{"id":11946,"date":"2024-07-11T12:39:21","date_gmt":"2024-07-11T11:39:21","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11946"},"modified":"2024-07-11T12:39:57","modified_gmt":"2024-07-11T11:39:57","slug":"%c2%bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/07\/11\/%c2%bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-4\/","title":{"rendered":"\u00bfQu\u00e9 es la Vida? Ya me gustar\u00eda a m\u00ed saberlo"},"content":{"rendered":"<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/la-vida\/page\/2\/\">\u00a0Entradas anteriores<\/a><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<h3><\/h3>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/_WiqMAWNl9Js\/S-f9v081WxI\/AAAAAAAAHZQ\/Qx3yaeofdeg\/s1600\/Scale+of+Nanotechnology.jpg\" width=\"698\" height=\"539\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/cuzsJxE.png\" width=\"791\" height=\"119\" \/><\/p>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/01\/nanofotonica-luz-nanoparticulas-futuro-tecnologico-2\/\" rel=\"prev\">Nanofot\u00f3nica: luz + nanopart\u00edculas = Futuro tecnol\u00f3gico<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/geeknologia.com\/wp-content\/uploads\/2010\/12\/nanotecnologia-huesos.jpg\" alt=\"\" width=\"361\" height=\"270\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"A FONDO: NANOFOT\u00d3NICA\" width=\"286\" height=\"271\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>\u00a0La\u00a0<strong>Nano-fot\u00f3nica<\/strong>\u00a0es la ciencia que se ocupa del estudio de las interacciones entre la materia y la luz en la escala nanom\u00e9trica, as\u00ed como de la fabricaci\u00f3n de material nano-estructurado, modificado de forma natural o artificial, en sus propiedades f\u00edsicas, qu\u00edmicas o de estructura para explorar y aumentar las reacciones .<\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/02\/%c2%a1la-tierra-tenemos-que-seguir-conociendola-2\/\" rel=\"next\">\u00a1La Tierra! Tenemos que seguir conoci\u00e9ndola<\/a><\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.juntadeandalucia.es\/medioambiente\/portal\/documents\/20151\/419676\/fotonoticia_110.jpg\/9ec97056-d909-b8f4-c7b8-2b82aa681bbe?t=1455559208000\" alt=\"Posidonia oceanica&quot;, el ser vivo mas longevo de la tierra\" width=\"478\" height=\"318\" \/><\/div>\n<\/div>\n<div><\/div>\n<div>Cient\u00edficos del C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C documentan un clon de posidonia en Formentera que podr\u00eda tener mas de 100.000 a\u00f1os.<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/services.meteored.com\/img\/article\/-adivinan-cual-es-el-ser-vivo-mas-longevo-del-planeta--881-1_1024.jpg\" alt=\"Bristlecone\" width=\"488\" height=\"345\" \/><\/div>\n<div><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">Bristlecone de las Monta\u00f1as Blancas de Estados Unidos. En ocasiones son gigantes y sinuosos. Rugosos o aterciopelados, mantienen posturas inconcebibles para soportar los estigmas provocados por el viento, la lluvia o por seres mucho m\u00e1s fugaces, como los humanos.<\/div>\n<div><\/div>\n<\/blockquote>\n<div><img decoding=\"async\" src=\"https:\/\/www.lavanguardia.com\/files\/content_image_mobile_filter\/uploads\/2016\/03\/08\/5fa2b747a8bc5.jpeg\" alt=\"Estos son los seres vivos que m\u00e1s a\u00f1os viven del mundo\" \/><\/div>\n<div><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">Muchas de las criaturas m\u00e1s longevas del planeta son acu\u00e1ticas y la lentitud en el crecimiento y en la reproducci\u00f3n son unas de las caracter\u00edsticas recurrentes de estas maravillas de la naturaleza.<\/div>\n<div><\/div>\n<\/blockquote>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.lavanguardia.com\/files\/image_948_465\/uploads\/2016\/03\/08\/5fa2bd7e1db34.jpeg\" alt=\"Estos son los seres vivos que m\u00e1s a\u00f1os viven del mundo\" width=\"562\" height=\"276\" \/><\/div>\n<div><\/div>\n<div>La tortuga gal\u00e1pago vive unos 150 a\u00f1os, algunas alcanzan los 250 a\u00f1os<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/www.lavanguardia.com\/files\/content_image_mobile_filter\/uploads\/2016\/03\/08\/5fa2b31834052.jpeg\" alt=\"Horizontal\" \/><\/div>\n<div><\/div>\n<div>Las almejas pueden llegar a vivir los 500 a\u00f1os<\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/www.lavanguardia.com\/files\/content_image_mobile_filter\/uploads\/2016\/03\/08\/5fa2b813cc1c8.jpeg\" alt=\"Horizontal\" \/><\/div>\n<div><\/div>\n<div><strong>Oak of Mamre<\/strong>, el \u00e1rbol m\u00e1s viejo de la Tierra<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Pero, en cuanto a longevidad entre seres vivos, las plantas son tienen rivales. El organismo viviente m\u00e1s antiguo del mundo se encuentra en Noruega y es una p\u00edcea de 9.500 a\u00f1os. La edad se pudo comprobar gracias al radiocarbono.