumento o disminuci\u00f3n de la temperatura, alguna modificaci\u00f3n de la acidez del medio, del potencial oxidativo y de la composici\u00f3n salina o de la presi\u00f3n osm\u00f3tica, alterar\u00e1 la correlaci\u00f3n entre las velocidades de las distintas reacciones de fermentaci\u00f3n, y de esta forma cambia su sucesi\u00f3n temporal. Es aqu\u00ed donde se asientan todas las premisas de esa unidad entre el organismo y el medio, tan caracter\u00edstica de la vida.<\/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:\/\/www.aula2005.com\/html\/cn3eso\/04moleculescelules\/celules600es.jpg\" alt=\"\" width=\"312\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta organizaci\u00f3n tan especial de la sustancia viva influye en gran manera, en las c\u00e9lulas de los organismos actuales, en el orden y la direcci\u00f3n de las reacciones fermentativas, las cuales son la base del proceso metab\u00f3lico. Cuando se agrupan las prote\u00ednas entre s\u00ed pueden quedar aisladas de la soluci\u00f3n general y conseguir diferentes estructuras protoplasm\u00e1ticas de muy \u00e1gil movimiento. Con total seguridad, sobre la superficie de estas estructuras se encuentran concentrados gran cantidad de fermentos.<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que el orden caracter\u00edstico de la organizaci\u00f3n del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> est\u00e1 basado en las distintas propiedades qu\u00edmicas de las sustancias integradoras de la materia viva.<\/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:\/\/aviariolhman.com\/images\/genetica_celula.jpg\" alt=\"\" width=\"583\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">1.-Todos los seres vivos est\u00e1n formados por c\u00e9lulas y sus productos. Por tanto\u00a0<strong>la c\u00e9lula es la unidad anat\u00f3mica del organismo.<\/strong><\/p>\n<p style=\"text-align: justify;\">2.-Todas las c\u00e9lulas proceden de otras c\u00e9lulas preexistentes y \u00e9stas, a su vez, de otras c\u00e9lulas. Esto lo certificaron los viejos cient\u00edficos con el axioma omnis\u00a0<em>cellula e cellula<\/em>, latinajo que significa lo que todos ustedes suponen, que\u00a0<strong>toda c\u00e9lula procede de otra c\u00e9lula<\/strong>.<\/p>\n<p style=\"text-align: justify;\">3.-<strong>La c\u00e9lula es la unidad funcional del organismo<\/strong>.<\/p>\n<p style=\"text-align: justify;\">4.-<strong>La c\u00e9lula es tambi\u00e9n la unidad gen\u00e9tica del organismo<\/strong>.<\/p>\n<p style=\"text-align: justify;\">B\u00e1sicamente la c\u00e9lula est\u00e1 formada por tres elementos:<\/p>\n<p style=\"text-align: justify;\">\u2022 <strong>N\u00facleo<\/strong><br \/>\n\u2022 <strong>Membrana<\/strong> y<br \/>\n\u2022 <strong>Cito<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><img decoding=\"async\" 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alt=\"LA ENVOLTURA CELULAR TEMA 7 - PDF Descargar libre\" \/><img decoding=\"async\" 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\" alt=\"LA ENVOLTURA CELULAR TEMA 7 - PDF Descargar libre\" \/><\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\">La\u00a0<strong>membrana <\/strong>envuelve la c\u00e9lula confiri\u00e9ndole su individualidad. Dicho de otra manera, la c\u00e9lula es una unidad separada de otras c\u00e9lulas por su membrana.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hialoplasma o Citosol\" \/><img decoding=\"async\" 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\" alt=\"Citoplasma y membrana plasm\u00e1tica: Composici\u00f3n y funciones\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El\u00a0<strong>cito<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/strong> est\u00e1 formado por un l\u00edquido llamado<strong> citosol <\/strong>(soluci\u00f3n celular) y gran cantidad de gr\u00e1nulos que reciben el nombre gen\u00e9rico de\u00a0<strong>organelos<\/strong> y que m\u00e1s adelante describiremos. Adelantemos que en estos organelos hay una gran actividad ya que se encargan de funciones digestivas y respiratorias.<\/p>\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=\"Membrana nuclear | NHGRI\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQlItjAPICL7_1Wn3DlYy9K1lR3ePRcxA7ZMA&amp;usqp=CAU\" alt=\"Organelos de la c\u00e9lula animal y vegetal\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>El n\u00facleo<\/strong> est\u00e1 separado del resto del cito<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> por otra membrana, la\u00a0<strong>membrana nuclear<\/strong>.\u00a0<strong>En su interior se encuentra el material gen\u00e9tico que crea los patrones para producir nuevas c\u00e9lulas con las <\/strong><strong>caracter\u00edsticas de nuestra especie<\/strong>. Una c\u00e9lula humana siempre producir\u00e1 otra c\u00e9lula humana.<\/p>\n<p style=\"text-align: justify;\">Hablar de nosotros mismos es demasiado complejo para que, cient\u00edficamente podamos abarcar todo lo que somos y s\u00f3lo poco a poco podemos ir comprendiendo la grandeza que en nosotros est\u00e1 representada como esa parte del universo que piensa, tiene ideas y sentimientos y, en definitiva, es la materia del Universo evolucionada hasta su m\u00e1s alto grado hasta el momento desconocido.<\/p>\n<p style=\"text-align: justify;\">Si nos preguntas: \u00bfQu\u00e9 es la vida? Podemos dar muchas respuestas pero&#8230; \u00a1Ninguna convincente!<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\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%2F2020%2F12%2F15%2F%25c2%25bfalquimia-estelar-%25c2%25bfproplasma-vivo-%25c2%25bfde-donde-venimos-3%2F&amp;title=%C2%BFAlquimia+estelar%3F+%C2%BFProtoplasma+vivo%3F+%C2%BFDe+d%C3%B3nde+venimos%3F' 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%2F12%2F15%2F%25c2%25bfalquimia-estelar-%25c2%25bfproplasma-vivo-%25c2%25bfde-donde-venimos-3%2F&amp;title=%C2%BFAlquimia+estelar%3F+%C2%BFProtoplasma+vivo%3F+%C2%BFDe+d%C3%B3nde+venimos%3F' 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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F\u00f3siles de cascarones (a la izquierda) y de manto bacteriano (a la derecha) en los sedimentos de Pilbara, Grupo Warrawoona (Australia). All\u00ed se encontraron, en las rocas m\u00e1s antiguas de la Tierra, f\u00f3siles de 3.850 millones de a\u00f1os. Aunque no son plantas, las cianobacterias son uno [&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":[132],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12114"}],"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=12114"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12114\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12114"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12114"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12114"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}