{"id":26981,"date":"2021-08-08T06:16:50","date_gmt":"2021-08-08T05:16:50","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26981"},"modified":"2021-08-08T06:16:50","modified_gmt":"2021-08-08T05:16:50","slug":"%c2%bfalquimia-estelar-%c2%bfprotoplasma-vivo-%c2%bfde-donde-venimos-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/08\/08\/%c2%bfalquimia-estelar-%c2%bfprotoplasma-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;\">\u00ab\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;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/31\/%c2%bfcomo-sujetar-los-pensamientos-2\/\" rel=\"next\">\u00bfC\u00f3mo sujetar los pensamientos?<\/a>\u00a0\u00bb<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Mesopotamia y los mayores inventos de la historia de la Humanidad\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ259C2Aqn50oiwQePelSj8PmrS87jmemaolw&amp;usqp=CAU\" alt=\"Mesopotamia: cuna de la civilizaci\u00f3n - Blog\" \/><img decoding=\"async\" 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\" alt=\"Los 13 Inventos de Mesopotamia M\u00e1s Importantes\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRLStD4fzPnOW0w6eK1VESR9SOAdxgy2Yai0w&amp;usqp=CAU\" alt=\"Algargos, Arte e Historia: MESOPOTAMIA. HISTORIA Y ARQUITECTURA. PUEBLOS Y  CARACTER\u00cdSTICAS ART\u00cdSTICAS. PRINCIPALES EDIFICIOS: EL ZIGURAT Y EL PALACIO.\" \/><\/p>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/24\/mesopotamia\/\" rel=\"prev\">Mesopotamia<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/24\/curiosidad-%c2%a1la-masa\/\" rel=\"next\">Curiosidad: \u00a1La masa!<\/a>\u00a0\u00bb<\/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<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! 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<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Compuestos org\u00e1nicos - Toda Materia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTWzoLBebop7Ti6bQEv0oq-uQoNPYAEcwvT3g&amp;usqp=CAU\" alt=\"Por qu\u00e9 la c\u00e9lula es un ser vivo? Icarito\" \/><\/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 C\u00e9lula de un Ser vivo<\/p>\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Ciclosporina - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTHtkCnlGC3enyzNkuHxo9ho0xpkI1u1hS40Q&amp;usqp=CAU\" alt=\"Modelo molecular de ciclosporina Fotograf\u00eda de stock - Alamy\" \/><strong><br \/>\n<\/strong><\/p>\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, (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).<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ciclofilina A - Viquip\u00e8dia, l'enciclop\u00e8dia lliure\" \/><img decoding=\"async\" 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\" alt=\"Calcineurina - Wikipedia, a enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>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;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Alquimia estelar? \u00bfProtoplasma vivo? \u00bfDe d\u00f3nde venimos? : Blog de Emilio  Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRgO7lTOuAcp9EtXZRoMiDHLqwr-ema3AY94w&amp;usqp=CAU\" alt=\"Alquimia estelar y, \u00bfProplasma vivo? : Blog de Emilio Silvera V.\" \/><\/p>\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 auto-renovaci\u00f3n del proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/e\/e4\/CellMembraneDrawing_%28es%29.png\/300px-CellMembraneDrawing_%28es%29.png\" alt=\"Membrana plasm\u00e1tica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQcbjEceEnHkUi9BPvpaAyx7yo8Q3v_t_X8HOi4pDO_QvE_pCPFgpFsyBjUzt-NoTEM7QQ&amp;usqp=CAU\" alt=\"Membrana celular Definici\u00f3n y Caracter\u00edsticas | Educ\u00e1ndose En L\u00ednea\" \/><\/p>\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;\"><img decoding=\"async\" src=\"https:\/\/biologiasur.org\/images\/stories\/la_celula\/clip_image259.jpg\" alt=\"Diego Peralta Bermudez: Fosfol\u00edpidos ( OCTAVO) REALICE LA TAREA PROPUESTA\" \/><\/p>\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;\"><img decoding=\"async\" src=\"https:\/\/cienciasparami.files.wordpress.com\/2019\/03\/membrana_plasmatica.jpg\" alt=\"Transporte celular. Grado s\u00e9ptimo \u2013 Ciencias para mi\" \/><\/p>\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. 