<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSyKcwUqOhujdmt_ACfBhDPrqxpQQoU-18Fqg&amp;s\" alt=\"El l\u00edmite m\u00e1ximo para una vida humana puede haberse alcanzado ya. Y son 122 a\u00f1os\" \/><\/div>\n<div><\/div>\n<div>Aunque la media est\u00e1 en los 80 a\u00f1os, se conocen casos de personas que llegaron a los 122 a\u00f1os.<\/div>\n<div>\n<blockquote>\n<div style=\"text-align: justify;\">El planeta Tierra es nuestro hogar y, a veces pienso que se comporta como un Ser vivo. Ella sola se recicla y lleva a cabo las transiciones e fase necesarias para &#8220;limpiar&#8221; lo que sobra y seguir adelante conforme a los par\u00e1metros necesarios para que la Vida, contin\u00fae hacia un futuro incierto.<\/div>\n<\/blockquote>\n<div><\/div>\n<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/s03.s3c.es\/imag\/_v0\/770x420\/d\/0\/f\/tierra-aparicion-vida-ep.jpg\" alt=\"La vida tiene un nuevo ingrediente - EcoDiario.es\" width=\"634\" height=\"346\" \/><\/div>\n<\/blockquote>\n<div><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">Desde aquella Tierra primigenia que comenz\u00f3 a enfriarse y que conten\u00eda todos los elementos necesarios para que el asombroso suceso tuviera lugar (el surgir de aquella primera c\u00e9lula replicante que comenz\u00f3 la fascinante aventura de la vida), desde entonces, han pasado algunos miles de millones de a\u00f1os y, la atm\u00f3sfera, los oc\u00e9anos, la radiaci\u00f3n, la luz y el calos que nos env\u00eda el Sol&#8230;<\/div>\n<\/blockquote>\n<div><strong>\u00bfQu\u00e9 es la Vida? Nos preguntan en el t\u00edtulo de este trabajo, y&#8230;<\/strong><\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/estaticos-cdn.prensaiberica.es\/clip\/487259b8-cea2-4516-bf14-dc41f27dce1b_16-9-discover-aspect-ratio_default_0.jpg\" alt=\"Netflix estrena 'La vida en nuestro planeta': las cinco extinciones masivas seg\u00fan Steven Spielberg - El Peri\u00f3dico\" width=\"722\" height=\"406\" \/><\/div>\n<div><\/div>\n<div><\/div>\n<div>https:\/\/youtu.be\/eDDpTUDKpsk<\/div>\n<div><\/div>\n<div>\n<div>\n<p style=\"text-align: justify;\">Lo cierto es que no podemos contestar a esa pregunta con propiedad. Sabemos lo que son los seres vivos e incluso, es posible que existan algunas especies que estando vivas ni lo podamos saber ni las podemos detectar. Sabemos de los materiales que son necesarios para que la vida est\u00e9 presente en nuestro Universo y, en \u00e9stas mismas p\u00e1ginas hemos expuestos amplios trabajos sobre el tema de la vida, su posible origen, de c\u00f3mo se \u201cfabrican\u201d los materiales necesarios para su existencia, en las estrellas\u2026 Se podr\u00eda decir, sin andar muy lejos de la verdad, que la vida, es la materia evolucionada hasta el nivel de la consciencia (si nos referimos ala vida en su m\u00e1s alta expresi\u00f3n).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2014\/0215-meteorito.jpg\" alt=\"\" width=\"543\" height=\"309\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los meteoritos, como se ha podido demostrar en muchos estudios realizados sobre una diversidad de ellos, son portadores de amino\u00e1cidos necesarios para la vida. Recordemos aqu\u00ed, por ejemplo:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEl meteorito <strong>Murchison<\/strong> recibe su nombre de la localidad de <a title=\"Murchison, Victoria (a\u00fan no redactado)\" href=\"http:\/\/es.wikipedia.org\/w\/index.php?title=Murchison,_Victoria&amp;action=edit&amp;redlink=1\">Murchison, Victoria<\/a> en <a title=\"Australia\" href=\"http:\/\/es.wikipedia.org\/wiki\/Australia\">Australia<\/a>. Los Fragmentos del <a title=\"Meteorito\" href=\"http:\/\/es.wikipedia.org\/wiki\/Meteorito\">meteorito<\/a> que cayeron sobre el pueblo el 28 de septiembre de <a title=\"1969\" href=\"http:\/\/es.wikipedia.org\/wiki\/1969\">1969<\/a>. El meteorito, una <a title=\"Condrita\" href=\"http:\/\/es.wikipedia.org\/wiki\/Condrita\">condrita<\/a> carbon\u00e1cea tipo II (CM2) conten\u00eda <a title=\"Amino\u00e1cido\" href=\"http:\/\/es.wikipedia.org\/wiki\/Amino%C3%A1cido\">amino\u00e1cidos<\/a> comunes como la <a title=\"Glicina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Glicina\">glicina<\/a>, <a title=\"Alanina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alanina\">alanina<\/a> y <a title=\"\u00c1cido glut\u00e1mico\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%81cido_glut%C3%A1mico\">\u00e1cido glut\u00e1mico<\/a>, pero tambi\u00e9n algunos poco comunes como la <a title=\"Isovalina (a\u00fan no redactado)\" href=\"http:\/\/es.wikipedia.org\/w\/index.php?title=Isovalina&amp;action=edit&amp;redlink=1\">isovalina<\/a> y <a title=\"Pseudoleucina (a\u00fan no redactado)\" href=\"http:\/\/es.wikipedia.org\/w\/index.php?title=Pseudoleucina&amp;action=edit&amp;redlink=1\">pseudoleucina<\/a>. El informe incial estableci\u00f3 que los amino\u00e1cidos eran <a title=\"Mezcla rac\u00e9mica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Mezcla_rac%C3%A9mica\">rac\u00e9micos<\/a>, apoyando la teor\u00eda de que su fuente era extraterrestre. Se aisl\u00f3 tambi\u00e9n una mezcla compleja de <a title=\"Alcano\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alcano\">alcanos<\/a> que era similar a la encontrada en el <a title=\"Experimento de Miller y Urey\" href=\"http:\/\/es.wikipedia.org\/wiki\/Experimento_de_Miller_y_Urey\">experimento de Miller y Urey<\/a>. La <a title=\"Serina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Serina\">Serina<\/a> y la <a title=\"Treonina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Treonina\">treonina<\/a> se consideran habitualmente como contaminantes terrestres y estos compuestos se encontraban notablemente ausentes en las muestras.\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/5e\/Murchison-meteorite-ANL.jpg\/800px-Murchison-meteorite-ANL.jpg\" alt=\"File:Murchison-meteorite-ANL.jpg\" width=\"587\" height=\"391\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0 Fragmento del meteorito Murchison y part\u00edculas individuales aisladas (se muestran en el tubo de ensayo).<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cM\u00e1s investigaciones encontraron que algunos amino\u00e1cidos estaban presentes en exceso <a title=\"Enanti\u00f3mero\" href=\"http:\/\/es.wikipedia.org\/wiki\/Enanti%C3%B3mero\">enantiom\u00e9rico<\/a>. La <a title=\"Homoquiralidad (a\u00fan no redactado)\" href=\"http:\/\/es.wikipedia.org\/w\/index.php?title=Homoquiralidad&amp;action=edit&amp;redlink=1\">homoquiralidad<\/a> se considera una propiedad biol\u00f3gica \u00fanica. Se pon\u00edan en entredicho algunas afirmaciones sobre la base de que los amino\u00e1cidos que entran en las prote\u00ednas no eran rac\u00e9micos en el meteorito, mientras que el resto si lo eran. En 1997 las investigaciones mostraron que los enanti\u00f3meros individuales de Murchison estaban enriquecidos con el <a title=\"Is\u00f3topo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Is%C3%B3topo\">is\u00f3topo<\/a> <sup>15<\/sup>N del <a title=\"Nitr\u00f3geno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Nitr%C3%B3geno\">nitr\u00f3geno<\/a> en comparaci\u00f3n con sus correspondientes terrestres, lo que confirmaba una fuente extraterrestre del exceso del enanti\u00f3mero <small>L<\/small>-enantiomer en el sistema solar. A la lista de materiales org\u00e1nicos identificados en el material del meteorito se le a\u00f1adi\u00f3 el <a title=\"Poliol\" href=\"http:\/\/es.wikipedia.org\/wiki\/Poliol\">poliol<\/a> en 2001\u2033<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/f\/ff\/Murchison-meteorite-stardust.jpg\" alt=\"File:Murchison-meteorite-stardust.jpg\" width=\"305\" height=\"229\" \/><\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Par de granos del meteorito Murchison.<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cAbundando en la idea de que la homoquiralidad (la existencia de solo amino\u00e1cidos de la serie L y az\u00facares de la serie D) fue provocada por la deposici\u00f3n de mol\u00e9culas quirales de los meteoritos, la investigaci\u00f3n demostr\u00f3 en 2005 que los amino\u00e1cidos como la <small>L<\/small>&#8211;<a title=\"Prolina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Prolina\">prolina<\/a> es capaz de <a title=\"Cat\u00e1lisis\" href=\"http:\/\/es.wikipedia.org\/wiki\/Cat%C3%A1lisis\">catalizar<\/a> la formaci\u00f3n de az\u00facares quirales. La cat\u00e1lisis es no lineal, lo que significa que la prolina en un exceso enantio-m\u00e9rico del 20% produce una <a title=\"Alosa\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alosa\">alosa<\/a> con un exceso enantiom\u00e9rico del 55% comenzando con el benziloxiacetaldeido en una reacci\u00f3n secuencial de tipo ald\u00f3lica en un disolvente como el <a title=\"Dimetilformamida\" href=\"http:\/\/es.wikipedia.org\/wiki\/Dimetilformamida\">DMF<\/a>. En otras palabras una peque\u00f1a cantidad de amino\u00e1cidos quirales podr\u00edan explicar la evoluci\u00f3n de los az\u00facares de serie D.\u201d<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.periodistadigital.com\/imagenes\/2014\/02\/19\/nasa-polvo-espacial--644x362_560x280.jpg\" alt=\"\" width=\"560\" height=\"280\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Muchos de los meteoritos hallados en la Tierra y venidos del espacio exterior traen muestras de la materia necesaria para la vida<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Imagen: Fotograf\u00eda de uno de los fragmentos del meteorito. Las muestras fueron recuperadas para su an\u00e1lisis en un estudio financiado por la NASA | H. Siegfried Via ABC.