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;\"><img decoding=\"async\" src=\"https:\/\/cdn.goconqr.com\/uploads\/node\/image\/70199734\/ca31f568-8fc6-4ac1-b798-a6c34b3e3454.jpg\" alt=\"la membrana celular | Mapas Mentais\" \/><\/p>\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;\"><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;\">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.\u00a0<strong>El Agua.<\/strong><\/p>\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;\">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 sobreenfriado, 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;\">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;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS3bylv5K4nbzTE2Oc8s2yJO6n_hrEYt9dY6w&amp;usqp=CAU\" alt=\"Untitled Document\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS39tqF4KYkQiwYGgwIwNq3Czgaqi6QjCy_Pw&amp;usqp=CAU\" alt=\"Blink Activity | BlinkLearning\" \/><\/p>\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;\"><img decoding=\"async\" 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\" alt=\"Caracter\u00edsticas de los seres vivos - TOMi.digital\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRH1j1D8x9TXMjpiLZ3ATBR7cI5cvB-LuXYAg&amp;usqp=CAU\" alt=\"Introducci\u00f3n\" \/><\/p>\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u00c1cido pir\u00favico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ilustraci\u00f3n de F\u00f3rmula Estructural De \u00c1cido Pir\u00favico y m\u00e1s Vectores Libres  de Derechos de Asistencia sanitaria y medicina - iStock\" \/><\/p>\n<p style=\"text-align: justify;\">El\u00a0<strong>\u00e1cido pir\u00favico<\/strong>\u00a0(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\u00a0<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;\"><img decoding=\"async\" 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\" alt=\"La levadura: un modelo celular \u2022 Conoce la Levadura\" \/><img decoding=\"async\" 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\" alt=\"TatiPastry: LA LEVADURA\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es la levadura? \u2022 Conoce la Levadura\" \/><img decoding=\"async\" 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\" alt=\"Mapa Interactivo: C\u00e9lula de levadura (biolog\u00eda)\" \/><\/p>\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;\"><strong>Las encimas<\/strong><\/p>\n<div style=\"text-align: justify;\"><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\" src=\"data:image\/jpeg;base64,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\" alt=\"Enzima | NHGRI\" \/><img decoding=\"async\" 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\" alt=\"10 Caracter\u00edsticas de las Enzimas\" \/><\/a><\/div>\n<div style=\"text-align: justify;\">\n<div title=\"Estructura de las prote\u00ednas\">Estructura de la triosafosfato 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<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;\">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;\">\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;\">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;\"><img decoding=\"async\" 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\" alt=\"Introducci\u00f3n