\u00a0 La teor\u00eda de la Panspermia, que defiende la aparici\u00f3n de la Vida en la Tierra como consecuencia de la llegada a nuestro planeta procedente del espacio exterior de las primeras formas de vida, tiene otra prueba a su . No es la primera vez que se descubren amino\u00e1cidos en un meteorito. Anteriormente, cient\u00edficos del centro Goddard de Astrobiolog\u00eda los hab\u00edan encontrado en las muestras del cometa Wild-2 y en varios meteoritos ricos en carbono.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/photos.demandstudios.com\/getty\/article\/137\/213\/sb10065243r-001_XS.jpg\" alt=\"\" width=\"294\" height=\"393\" \/><img decoding=\"async\" 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\" alt=\"Estado puro del carbono \u2013 Alotropos cristalinos - Quimica | Quimica Inorganica\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1l es la diferencia entre la roca de pizarra y grafito (carbono puro)? - Quora\" \/><img decoding=\"async\" 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\" alt=\"Podr\u00eda existir vida que no est\u00e9 basada en el carbono? \u2013 Ciencia de Sof\u00e1\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Aunque parezca amorfo y feo en algunas de sus formas y estados, el Carbono puede llegar a conformar las cosas m\u00e1s bellas, tales como\u2026 \u00a1La Vida! Podr\u00eda ser que, ese elemento llamado Carbono sea el m\u00e1s importante que exista si tenemos en cuenta que\u00a0el\u00a0<strong>carbono<\/strong>\u00a0es el elemento en el que est\u00e1 fundamentada\u00a0<strong>la vida<\/strong>. Las propiedades qu\u00edmicas del\u00a0<strong>carbono<\/strong>\u00a0le permiten a este elemento unirse con una gran cantidad de \u00e1tomos distintos para formar mol\u00e9culas enormes y complejas.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Cada cosa viviente est\u00e1 basada en el carbono, hasta la fecha no se ha encontrado ninguna clase de vida basada en otro elemento. Est\u00e1 en nuestra atm\u00f3sfera, en la corteza de la tierra y en los cuerpos de las plantas y animales. respiramos, exhalamos di\u00f3xido de carbono. Cuando las plantas respiran, toman el di\u00f3xido de carbono. Sin carbono, la vida no podr\u00eda darse. El carbono es el bloque b\u00e1sico todas las formas de vida en la Tierra. Afortunadamente, es tambi\u00e9n uno de los elementos m\u00e1s abundantes en nuestro planeta. Al igual que toda la materia, el carbono ni se crea ni se destruye, por lo que todos los organismos vivos deben encontrar una manera de volver a utilizar continuamente el suministro finito que se encuentra disponible.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-SGto8soHUaM\/T5UQBj0seLI\/AAAAAAAAWCI\/QLG_CuynlZg\/s1600\/abella-Madre%2BTierra1.jpg\" alt=\"\" width=\"309\" height=\"393\" \/><img decoding=\"async\" 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\" alt=\"La composici\u00f3n del Universo est\u00e1 cambiando en este mismo momento\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Carbono est\u00e1 presente en todo el Universo. Incluso existen estrellas de Carbono<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/9\/94\/1e15m_comparison_cat%27s_eye_nebula_barnard_68_one_light_year.png\/256px-1e15m_comparison_cat%27s_eye_nebula_barnard_68_one_light_year.png\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUVFRgVEhUYGBgYGBgYGBgYGBgYGBgYGRgZGRgYGBgcIS4lHB4rIRgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHjQkISc0NDQ0MTQ0NDQ0MTQ0MTU0NDQ0NDQ0NDE0NDQ0PzQ0NDQ0NTQ0NDE0NDQ0NDQ0NTQ0NP\/AABEIAKoBKQMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAACAwABBAUGB\/\/EAEAQAAICAQMCAwUDCQYGAwAAAAECABEDEiExBEEFUWEGEyJxkTKBoRQjJEJSc7LR8DM0Q3SxtBaDs8Hh8URTVP\/EABkBAAIDAQAAAAAAAAAAAAAAAAIDAAEEBf\/EACcRAAMBAAICAQMEAwEAAAAAAAABAhEDIRIxQRNR8GFxsdEUIuEE\/9oADAMBAAIRAxEAPwD4zJJJIQkkglkVIQkZjFmv9TQ+sXLXneUWmWUgmMLUduJNPcSF4n6Bl1KqEokLRv8ACui99kTHqVNRrU2yj1MniXSe6yMgYNoJGpdwa7j0mRWIhEk87wPkemswASVLhASaVhSCeub2oR1wK\/SowwKFS3eqFfaHfgTyqiPx1e4vb\/0Yu5m+38eh\/EsPRdH7QqjDIOnTWru6sGZaLkmiBsQNVD5SsftExxZMWXGrrkc5dyy6XPlXacRVhaYh8cN9o6C49N\/jHjPv8WHEcYUYRpVgxJIrewflC6n2k94uMZsCO+NdCOxYfCONSjZqnKdIrJiIq+4sfKHPHGLr0ZeaWmdlPaH9Hx9OcKlceT3urUwLNqsiuwPE15PbR2y5shwJWfGqMoZhst0VYbg7meYqUwHby7+cv6PG32jO9PQdV7UjJ7n3nTY2GJGQKWbSVau3YiuZh8Z8cbPjx4lRUx4QdKhix35JZtzOURK+UOeLjWYvXoB78noOj9qGTBixPhTJ7l9eJmYgqb4IHI+fpGP7ZM2XM7YVKdQqrkxlm0kqoUMG5BoD6TzBhJjv5CR8HHrbXv8Avf5B2vSZr67qFcgriXGqigq2SfVmPJ9Z0cXtPeJMPUYFzriNoWZlZR+ySvI\/kJxGIJomgAa7xFQ\/pzSSfx6Bptej1A9sW0OjYMel8oyhVLKFYAUKHK7XRjR7bn3+TP8Ak6FsmMY2XU1UBRI27ivpPIESiIP+NxfYF8lfc7ngHtAelOUrjVxlTQVYmgpJseuxqO6v2ryEYFwKuFMDa0VSW+P9pidzsSPvM8+PKufrBMN8MOvJrv8A5n8AebSzT1PXe17OuZceFcbdRXvnVmYttRAB2W\/TzMYvtmQ3TN7hP0ZSqjU3xWKs7ffPIyQf8bizM\/Mz+Oi\/qV9z0+P2rNZ0yYFfFnf3hxlmGltrKsN+w+k5\/jnjuTqcgyNS0uhVWwFSq0+s5FyQ54ol6l2U7prGyGVLVbl6DDBBkkkkISSSMRQbs19xNyEKAHn\/AOYIkIklFl1DQ1vCfEVq6+JQwo3sb58jtKRSTQ5O0jCX3GBQ3HMDTUPRpsGww7V9d+0atNsdvI\/zgPoal5fuIAhKIbYyNiJFErQ5nH2TQR2hKI7qOpZyGfcgBeANhwIKiC2NUoiDkUDY8uPUTRiw+dRaR6CLqjXwTO9mlOm2sWQKs1sD5SzhHnLxXVXCIiG3p0\/9VOpCj04P61ep7TK\/Tm+ZvYbTO1wppmPnS66MvuDFNjPlN2r0jMb0QRyDYh+bRn+nNdejllK5EArOl1C6iWPJJJ++ZTj4rn8Iya0TycDQjHiJNQszAfCvH+s09QgQaQQT3I7ekxEQk97FUkli9iagxxgEQ0xFIW0ExjCAYSFUilYg2DR8xCyJVbg2L2PHoYEhMsEGSXKllEklmVIQkkkkhCSSSwJCFSSSxIQkJTUY+EqFJ\/WFj6kb+XEXKCwu4xdt654O+3qPWABLWUwkWfWMUecALGKILY2TRiyCqbcfiJb4a43B4MWg85qxPRPdT284pvPRontYzOBGKs0tgBGpNx3HcRarBdDfBr2RVmpMQ0atQvVWmt6q9V\/hUWixyJFOhsIZ0xrcciN0yY0mgJEVXZ0+PuezMUlL0ZZHcVSaQd6PxcUO\/E1+7iWSSbFc0aujCyQClTayRbY4xUZvAz1CKBBqP2jwPL1mjHhoam4HA8zM+Q6jZ7\/SEq7F1OIwML5imWa3SopljlRmcmdliyk06N5vw+EZDjbMq2i7Fuw9PnGKhbjTiMIDCburRBWhtWwJ2qm7jnf5zJkQjn+hDTE3OCahLjJBIBIHPpewuSpUMRgBElQ1ajctsZABINHg+fykKwBjBlypZRJJJJCElypJCEliVCAlFlyCSpYkCCANQlPaChhLKYchqsaoi1jUEXTHShirGIJFG303jkX8YqmaJkLDYNjmbFxB912b9nsflM6JHosTTNE61nwCuOo5UmnHTbNsezfzjD05U0RE1Y+eN+16F48c0rjhY8c148UzXZu4IeGdcIo2eOBXP8ohsU6YwwHwQFyDL4Xhy3xQcfTXzsBuTOivTFjQ5i+soDSvA5Pmf5R03vSMdRm6c3qG1fIbATIyTc2OJfHHTQtcWowMkW6TY+OKdI5UKriwx1NKeIuqHGrHQTZXsT6wHWohljUxFTiEsaNj8YgiaHWLZY2WZbkzkQaml0G1G7AJ2Ox8oIwGro151t9YaYhyZSITZCaBJNcX2+UJlgEQkxTWASoZWTj7pYOASQ3YkkncmDLKKklgSpCEhhiIMOzVduZRaLNneVU09LnChgVDBgRv2PYj1iSJWh50RYaiCojVEFsZKDRe8cixaCaEEVTNMSGix6JJiSPRJnqjVEaREmhEhIk0IkRVGuOMLB0pYFgNl53mvpnH2XFj8R8olFrg88zThSIujTxQ\/LBwwVwbHYxoEiiXMzenTmVKxFAyxJJKLLulIHJ2J9PKc7Kk6FRObHCisYjl4VXa9nNdIt8c2OBFMRNE0BHFKXZhbHAyLQAsEHcjyIPedJ8aH7JPG9+feZsiLGzYq+OWtRy8y2SeL8pndJ03C+Uy5CI+aMHJCRgZIDIZqdohzHy2ZLlGdkmkeIuMJwbaC2s7b2BXMQzn6xDRqMvIkhbQGhtAMYjLTLxrZ347+gl51AJ0mxZo+Y7WO0XcowhbfWA3KkMksEuSEy0ZBV8bf13lFlS4T1ZoULNDyHYSpCyxCEiiGqwWxkoix6iPHQP7sZdPwFiobtqHIgInnF0x8QwkWaUSLQVNKMIimbI42NxpN\/T4kOrUSKFrQu27A+QmJMnpNKZZnrTdx8aXs0ok1Y0mTHkj0eZqTNc3M\/GmkII7GszK0042ia0fwuae4OCwtMinaXFGnSql1JJKIQRWSNiMphT7KbxNsx5TFPibRr\/VuuRd1fEvK0x5HmqEYb5ey3yRD5YDtM7tNEyZ65gne+JlyPCLxGTJ\/rz3j5kyXyNgnIQb8uIQ6q3L5AHu7B2s1V7TO7xTGPSMd2WzQGMomATGJGe6I0BjLYwGhpGemQyXtBuVCFkkkkkIOzZWY2zEmgLPkBQH0AgVKuWJRa7LqGFlIpJoQiK2PYymMSWEWNUQA0MEwGOnocMprTZ03ddvnXnIkQzQ0fzgtDppJmpWjVbzmJXmhAavt5xdSaY5DYjx6PMCtHo8TUmuOQ6KPHI8wo4r1v7qjVeIqQnbN6PNOLJOYjzRjeJqRnFyNM6+N44TF0zbFjwPxPlGjNczVHZ04tUjRJFjJKOSoPiw2GzQHCsPhNN5Hv8AKZ8maZMmSMiDNzcqzAepBBozFkabD1QI0vuOx7j+cydRhIGobjzH\/ea4WeznctfYyM0zu0Y7TM7TTMmarKdohjDZojJsaMdKM9UCTLdKG53B3HevO+IBMFr57GNSM9UCTcUTDYwDDQiuymMGEZWmELabBlgecJKvfiU1dpCsBMkuVITCCGRB27RjV2utuZCIZgzFTamjRF\/OUzXuTvf19YfU9QrhKRU0qFJX9Y\/tH1iNd8ysC8gxCVoq5YMpoNVg4KWICgknYACyT2AEqq5ghyNwSCOCNiD6GQN58ysC8uxqmNVjxEK0YrQGjRFYala4xWm7wfN04TIMysWK\/AVqg3r6TAi6moHnizXMU0aIvXg9XjVaY1aNR4tyPVG1HmnB8RoTnK82o+lfVvwETUjIr5Nz5uFXgfie5kTLOcuSNTJFOB08zdadMZZTZJk1xmBGdgqAljwB3i\/A2O+uyPkmd3g5mIJB5Gxmd3jZgw3fYTvAXqWXg\/d2i2eLBjlKM9UaHVX3GzeXY\/Kc3MKsGwbjXaoB6kMKff17iOlNCrazv2ZGMUxmnNhIFruPP+cze8oEUN6+cfJlvojstDbfub7dtom5bCCTDSM9VrKJgyyZUJC2SWIJlSytCZagyQ1UEd9VihWx85AWLkkYSpCiQgYMksouXcGXcosKWDAuGPnW39CQtMIywKNc\/KLuQSsCVdjQYYMSphhpTQ2aNCvCV4gGMUxbRomjShuGrTMrRyEtsO5i3I+aOihWywvQKq+SfL6xTZSxvzicuYbKOB+J84sNA8fka7XpGxXjUfeYQ8ajQHIcV2dJXhpmKmwSD2I2P1mRG2lq+8V4nR1ZjCzPMztHZLMQ1Dkw5Ri5U\/LooAmR2AEW2euJlfITzGzLZndKe32w8mWZ3MjGLLRyky3bp9jEzFeD90ttLcbHy7fdMxMq4eCnfWP0aG6UhC500G01fxXV3p8vWYyY9c17NuPxgZMfccQl+omlvaFSpcowhTKuSSVIVpdy1JG4gySECYk7ncmDLEP3fqPrLJgOk1faDJckhRJIzGBY1XVi65rvULqNOs+7srfw3zXa\/WQgmSSSQhYMIGVKlBIY6kVfcXLBgCSQJMaDDBiQYdwWhs0OE0htA9T+AmfAO54ErJkJNmA1pomsnfkMPDDxAaErynJFZv6fp2e9CltIs0LoDkn0hJfG3n\/Riel698er3bFdSlWo1ankH0iDkgOWO4+TH2dZOOZYYDvMeJ9pZaJ8ezqrmTlNI05M3lMGR413mZ\/OHE4ZP\/RbYBaAzSMYEckc+qHqU0NqLa7GkUNJ5u\/wmWW23eDcNIRVFupBIOxHMUxlkwTCSFUyXDV6i7lGXgKpoaaPHMArBhBvOTCan7CyKBwb2iobLAkKZISqTx6n6bmDIDLBLkuVJIXpdTs9R4MDlxY8TEnJhTJ8VCiyFyu3oJxhPo\/hSjWuw\/uvSfwGL5a8VqClaeU6X2bzPpooA4RlJbnXq0jjn4GgdP7P5XCsrIQzaAdRA1aWbc15K30nofF3KYFKEqfybBuu3\/2+U3YB\/Z\/vsX+1zTO+esb\/AD0M+mjwvU9AUK2ysCdNowbjST8vtV8wZr6vweupbBjPBpS2xOw8vn2g5MY0YjQs5Gs0LPxLyZ710H6QaF+9G9b\/AOD3h8vK4SYMwnp4fF4IynKc5KjCtsBRLEsUUKTsBYO58uIseDlwz4GDIpX7XwsAzKnxDgfEw78bzudV\/b+IDt7ttu2zip6DLgQBlCqF90PhAFf3jD2gPnpd\/cJQmeH\/AOHMvvDiDJq03Vm\/1tqrb7J9Nx5yvB+gwZFcu2QMiPkYKFrSpUUCeSdX4T3HR84\/njH3fpm34D6Txfs9\/wDL\/wArm\/ixwo5KtPf0KcpYE3s3kL6UKkagPiNMoZWdC4HFqp4uXg8GbGVyOMeRPgJXUQCrkqrE1sLB+k9Vi\/tR6t0t+v5jNz5yeFKKxbf4fSf9bJFvnrN\/YaoWnnMfgDHKquVXHeMlg1bZGIUKSPtGj27TF1XhDKuTIpBx43KHf4gNRVb2q9p7BRYx3+z0R+\/3uTeX12MFXBAr8ztW2\/U5b2lTzVufnwE0eM6PokOI5szME94MYCAFtWnUzG+wFbd77Td4V4D7xkYteJn0EqaYWrFSbBH6u43qafBcYOAggEflePYgEcMOJ6To1HvKrYP09DsPzT8CXy8zncJKPLP7Os5T3FkNjxsxY\/rOWAUEDj4b9Jz8PRKcGXIxYPjfGunavj13fexoM9Q5\/Mj930v8WSczwEfm3\/zXTfxZJc3TT\/dB5jMH5Ay4hmtShIXY7gkWL2nY6jwEaFOMtqb3WgNppi4JYKRwVqz6TV7Qj8w\/o\/T