a la biolog\u00eda molecular del coronavirus SARS-CoV-2 \u2013 ChemEvol\" \/><img decoding=\"async\" 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\" alt=\"Estructura primaria de las prote\u00ednas - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren las prote\u00ednas que hicieron posible la vida en la Tierra | Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSANGAySOLdKhli5GcoOm8HMnwcY38HSeM8SJmBd8EeRzDWdvfyPL0NwWIUjz8pArkBzK4&amp;usqp=CAU\" alt=\"Una forma de ver las prote\u00ednas en el interior de las c\u00e9lulas - Quo\" \/><\/p>\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 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La importancia del Hidr\u00f3geno by Isalore Barbealvez\" \/><img decoding=\"async\" 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\" alt=\"Funciones del Hidr\u00f3geno en el Cuerpo Humano\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Importancia del Nitrogeno Para La Vida en el Planeta - BIOGRAF\u00cdAS e  HISTORIA UNIVERSAL,ARGENTINA y de la CIENCIA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQlAWhR9EsDpkxf5q88PVpSJRWEjz1og0-IJg&amp;usqp=CAU\" alt=\"CICLO DE HIDROGENO\" \/><\/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 Todos sabemos de su importancia para la vida<\/p>\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;\"><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;\">\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 La Atm\u00f3sfera<\/p>\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;\">&#8211; Nitr\u00f3geno (78%) y<\/p>\n<p style=\"text-align: justify;\">&#8211; Ox\u00edgeno (21%)<\/p>\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 forma:<\/p>\n<p style=\"text-align: justify;\">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;\"><strong>Ozonosfera y sodiosfera<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSnCNpdwJ7kmxj9810PgemyaHYV8iUieScj7DVQZy-iSI7iGQcOdDbjtUollrd8eIg7Gts&amp;usqp=CAU\" alt=\"capas-atm\u00f3sfera \u2013 Blog La Olivita\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La atm\u00f3sfera \u2013 Educaci\u00f3n para la vida\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ2093UBgLH0L1BEEwdcgtF2bLcCG_34-gRPQ&amp;usqp=CAU\" alt=\"ESTRUCTURA DE LA ATM\u00d3SFERA - PDF Descargar libre\" \/><\/p>\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;\"><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;\">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;\"><img decoding=\"async\" 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alt=\"EL F\u00cdSICO LOCO: Catalizadores y sus funciones\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Los catalizadores mueven miles de millones, pero tambi\u00e9n pueden ayudar al  medioambiente\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Catalizadores by ivan lobello\" \/><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAASAAAAChCAMAAABQxpJ7AAAAQlBMVEX\/\/\/\/51X3qW5j61n62SHaDM1X94IP613m\/3hAAAABFJSXvv3+wHkjpfJPxno1mZyHYfWfIsXGfj2r\/AAD\/\/wB1dXVzYspbAAAbsUlEQVR4nO1di2LjKowtBpsbKPjR3f\/\/1dUTcOLEdpJO594t05l00tQWRw8kgeSPj9\/xaFx+moC\/ffwCtDN+AdoZvwDtjF+AdsYvQDvjXQCZZrzpkn\/HeANAZnO8ft2\/Y7wI0DUslr7+SyC9BNBDdP4jGD0P0LZm2VuU3kjtD4xnAdqGxgwxDv8tMXoOoFtwGJQhhhAHq\/\/9L2D0FEAbwoOaZYc5jCMhtKF876b8D40nANq0PDgQn3\/+GUfQsu3xfvK\/f5wHaGvmDT6AULiL0L8QorMAbU6bbI7igwjNdxH612F0EqB7s0b5ufyj4zFC\/y6QzgF0d8YrfEjLHgL0ZzF6iYpTAD2SH9UvQWic9xD6bpSO3P8AFScAenSPYVnh888\/YXkTgafH8fseIuE4QA9v4OcrgMblsRV6M1ZPoXLozocBenRxuyVBg3+d6j86XgNo5+KbANl\/GUTfCtCGivmtmOyPj1MUPA\/QDhHWb0iQBPg\/Oqw5B9GzAO2SsSlB57j3d4znANq9rC02aAz8evlrjPRWnvPBeAagfRqs94zMOPJrGMEEmb\/CCJnX7NBbACIaRpChEOwwUsrDYmLRMkJWx3PTe2nY4fRdTwN0gAoM5k0A8fEDvWKw+uOywynghTKcpxaMkwAdvSwigwnpwSM+aKF\/FCKS2MGMFyDG1qTwkfENAHHCHr7sPPthRnx+XoKYZ5J7OWWqTwF07JJ0c7DVwwyr14AGurz7Q0O0vmanThBzBqCj1IgE+3mBCAO+Ti6u3zEGKykYygGfWiPeDZAtDitIkKdNjeGHTRBtQanzupvhvB7HAbpzAVtfeSvVxple53mJEQ30HNEPYlOpqzx5jvZbkLNyWX1Z4SMI6eaUfNw039wQ9SpAgk51cNAwo7u4LMtItIys9\/KZyAOWOAxhFdu3ImRkqeLLX6c4xVLzp4wHOnBYQUuROg\/QDR1R4ge8nMdb6Lzzgj9Bsha67yIss3bIqS\/DTXEYhMx3QqTM8jxzz\/5qi9BoBpVnoDrnCf7EiEgxolcXfAYgvLFnIQUlAlOTJydjmXrKIELEcYkkJP1M6Q74XO4Al46Gc\/Ctm+0givdOgAyShAyDacO8bX8dPYuhhq\/sesfsQsrjJkTHAGp+wdOw7P+h+OBtcOaOJh4ulN4gI01MGvtMe\/RDBHy6dsBvZbvJtVcAAuGxMTnX68zDdf4lDyz38KlCkCOWzY\/OEhwDSJVCVRb+1tsgNYElCM0QrWED3DeS\/qVO5acMF1xWV+l9AEW8bhHVcLkGyEVPCpg6tyYIMMq3EdsRgJrbswCzB0imDubdaA18v6hpIRX0C7wncowSlHC0UpTf6gfAHXNlBNwx9DcS1HdgeuZp7rprhsEvuHgN0XGAWGLIsOVsOZEKioNsYGHGG3RuItNjWaGtB1yIn2ihQt8ngzYcDEQqCPlmWT6LB+mKZ6NIl0D56UV2kKa+68f\/uZKgnnlJhiHBXFqW9SDT66XsjAShfmdR74kOJgC\/Or6TiBFIENueBV9Bxcb6U+AY2R2PCggmgCnq4tPxCMEDDJumOfNZG1gqUYCIRiHoRoIQOZEXYN0Ma4kHQ1o4BhZhxawDAAk1OG00bE5Zj0tjRoWvIgos6XF5H5agr66qOtnxPll2PQaCCP\/vn8OH3cCEYATiGLqgqWUY3rGcpCgqVo1mjwtrxoi6cAzeQy2rInQCIKamEcbsJte5xvbi1cFHHACX0OHrfHEkJR1JsWNk0zSR44GzIRE6n8tSCSLfQc0HmLPBwgVDY1TgvxKHXYJ4il0xUjSZnjmGy19kJmffAmR2AWroye1KJKtoTySmHHG6xA\/wovsOFqhxnkMvWHq8u5pzMp4TSKBN+N\/0rCckClU5lsgZ07cSyyflfscL3JPwcSzoKXXFWnUT+IqIkkkiQhs6tgcQgioGMGWSB2Fd6EVt0B7RsuTHnvhoe0IPcUxmUOspIkerXoxE37PbQitXhtZK4ZgjhjHH4gAIjbCadYjQRbFEcuWXeYWF98DH7oqdPi1BVgUI3Qi4t9oe8H3Q2sU4RL7bhIxF5U6JrQHSnJnZKdNE1Ej2E2kBRrUFo72stdXwBPyNzPYtsYUNwjFHc2QNBm6AswokkkjDq7gcINLkB6XKMVp5Mumqb+30HkAN3XRJdIxxMeur7QUTCR6im8TKwXdk\/4ibTHOXI4GbB+IqCh9doCeLGa1ZhbyPAdJ\/gQxywhJaWDTOoZADHEMzl4VjZkRT2XcpXEjskS5jSfpyJmF2ajVIxdJqm\/EgQOQ04ySR3bKYdikWY9fTGl6EHQALITQ3ZiIiCZcTdYC3QfY69o3qfQ4ChD4PAoQxH\/ljhWN47RBIPoVjCe9Pkq4EZ9ZOY0jJkXISd3aOViQcBsjztcCCkXgicXkoCPGKECQo0wWCXDKilt4VW00rG5tqJDytNhuObQzhB9juA7y8uhNxK465lmM9eQMCIalaR9KXCWWHpCO1+JG8ImAHoJaqxOs46j76WACQH8R7cMif3qmPyswkl43WFaY0kestAIm1lHXeFmgOACR4sjQivLwCEPdy4RheOoReBMvxyiBBbJBoLRZb7ZiTvfgLzd2OAkQqxm5U4ttQqMmLV9f3IiRi8Oh\/RcNYrNBYVICKoMEaaDg40eTVnoppYhLtB6AOJjVxYAHcG9hgkwEkbvGLrOjKTOFgJmYzs4Rj4ro+IUFkpOG3M1s3uAMITYTFgtSsDw0a6qMya8j64IKBiaSy2ouw8yeSL8lGsK2PM0QghBPHeXhjuBhnUlg7MsYNSTjmGnqCBIQri4CpBB9VuMqnEaHGVXwMUEOYZUfHcfxOIIEMsXsUQgk42PqoHAlwaIVwncuT2AUn3jWLEIjlMH3K8MNa264GGMNJEGKvJUbRVNR79MdIzUKxN+INsjns1DLhckMcE19TLTz\/LJeM8HGA2Ch2sjLr1AIrGzs8KeZqIekzQTBzJOy0rtV1hCYiBAHjPz+\/6Gvyg32EEAD0OeFWOy7zirDcFjgGMpjpXl3LMVauEMQ+MuHgzif1yhw7aSpCxh9cxRrVFxHq1LupixHPH4y\/RlfraIeNtYSq9AMyZuSrCZygfgAQCpH7+pwGDKqGu18kbJggJY4Vv5NeQt9yLNMSQnNu9J\/9AM5SFcvQoQHLBc540JM2K4DIEy8+vWPnAeesi5FBV4D8CvZRhcFO3xMSM60ciUIxhjPRCWsQIPflAKi9QYKGaRI2NyuOkdHTNY0oJh6ovhVh49WNOZbEBRbqO\/r+kIq1xhEThFGDchIc1JlQ43n00EVt0M7F1EhPMUwd6xZKUFbZhh\/gPsTCNujrc2d88T\/OS\/wt8Z6j4IdcLhUDz2aBV9FUUHSuEXPkZUyMZ1SWdslf4bMPEIHkOQBU\/WGXgrmTUqTNnyQ+2hRNFoaoi92LgnuOoVhXKeSgcAGnTab6sjMCKGOg0xpep8RmGN4MfQmj0SNBI8yuchaXrS\/irDFYZyQuS4oYmounAGJ3uizoIkkEj\/G678UZsqqHrvFgee2Pif0NtfYcbUwgGQ4huizzPE\/3vxb45CUsHkNcH1ccQ6f9InYO88IxzpOoceFYa7ZYnsBzYSsR1JvsagrmIUC3Toh4i43BI8FOKMuyjqofzT40LV1d9a4RUIyD2II5uQAYaZAdhKj7DAvmmO9\/oZG+jAbDdcs6rT5MwZv0HSSGXUWRl+JE9zXn6DjmjiU4UdhyOVl5DiDaxkAJLNkdml9mZ78yUgSGpcSJZWRTIQRW54OCapjOZ+A\/I3jnsv12Owxm5wEfML+e1\/yoAClBdGXK98hNSo5VONYrGzXL0SVejeUSFI4ds0EbAPHSzOtQJ4kzl4fYUNitnMZmdde3+ouKOOp9IGvh5yBjfnwsFjcjQcbk6JgRd9rk6upRhG9ypadJwvIC16t1CCJSGk33Sn7xgz5OA8TLAnsyA8KFXnz24vQl0aKoIVEJPQqF7On3sraRfcLgB\/UHB+8n3XOjScsje9RWdZ6yrezqJbL9joPWwpbqNOoKVxORKDglDiBhYoLMAYA2+Wc0mYu7bKDmnDmw7HAkjBt7x1sFSTnWENS7kmV3IWjKCLeQLGKDGO1E8mh35Gg6n6uh25RkMkEOlAmZKuPJZE0eaiK6kWiELXB07QJL9LWGHQQIQ2kNJ8QX4vwzK5nYX\/yGY0lxtfHOmdSymse+5tM4xWmFAY\/HKthHhPjGzIUJfKtASajEb5Py0\/1jScEK7QUf11AUmLxbL+iwBOEMumpVnJo1yr93Tlf9vk8iQiwzNQJgF18poZHMiX2fq2wI6maqCFEShoizA29q5InzqOC3e2ateNod7hVSToQnUtN6LNHPAUTJGN4+kvSYgM87AzWmR8dM0o3sk\/U1Tm3S2YQP5eyPbhy2APGLbha4yjiY9xRZhHr1l1t6nCz2DElfdV0k+nbbcBOgTfp