16fmVnR6Pn5L0hHodLbiZ75Xm\/r\/Rrin4nExez7DWMm7fAEVW06i7MoNlTsCp29JzG8CcgtrxhQobUWpSC2jY12YgfeJ6Twj7QPf3uDf\/AJzzN4soHTZABQGEUBwP0tZccteWfqiuX0cP\/hzKeGx76K+I\/wCIpKdu9GYcvhbjF774dIYKaNkE3QO1dj3ntOlHxL8+h\/geV1ONTgIIBF9NsQCPs5O0bHPXlhjpHjum6LH7oZszOFZzjQKATaqGZjZ4GpRQ8zNvh\/s8zOi5K0MyBtLAOgdCyFgQQLFHvzNXs5jVsCBgGH5XwQCN8LXsfkPpO90o\/Oj1bo79f0cc+cLl5XOpC1Kw8D4T0i5sgRm02GI4BYgWFBOwJ4szV1HgjXlOMmsQ1Mr\/AAuAApawNtidt9+014MC62+Ff7o7cD7Wk7\/P1npvFvsZP3GX\/p9LGXyNUs+QZlNPTxHifgz4BqcqQG0HS102kMBx+ywM7PWezZC6MRYkvj0hgpDF0LE2N1CgHnmN9sPsP\/mV\/wBtinb8O\/ts37zph93un2i65r8VX58EULWjyA9ls3mgsoBbEai4OigRe5BG\/cS29nD7vWHAPu0fSRepncoFWuNx3noPA91W\/wD9HT\/xPGL9gfuMH+5lPnsi40eP8Q8LyYVBYqRrZSVN6XUbqfWcwz1\/tjtjNbfpefj5CePM1cVOp1iq6eFQ0Qk0Of5CDKEYCQySGSQo\/9k=\" alt=\"Octubre 31, 2018. R Leporis: Una Estrella Vampiro. \u2013 ASTRO\" width=\"358\" height=\"205\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong><strong>&#8220;R Leporis\u00a0<\/strong>\u00a0(Estrella carmes\u00ed de Hind)\u00a0es una\u00a0<a title=\"Estrella variable\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estrella_variable\">estrella variable<\/a>\u00a0de la\u00a0<a title=\"Constelaci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Constelaci%C3%B3n\">constelaci\u00f3n<\/a>\u00a0de\u00a0<a title=\"Lepus (constelaci\u00f3n)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Lepus_(constelaci%C3%B3n)\">Lepus<\/a>, cerca del l\u00edmite con\u00a0<a title=\"Eridanus\" href=\"https:\/\/es.wikipedia.org\/wiki\/Eridanus\">Eridanus<\/a>. Visualmente es una estrella de un color rojo v\u00edvido, cuyo brillo var\u00eda entre\u00a0<a title=\"Magnitud aparente\" href=\"https:\/\/es.wikipedia.org\/wiki\/Magnitud_aparente\">magnitud aparente<\/a>\u00a0+5,5 y +11,7.\u00a0A una distancia aproximada de 1100\u00a0<a title=\"A\u00f1o luz\" href=\"https:\/\/es.wikipedia.org\/wiki\/A%C3%B1o_luz\">a\u00f1os luz<\/a>, R Leporis pertenece a la rara clase de\u00a0<a title=\"Estrella de carbono\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estrella_de_carbono\">estrellas de carbono<\/a>, siendo su\u00a0<a title=\"Tipo espectral\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tipo_espectral\">tipo espectral<\/a>\u00a0C6. En estas estrellas, los compuestos de carbono no permiten pasar la luz azul, por lo que tienen un color rojo intenso.\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\">La primera imagen es un Gr\u00e1fico comparativo del tama\u00f1o de varios\u00a0<a title=\"Objeto astron\u00f3mico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Objeto_astron%C3%B3mico\">objetos astron\u00f3micos<\/a>\u00a0dentro de la escala de un a\u00f1o luz. De izquierda a derecha, las\u00a0<a title=\"Nebulosa\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa\">nebulosas<\/a>\u00a0<a title=\"Nebulosa Ojo de Gato\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa_Ojo_de_Gato\">Ojo de Gato<\/a>\u00a0y\u00a0<a title=\"Nebulosa Stingray\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa_Stingray\">Stingray<\/a>\u00a0y la\u00a0<a title=\"Nube molecular\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nube_molecular\">nube molecular<\/a>\u00a0<a title=\"Barnard 68\" href=\"https:\/\/es.wikipedia.org\/wiki\/Barnard_68\">Barnard\u00a068<\/a>. La segunda imagen es R. Lepori.<\/p>\n<p style=\"text-align: justify;\">Un\u00a0<strong>a\u00f1o luz<\/strong>\u00a0es una unidad de\u00a0<a title=\"Distancia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Distancia\">distancia<\/a>\u00a0que equivale aproximadamente a 9,46\u00a0\u00d7\u00a010<sup>12<\/sup>\u00a0<a title=\"Kil\u00f3metro\" href=\"https:\/\/es.wikipedia.org\/wiki\/Kil%C3%B3metro\">km<\/a>\u00a0(9 460 730 472 580,8 km).&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/elementos6-131117162358-phpapp02\/95\/elementos-6-7-638.jpg?cb=1384705524\" alt=\"Elementos (6)\" \/><\/p>\n<p style=\"text-align: justify;\">El carbono es el elemento qu\u00edmico que sustenta toda la vida en la Tierra. En la naturaleza existen 92 elementos qu\u00edmicos en natural. Es decir, 92 tipos distintos de \u00e1tomos. Son las peque\u00f1as piezas que se combinan entre s\u00ed para formar toda la materia conocida. Los \u00e1tomos se combinan para formar mol\u00e9culas, y las mol\u00e9culas se unen para formar la materia. Todo lo que vemos a nuestro alrededor se forma con s\u00f3lo esos 92 elementos. Incluidos nosotros mismos.<\/p>\n<p style=\"text-align: justify;\">El 95% del cuerpo de los seres vivos se compone por s\u00f3lo cuatro elementos: carbono, ox\u00edgeno, hidr\u00f3geno y nitr\u00f3geno. De ellos, el carbono es el m\u00e1s importante. Sin \u00e9l, no podr\u00eda formarse el ADN. Las prote\u00ednas, gl\u00facidos, vitaminas y grasas son compuestos de carbono.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"De qu\u00e9 est\u00e1s hecho? 73% del cuerpo humano proviene de la explosi\u00f3n de estrellas masivas | RPP Noticias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRgRVFnc2U7nEKYYSwnz7kRRtVRy_HjLeJOSw&amp;usqp=CAU\" alt=\"Hijos de las Estrellas, somos materia estelar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El carbono es un elemento muy abundante en el Cosmos. Los \u00e1tomos de carbono se unen entre s\u00ed formando largas cadenas que sirven de base para construir otras mol\u00e9culas m\u00e1s complejas. facilidad para enlazar mol\u00e9culas es lo que permiti\u00f3 la evoluci\u00f3n hasta los organismos vivos. En la tierra primitiva se dio una excelente combinaci\u00f3n de grandes cantidades de carbono y agua, que fueron determinantes para el origen de la vida. El carbono es la base qu\u00edmica de la vida en presencia de agua que, en el Universo, tambi\u00e9n est\u00e1 por todas partes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_y2LTRCBjQk8\/TQ-vxEI4ZiI\/AAAAAAAADy0\/NRAws1QL4F4\/s1600\/Bacteria.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n aqu\u00ed, donde se forman los pensamientos y los sentimientos, el Carbono est\u00e1 presente. <em><strong>Los hidratos de carbono\u00a0<\/strong><\/em> son una parte necesaria\u00a0 para cualquier persona sana , ya que aportan el combustible\u00a0 que el cuerpo necesita\u00a0 para su actividad\u00a0 f\u00edsica. El cerebro necesita los l\u00edpidos y otros jugos que lo mantienen \u201cengrasado\u201d y a punto.<\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/d9\/Diamond_and_graphite2.jpg\" alt=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/d9\/Diamond_and_graphite2.jpg\" width=\"738\" height=\"551\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El Carbono es un elemento esencial para muchas cosas, y, podr\u00edamos destacar, sin temor a equivocarnos que, la vida, es la m\u00e1s importante de entre todas ellas. En cualquier parte que queramos mirar\u00a0 nos dir\u00e1n, del Carbono, cosas como \u00e9stas:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.monografias.com\/docs115\/estructura-compuestos-del-carbono\/img1.png\" alt=\"Estructura de los compuestos del carbono - Monografias.com\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEl carbono es un elemento notable por varias razones. Sus formas <a title=\"Alotr\u00f3picas\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alotr%C3%B3picas\">alotr\u00f3picas<\/a> incluyen, sorprendentemente, una de las sustancias m\u00e1s blandas (el grafito) y la m\u00e1s dura (el diamante) y, el punto de vista econ\u00f3mico, uno de los materiales m\u00e1s baratos (carb\u00f3n) y uno de los m\u00e1s caros (diamante). M\u00e1s a\u00fan, presenta una gran afinidad para enlazarse qu\u00edmicamente con otros \u00e1tomos peque\u00f1os, incluyendo otros \u00e1tomos de carbono con los que puede formar largas cadenas, y su peque\u00f1o <a title=\"Radio at\u00f3mico\" href=\"http:\/\/es.wikipedia.org\/wiki\/Radio_at%C3%B3mico\">radio at\u00f3mico<\/a> le permite formar enlaces m\u00faltiples. As\u00ed, con el <a title=\"Ox\u00edgeno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ox%C3%ADgeno\">ox\u00edgeno<\/a> el <a title=\"Di\u00f3xido de carbono\" href=\"http:\/\/es.wikipedia.org\/wiki\/Di%C3%B3xido_de_carbono\">di\u00f3xido de carbono<\/a>, vital para el crecimiento de las <a title=\"Planta\" href=\"http:\/\/es.wikipedia.org\/wiki\/Planta\">plantas<\/a> (ver <a title=\"Ciclo del carbono\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ciclo_del_carbono\">ciclo del carbono<\/a>); con el <a title=\"Hidr\u00f3geno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidr%C3%B3geno\">hidr\u00f3geno<\/a> numerosos compuestos denominados gen\u00e9ricamente <a title=\"Hidrocarburo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburo\">hidrocarburos<\/a>, esenciales para la industria y el transporte en la forma de <a title=\"Combustible f\u00f3sil\" href=\"http:\/\/es.wikipedia.org\/wiki\/Combustible_f%C3%B3sil\">combustibles f\u00f3siles<\/a>; y combinado con <a title=\"Ox\u00edgeno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ox%C3%ADgeno\">ox\u00edgeno<\/a> e hidr\u00f3geno forma gran variedad de compuestos como, por ejemplo, los <a title=\"\u00c1cido graso\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%81cido_graso\">\u00e1cidos grasos<\/a>, esenciales para la vida, y los <a title=\"\u00c9ster\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%89ster\">\u00e9steres<\/a> que dan sabor a las frutas; adem\u00e1s es vector, a trav\u00e9s del <a title=\"Ciclo CNO\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ciclo_CNO\">ciclo carbono-nitr\u00f3geno<\/a>, de parte de la <a title=\"Energ\u00eda\" href=\"http:\/\/es.wikipedia.org\/wiki\/Energ%C3%ADa\">energ\u00eda<\/a> producida por el <a title=\"Sol\" href=\"http:\/\/es.wikipedia.org\/wiki\/Sol\">Sol<\/a>.