4d4NnWicpAfNqEwaEymiseH+kqIUKxxBaqxhlXiWLyEKq\/MF4PfR11xeVbBDWMpeaXYf1MQaIom\/xOQ5Qg5BcL1Vk2AfJIigsVvfxSTH6weu0D+FzpWJ8RMkrx+qt+tt3ekyFdCsubpCENN2eXDgOEFFVTh7gFZmBrvgR4DT6pOS5lTLB7bP8JnwTDa1abzk\/1XIsNyjwRqfRvHkrZFvg5Gh8kyp7FiAKydjPSZjpEqvN61Uibyat7pwNHZkBSPDTdDiOYH5TnZTlUyblZkOzG4ihupflooqUnncBSIRjDTgbJzu2AXpIkUXdwA0Ob6xSR8xJ3vOeZ8MZw6GDFP3gvuNG+6WXIFKOJUoLNKuIbHSaNceiBUcWsOHoBY+fmqLr7XWfBoivQkcV8VBXwz\/MNDF8UdmUKxZtTdTpKsm71HC2k+WRDlJZSdaRgmcumV0pIRYBeKqUoEFHO+So9HsAMqacTqW7NwgZr2uLx5NkqFa6n96Ce0PLSwgZPasuEtqqOB3VABE2eqot0dF2RbQwS5h3D59TAJnq+MrpdK8cigWKRlpWCBWI1h7fixg15yLLBgzDYb3S6ollxjeHj3kihdVXV30eoEqYXNgSh0Crh\/I20626VCIJ4fXbFMw0iNcXiKllFTH1RL8KPB4uaH6zCXMeCNCTADVEWoo2X5jnOwemuJFjxacpdq\/UY+xzZwegF6h7o315ngI2M+sjERTcmmkaR1vk6u74eCtARViVOz+LkCk6s5IgSrBNuCugZVF\/DKBq435efpSIYn5NVbEh445RBej+uMbjjSpmtlaEPzrWLgV\/y4NPAFzutTBsxjcBJM6Ejfcb4P2pUVdQowD5ibcdL8HHnSTUNRzvNdLgh3ya0lHgh8WpjiHSnjUJUQjLQzv5nQDhUjF9cq3Ce\/3B54esH1Pd2sbCrftpuht83muDBtwmnWLdoHjlYm8aRAafH5m+cOt64QKYzXGLz5sBYjGerP1rJAj\/Gczn1\/SlGvZo++SbAUJj+MUI7R45\/GMD9B7Icp+yjD1smrGBz1sBAmNISn4BMf57ABqi+\/oMdADgMkpe5H0Aidt1jJQ4TeHy+Tku4zgPTzrVTVh7bMPswZXoX1J7kBwf47IYe1LBHgHEqQq761mVASSMlxEA4lLrw8DezoxcFSlrf0UKWb2++suIuQ4\/PC4D3cTnUTTPId54uKuD9XGZIeTBE06vFKQOfoGFEBv\/vBLcEX8oAsOFnQ49eP\/Q1T8NENJqR7InB2nChOb0FZYXeA\/iM4wQMg2Rzrq8omJofsTx8frOg89v4\/MYIKB1HMNwZocYosIgkD4nRcCTgGep5jEwQk9cgygxg5qfkpd\/tHDcwecBQGgKqD\/R4fAKs9R45HB8oeR7GPCeWN05Yqe4F1QVzI\/7CmR+TGHYGR\/6PkCSdh4i9b\/gFlerUbL21wMPxJIROjYHq5cqZHNPpHEcuFccNf4pt6rZrxK3X13PKhJYPqPm55CW3sPn7sZhwWcDIEqwyMxu5jywETqGUBF6uZr2tCGA\/kceIKCpuKEOrSi\/IkABJ+8H8z9hPtgw9S4+93dWgZdSL7wxXUs9Ojbgwa2gT1KNQ\/DwfLxOW3pqAVNM5JuHUXcgBnSzHPyZpjkyRjcumi37FWJ+IpmfV\/B5IEGl8PwKIEvG+3IHBItG6LDZ0mY1aUpYgRy1p804awf4MNKCiPtLfL5YDkdkK87W6nKCF3o\/n2R+7selLwD0wawtDXjGazJQEcBMbMsuBmQHjRDBk5MercYD4doFYFmC3p1vtKpMpyMk00bdPasrmx9cCv2tlJ3E5z5AtUPR1XSxrQIa0BuA1C6AETpqpeVMs067ADSOpbswrmgDNg64Ok7jqM56C\/ZhYvPDzY4OHLF5hM\/9U661v6\/0IRRWDIyPNCzamvQkC\/3N2lejK9n09U2THT6qNt4AFPK09Iu7AYjPaomAlPY9+BfuD8FFPNyA5yE+hwAqRoicU+n3ex8gMkK3Phk7atx1iRpRVsVxetjUFbmpDez0lB8dCI0x59q0pUHI8rU5Zwfmxx7ezHyMz71ajdYIjUtxaJveadzLbeOGno3QrQhhuBgTtvUS88GFrE0NAyiZMqWYoOb4IykVHT6IevKmaw46+plyG2J+DsLzLECmMUJjcWhVvQSgbd0mI7RsrR\/cRIbbbGCVKQIUmpOdWNV0DVDom6PWjjqSsHDyeb8+SUIGJCcCSWJ+Bm69+eIC9gAgRGioC4nYHwjt9S2WoE0KrBqhmx\/E1uJk3ERvixXovHs1QgpQsT1yMh1r8GqXHVzvxRX\/nC4jmx\/DJ85fXeAfAvSB\/doKF0V+Vq0JUfE2KfBkhMzNT9u2Z1x8R6KkRUyJUFuuABqpSA8Po5c6OBCjBVvIcM8Wx+c4QH3hphK7c1b1kInexedBWbgfRF4u\/8sna\/xS5YdN92bQbqsnZOt7ZtVljCsruGQIjW+UIvNOmaIL\/qXnUgOvveJKC4OJCgWpZt5o4hDxmQe94Wse9B5AHxj7EEKSTrF29ewMcFPvLKO0O3YdjlnquEGHhaU6MShOfPic62J7x0zAanLBB09AYlWpc13bswWBylpyisTRfsElnDqKcwCfB+1xLKWDMOcgAU0D0MgPXtHDSVcSNMQvNEL1bamtoBo2Keqv7TWwHUoPcYZ2crgQPtQXiWs3Q5dY+hIrVVMUR+JHLUANli3C+jW+b\/3aA+iDkjO8D0kaVlUMW4\/LqZsNY2i9BSvdGiHyMrnkGdOeQ+LiYy2QdlKJItO+XKjRDb6IQU+ZUEmiVHyOFeHhGji4g+6+0xL2Tnx2uuBZP3vNnnqVoFGiHMpC37qLVsOxtXHiil5qzxm5nD6Z2kOmrSjFjjZ9U2TipBoerY0U60l\/APoV8oQ8BPnLFCHgX2ZJZ70Hn71OnLbZRhqWC2ZguTYQFWyw0xSvVR4\/TUbIr0y0oQ4gWkLOFcB6SpZVhcuSuBMBA6NAaH01d8AqDTK0AIs8Lq3dHA6eUz8Iz6lmtz4uMOZ54EKCAXfkJk6GNOaGs1VfTbqUIwFut5KxRy4X3cACbb0W2UsrBG7YItXStbRLi7nwYHjTkkR6yLCn6HnP4OAx\/sP4HOsnLadstBcx0zBxTsoMEguVz2EnXPcp3qWGkZ57U6bBSOkzdoMrXXZKVZIUMNPh\/aJwhEcmrV4BJBVX+ZjL8xw+J1u2Fx5h6hmtYv85YXUKddeoqZfiCTXJBqkmFW+ae8hEbsPS1QL70tOH02JO2sWh34NNN7W1cClB6yQe+zZ8Tj82QnZ0IGqt7SKor0bkrjMD9WfhcEyy1\/w2t\/cQceCSUQg+YZDtYXe6WBe2zVqeWOretbCRzH3p2eLOitAZfJ54MoskdfwC8ADZte3GRFlTw\/2UwCfh5q6RwItoe3iyjXaE0rGFiitKHZ7WIpdiQu7CVuvk4NVT7SUB1J3aGzoFzzPP9lGb4mf07AN31QjaBehz+kScODGNhcrammQypWeLq\/ZDa3OwEYy3XP9ay+Gkzp0cAcWKKvmkhaX2UDmjYyfxeer5YrxqeEyNj4Of52UZA8MUChz4F+Qm1sNvi4nqF0qlryPbw628OmxoxsX5tNoVB6CTsu0CK7Xx7LTe22m08T3wvPAIPzrQ3uPGCpmYSDAFhikU60Sv7pOyfDNlKEqDD6nGLilpw+3CuVw6c5Mh8om0BF\/SHdIvLkmdNQN0UITO4\/PCUzJxOZ\/RacRlrWxtzQs6k604AThfnxA\/YEwXm37pWoVM5jlHE\/O0LE69GzdnbcMUSthG8iT9Q7QQHd89uMv0BDwvPIiW1WyW7IKh9Q39GkvP15hF6xAhR62BMIqkWvemqpTEoxMfWXsQykofqFUcOddFyMiap6x9LqQSvDtog57C5\/lHGYv\/6kvXbPaCvLyP0hTneXJfrGzyDCvuEVk0jZvsZGphWSq7m6wal7l30sSSYw+x7ZpipJYkB1ax5+B55WnhVlFSN9qULR1b99L1\/OTEHe8zBwdV07geuDYDKs19uxJkSMG77C1yO03xpRI13DviBz2Lz+nnza+O6Omm1AqtIlBc00sNuECIKHiVZYpaaXKvOlzMqFdwbXAVtDq59SpVpkhmNDMiebe4uwP2NDxPAHTqHCw+cCyQvQ4UtLU9ZBK156QmGsZ34h1T+17susNtC1wJPRrDXvKusp2WXto5\/QaATmCk9hqzX5Qg8qWHDIZXNEEERAO1IXNvP9z+Up+JF3vt1FoykdTYjSRppzf+S\/A8C9CJB9fhkzgMmOvZ8wluMTxsVcjWBhQmtttJ2olm722FpKeeLZ22kdTuFyJVjwXoRXieB+j4sw\/x6LbkSCzn7kvmvWYMp6mjPr4aqF33bGGnUlsht41B0qPTCS\/D8wpAxzDiHIg+1diWfg0Sg3UqJm7VD4W77NRHDFz1AmlGfnCy9w3wvAjQgYdAl51z3UKz6wYfElCptMg7aIaXORUh2x7Ud+Perd+CzsfLAH2crwK2bUeLzuQiJp1k5nWzY92vquLJ3yRumXJHet6AjIzXAfo4t\/CjQugDdahVad0NpJYkA3eVabVIO+tgwJbkO3pS0B3r844plfEWgE5AJCcOY6YWNUPpxSzJVVSZq54teMoBB3cS5Ofx1Od43QD0nvnU8SaAPk48kdXwDoCX1jm1LVPHAMEnaiMn7oeLwZ2elKffvnN2422TqeN9AH0cW9XKUUacJ8dxLRocs\/CDrRK2P\/Je9LIolN0+d\/jOiTTjrQB9HHk2vdFJFqCq1Y6DBryyByiHsRvhsboythC9eRLteDdAOK4QabboNxUDjxNyH6nYRLooXyI05YTkBtLfiQ2N7wAIxxqimymqroizjf3jYjStkBjFpiDUAg0\/\/SbCr8d3AYTjnpZtSBgZpCOHCodvpHdzfCdAPI7B9Hh8O5H3x\/cDxOPfhMlq\/CmAVuPvheN2\/AhA\/6bxC9DO+AVoZ\/wCtDN+AdoZvwDtjF+AdsYvQDvjF6Cd8QvQzvgFaGf8ArQzLh97z4X7\/z7+D0kSiJAh7TAmAAAAAElFTkSuQmCC\" alt=\"Reacciones m\u00e1s r\u00e1pidas con catalizadores. Materiales y m\u00e9todos\" \/><\/p>\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;\"><img decoding=\"async\" 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\" alt=\"Alquimia estelar y, \u00bfProplasma vivo? : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El Universo y la Qu\u00edmica de la Vida : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Vida! Un misterio que tratamos de resolver : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El Universo y la Qu\u00edmica de la Vida : Blog de Emilio Silvera V.\" \/><\/p>\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 style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Definici\u00f3n de Teor\u00eda Celular \u00bb Concepto en Definici\u00f3n ABC\" \/><img decoding=\"async\" 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\" alt=\"Propuestas de la Teor\u00eda Celular. Necesidad de energ\u00eda (VI). Museo Virtual  de la Ciencia del CSIC\" \/><\/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\u00a0<strong>Matthias Schleiden<\/strong>\u00a0(1804-1881) y\u00a0<strong>Theodor Schwann<\/strong>\u00a0(1810-1882).<\/p>\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;\">La teor\u00eda celular se bas\u00f3 en los adelantos realizados mediante los aparatos de observaci\u00f3n debidos inicialmente a\u00a0<strong>Robert Hooke<\/strong>\u00a0(1635-1703) y a\u00a0<strong>Anton Van Leeuwenhoek<\/strong>\u00a0(1632-1723).<\/p>\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\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda celular: historia, postulados y autores\" \/><\/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\" \/><img decoding=\"async\" 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\" alt=\"Teor\u00eda celular - 10teoria | Teor\u00eda celular, Pared celular, Juegos  matematicos para ni\u00f1os\" \/><\/p>\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\"><img decoding=\"async\" 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\" alt=\"DEFINICION Las vitaminas son sustancias org\u00e1nicas, de naturaleza y  composici\u00f3n variada. Imprescindibles en los procesos metab\u00f3licos que tienen  lugar en. - ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"Gu\u00eda de Alimentaci\u00f3n y Salud UNED: Gu\u00eda de nutrici\u00f3n > La composici\u00f3n de  los alimentos > Vitaminas&#8221; \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0 \u00a0 \u00a0 \u00a0 \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\">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;\">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;\"><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;\">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;\"><img decoding=\"async\" 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\" alt=\"Los microbios, fermentos y moldes . Bacterias; Hongos; fermentaci\u00f3n. Los  microbios de las enfermedades humanas. 225 ahora que esto es conocido, es  f\u00e1cil de explicar los hechos de contagio directo que\" \/><img decoding=\"async\" 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\" alt=\"Fermentos de vida\" \/><\/p>\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;\"><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\u00a0<strong>Walter Fleming<\/strong>\u00a0descubri\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;\">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\u00a0<strong>Edouart van Beneden<\/strong>\u00a0cont\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;\" 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\" src=\"data:image\/jpeg;base64,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\" alt=\"Los cromosomas y los genes - ppt descargar\" \/><\/p>\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\u00a0<strong>Carl Benda<\/strong>\u00a0descubri\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\u00a0<strong>Golgi<\/strong>\u00a0descubri\u00f3 el complejo que lleva su nombre.<\/p>\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;\">\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;\">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;\"><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;\">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;\"><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;\">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\u00a0<strong>N\u00facleo<\/strong><br \/>\n\u2022\u00a0<strong>Membrana<\/strong>\u00a0y<br \/>\n\u2022\u00a0<strong>Cito<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las c\u00e9lulas, teor\u00eda celular\" \/><img decoding=\"async\" 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sfWYaPB8cuEq0hTZRnVsoIzMCGDDRtQCENvXeQ6vZzFMiWw2WwINiAza\/E9235D0ne7KplJNNL7HDYOPdpay4nuKTU6ai13qA2uyh7new1A23irx3GphDWIpEioBmXKylCCL+FyL57D57SLxTC4p2DVcEtQZFAKkq4bKt7lWNwHzaESJQ4BjEwlRBTJNR0ulxmATMxfewu2UddJY7y9z1v1+x0yVe1WO7lagVFTOVL5QbtvlsTpoDr9ZkxvavGZKdVUREYWBsGDsNG53UX5fUyO\/B8acKtDuDYVS265vhsNc1rXJjFcJxrYajS7g2RnOhW+tiL+K3NvaQdZtPl+F6eoNg4hxTGvTovhqa2emHcnLZSbaXZgOshcA7S4hsSMPXCHMSLra4IBYaqSpGnLrK3ifCca9LDqabFUTLkBGhVmALC\/NMuvrtPuC4Ji0xdOqMOqgMpspGRQQA1vFfQE\/PrJu8vemt+m\/Y4dKiInqHSLjmtTb0t76fnNPvcgfeJYj1uZs3HquWiT\/Ev\/yB\/Ka3hkuw9B9LTzP1B\/xX1Jx5ZYUk+pmYUiLnfzniu\/d03cWBA3Ow2FzqNBvMXCuJhqYVm7xhe5UhjubXUWYaeU8q8ijyWqW+UeMW2pvz1mkdo8XURwoHh8RdebJZS3d6jxqFOl9mO4zTfcU1N\/hIzdOfsdZq3FsKtQFDffQg2II1BBGoIOoIlvT55Vd3leGcqHpa4a019TV1Y1AKiDLYFqbqCcwZRZQPCDra6ne1rA7ZauODA06ngcHQkjKbEWZTcga28LEHXQtvK7H0KmGbxqO7Yhi2X92411cKL0238SgqSTcC5ko42i6EMFCMGsWNkLE5gMwHdstxb4rjMRzM9SscZEn5Xo\/VFipXzvVf0yh47wtkdagQ5b+JdSVv+Ui8ZL06i1UJGazoy3U30O\/IzZuDYesutUr3eRgoBGVnuuQ0xsNM2bJ4bDXUiWnE+EpWp5GXS243B5EecqyZv2Kma5X4Izfcq9zBgArhaneCs1hd6aZTtrfI+n9SAy3oYwo1O9QgOG38RzKbWzEIdrHW3znMsRw18Oxv4kv4W2I9RyMseE8aq3ymrUIG2Zi1vS+3yk6hUu6XtF+PN4VeTpv\/APVy2vUt01B\/F7Ty\/GiN6pHPRBqPIgWPyM0HG8Yq95TXvXNxqC1wbnmDoRpzEmnG3IuR4dALBQNSTYCwAuSfmZTUNJF00m2XHHOIZ0LAVHfQKyrkKnk2ZSTYdDMWH4jWy2ao97a3bX23PsZBBLklqYYi+5bu1HqVQKPIXv8AWfQTa+Y5R90inSHlfS\/yvOa40zT+2vJ9xQawb4UN7lvARa297b309D0kmhTWw99LHQ7H0kIqp+4flUqkfOwE8UxlcscxZgFYuyoct1NkpgE8gbnpy1MhUJopzYt87LSrYTzwlA9csRdKSmow5FgbU1+bkfIGecdVtTud7TbOwPBT3QqVBrUYVGHkP9pf+\/5rOdNi76PPyVpGx9m+Gmkmd\/8AcfxOTuL6hfzPmZdRPs9tLS0ZhEROgREQBMNekHVlOzAg26EWmaIBrGA7G4ek61FeqWQggFltcdbIJs0RIRjmFqUD7ERJgREQBERAEREAREQCu41SzUW8irfJWDH6AzWsDuQ266e283WaJxi2FqhX8NN\/9upYlfOnU5gr9lua6Ha8x9XheSU15R2XplxR10B6SuxeJoVGqg0FPc2zMbq5uSCVsAdJGTGshUn4TswN1I8mGklEUHYO1NGbqRvbqNjy+k8a0\/D4NEtIzJhUS1RXqNmW6q7ZstxyuL7ecqq6XYn8pcVjmF7785ENIzmkvCDpvyVjYcEa2NxqLH\/NZruL7LJcvRd6LHfI2UH1Xb5zaq2mpMjq6nTb1koyVD3L0caVLTWyn4fwfu2zO7VHtbMxuZZMlgR5yTk\/T8\/wkOtijmKIhYgXNuUjTrJW3yzi7YXHCIWN4UKyMmW\/hJO23P2mkt2WrI10dTY6XuPwvN9bFHnScf0meG7xvhpN6t4R9ZfivLjWkiLuHy3\/AGaM3A6\/eU6hym1gwudrnXbzlxS4MoF8zG2u\/P2lk9CuA7tkyKRfK19\/lPYNxfqJ3LmyPW\/6LceSa32lDSxVKmXRgFyHQMWKNcZi1gupF7BSfTYyRi8ei2yuHqNcK7Wa9gTZACVQG1huxJ2F5AxNAu+RqbMxe4cHw5ALgHXS0yY1zSplVoUKlNjlJ1cqd9Lm4I9BbTymlaej0It9vDLOlhK9RFdQWTXO5JULY66ArpbrfnMuFw6q7VAS2vhYjKbDY25bbekwYrBWpYapc5Sp8SMQh55AmwsOdtZMwGGfEXN+7oJo72\/4IPtOfYbnzprd1qSrPk7Z7X92SMBhGxlbO9zRVwG\/6jn4aa+umbovqJ1rCUcqAaX522vzt5ch5ASh7L8PAVamTIijLRT7qndz1ZuvPXrNmnpdPi7J+Z5lVtn2IiaSIiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAkLifD6dem1Oot1b3B5MDyIk2IByDifDcTgXIDMEY+Fh8D+TKdL9QZ9w3GVNhUtSb7wBNM\/zDdPUXHlOq4rDJUQo6hlO4P+aHznOe0vZF6N6lK709zzdfXqPP36yjJhi1po4m55RZYTFkEK4AuLqRYqw6qRoR6SxYjlvOd4Dib0fCAHpk3NNtv5lO6N5j53m2cO4klQZqZLADxIf9xPUcx\/ENPSebl6Wo5XKLFk2Z6eNp08SFqWJt4AfqfWXWPSnURiSNRfzU8jNY4zwtMSFdXKVEN0cbja413U6XHl1EUMHVAy1KoYeS5QfXUzO+J0iyWvLPeHOZQTvaazx3CYlKofDKahYAFFPi02I99ZtNastMbjSeKmdKdx4atXQX3RPyJksEvu2QtKlpmp4jiPFKKF6tCoqL8TAh8vm2ViVHmZVVOPV6u2dr9AT+UzcTwdXBVlxNFrHMA4F7Mp0IYbEdZtdPDo6irQQvTO6rq9M80Zd7dDta02ZNTKqUUPAt6bZrWBw2JcWqAql7kE3J9pLxL2BAtcA2Bub26AEG5+cuHepyo1T\/6b\/pIj8KxFQ3GGq\/1rkHrdrTInVVtzv5GrHMwuCurJdcwax+Rt69enykB67MAhXNUNS\/hzEvplAVeXoJsp4GLDvqq097pTIqOfK\/wJbrc+kmYZ0ogjD0xSvoXJz1W9XOw8lsJoxYra14TO1mU+Co4d2bCAHFMyqNVwytd9fvG9qY8hr6TcuCcLOIKu6hKCaIiiynyUdOp5zzwHs8ah7ypcIdbH4n8\/IefP6zdaaBQFUAAaADQATfjwqSmrd8syAT7ES8iIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAab2k7GJUvUw9kqblNkb0+6fp6bzntbC1KVSzBqdRT5qw8wfzE7nIPEuFUa65aqBuh2Yeh3kXJxo5bh+M1To4p1PNls3upF\/nLehiM9h3aD+qof+6TMf2IdTei4cfdbwt77H6Svp4DEUvjpOB1tce4uJW8MvyiDbRsPDeHIRmIQMBuBc\/8rkfIylxZ\/eam9uZ36SxwHEgo10NtjK\/FYU1HzKwBPWQyYl26lHYrVbplZxWiKiFTsRPvZDBXcB7grpcc7S1TgFRviqIB6j9ZLw1GnR0U5m69ZzFjqXyuCWS01pMsMZTVdMzf3Ga\/i3W\/U+csamHr1T4Ea3UjKPc2k7Bdl+dVr\/wr+Z\/T3l7XsiqUzWcNhXqNlRSx8uXmTyE2zhHZtUs9WzvyH2V\/+x9ZeYfDIi5UUKOg\/wA1madUlinR9iIkiQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIB4ZAdwD6iYzhaZ3RP7R+kzxAMH+lp\/8Alp\/aP0mRUA2AHoJ7iAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgH\/\/2Q==\" alt=\"Citoplasma: origen, caracter\u00edsticas, tipos y composici\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\">La\u00a0<strong>membrana\u00a0<\/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;\">El\u00a0<strong>cito<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/strong>\u00a0est\u00e1 formado por un l\u00edquido llamado<strong>\u00a0citosol\u00a0<\/strong>(soluci\u00f3n celular) y gran cantidad de gr\u00e1nulos que reciben el nombre gen\u00e9rico de\u00a0<strong>organelos<\/strong>\u00a0y 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;\"><strong>El n\u00facleo<\/strong>\u00a0est\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\u00a0<\/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 ym s\u00f3lo poco a poco podemos ir comprendiendo la grandeza que en nosaotros 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 conocido.<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F08%2F08%2F%25c2%25bfalquimia-estelar-%25c2%25bfprotoplasma-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='https:\/\/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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