\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/slideplayer.es\/slide\/12479504\/74\/images\/7\/Estructura+Tetra%C3%A9drica.jpg\" alt=\"QU\u00cdMICA DEL CARBONO. - ppt descargar\" width=\"779\" height=\"584\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hacia 1860, varios qu\u00edmicos sugirieron que la asimetr\u00eda \u00f3ptica de los compuestos org\u00e1nicos deb\u00eda surgir a partir de la estructura tetra\u00e9drica del \u00e1tomo de Carbono.\u00a0 A finales del siglo XIX, la teor\u00eda correcta fue formulada de manera independiente, por dos\u00a0 qu\u00edmicos que, de manera simult\u00e1nea, dieron con la clave al sugerir que, el \u00e1tomo de Carbono de un compuesto carbonado se encuentra situado en el centro de esa estructura tetra\u00e9drica, unido mediante enlaces qu\u00edmicos a otros cuatro \u00e1tomos, situados en uno de los v\u00e9rtices del tetraedro. El \u00e1tomo de Carbono puede albergar 8 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/09\/el-carbono-%C2%A1que-elemento\/\">electrones<\/a> en su corteza, tiene solamente cuatro; por tanto, por decirlo de manera sencilla, dispone de cuatro plazas vacantes que pueden ser ocupadas por <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/09\/el-carbono-%C2%A1que-elemento\/\">electrones<\/a> de las cortezas de otros cuatro \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Capitulo 2\" \/><\/p>\n<p style=\"text-align: justify;\">La teor\u00eda que es correcta, fue expuesta por el joven franc\u00e9s Joseph Achille\u00a0 Le Bel, y el otro, el joven neerland\u00e9s llamado Jacobus Henricus van\u00b4t Hoff, ambos razonaron que tal estructura tetra\u00e9drica ser\u00e1 asim\u00e9trica y no superponible a su imagen especular.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-Q0tNjjMOc34\/UDYGj39k1dI\/AAAAAAAAAHA\/NHq0JgZKjs4\/s1600\/BIOQUM%7E1.JPG\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los bioqu\u00edmicos, es decir, los qu\u00edmicos que estudian los procesos de los seres vivos, no pueden imaginar de vida alguno (excepto, tal vez, alguna forma inactiva muy elemental) que no requiera decenas de miles de clases distintas de tejidos, cada uno de ellos dise\u00f1ado para llevar a cabo una labor altamente especializada. Pensemos, por ejemplo, en la complejidad de un ojo, que no es m\u00e1s que uno de los muchos \u00f3rganos del cuerpo.<\/p>\n<p style=\"text-align: justify;\">El ojo tiene que sintetizar compuestos determinados para poder constituir cada una de sus partes: el cristalino, los m\u00fasculos que permiten cambiar la de \u00e9ste \u00faltimo, los que abren y cierran las pupilas, las capas de la c\u00f3rnea, los l\u00edquidos que llenan las distintas vavidades, la retina, el coroides, la escler\u00f3tica, el nervio \u00f3ptico de los vasos sangu\u00edneos\u2026 Cada una de ellas necesita sustancias enormemente complejas que, adem\u00e1s, deben poseer las propiedades adecuadas para hacer exactamente lo que se supone que hacen.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"tejidos del cuerpo humano by Jose Franco\" \/><img decoding=\"async\" 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\" alt=\"Los tejidos fundamentales del cuerpo humano - Monografias.com\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1les son los principales tejidos del cuerpo humano?\" \/><img decoding=\"async\" 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iJkEZJvYnWSo3bs8uG1XLHGr1L4NL8eNcM6ivSbBkA9egvzuD+VJ\/xTg7X+UR2HHc7fCqJ1wbpJqjsEa7W2sRvfw8vGvEmBw3WDSBpdd1sCu3efGqd+iuPjxfNl+OlODJIWYM30VDEnyFt6abpTDpLKkzW4gJYjxIJBrPRSRxxuyqNUTEBiOXd4bGszmeKx99wbv6pS245KO\/bwqzFBz7S+Sa8WN9nQx0wguoKyjVwOi4PuNXeDxaSoHQ3B9hB5Edxri2XyYto2d9oozq7dtWpe5eXHfurp\/RWfV1gHDsNbxZTf8hXJLS6tP4IZsEYx1I0lFFFcMgUUUUAUlLSGgM3h2+bXy91ZZcciRhXLlQGu2kWv3kgWsT7jWhw7NpACk\/71zt8VJHOUNrK99PEldR0rt3tt+VZ3dNo9LC4qrZpcuQmNyWCnSxUWU6bkbG4uTYKPAqe41U4k2R3YgFVIsAANwQTb2gDuuwpvE5kNGz3bU1+Wm5YjTbjuPK3jUXE4pGjZjYXa1uGyWbTfuuTf\/TVLeyNLSUG292aDoDKQ+IXsAdgkWIcsb3J8BwrWT4iw2tXMuiuYn5YrXuXUo3dfs7Xt33Wt88m1T37MzVBJige+oSguzEfyKW87WuPj8K9OrHutU7IMMC7A8CrA+0WqUV0V5JdmF6eQmNoMWo9X5t\/I9pb+HrD3V5ni6xEkSxdbFfEEbr7R8bVrczyoSxS4Z9rgqDyYbq3vtXPujeKZGfDSXDIWWx8Da1V5FW563gZdUdLNt0Tz\/q2WNz82\/qk7ab7gHkL38jtW3OLd9oluPpt6v+nvauTzw6SQBsbn2njblfj763vQrOTLH1UjfOJbf6afyt+h8aswZOmY\/wDp+JX6kV8lx6JDkNK7SHlwX2AVMiwca+qij2VIApa1OTPGK7OhaCS23Z7vMUxET1RVRdm7KjxPeeQFSc7\/AIEn3f1FLlXqUs6MYDJkjsW7TfAeQq1tRS0cm+QRMfhusjZL2JGx5MDdT7CBWNzLAY+RtXUISoKraRQOO7b71vKKi1ZOGRw4OWDoxmGjq+qTSW1NeRdze\/dU4dH8f1hlZI72sqhxsPaONdFormhF31UzkWPyHHhAvVyeszNpAcNfhfSb7eVZzEYeWNyZHaIjvIdSPIECu\/14eJW4qD5gH86vjmcY6VQ+qk+TiqZkBCU1lnkYai3E8yalelryBkBcxroQKCxLeAG5rrBy2C9zDFfnoX9qeiwyL6qIv3VA\/Ks7je7LPrPwcsgynGTRCNcO6gm5Z+wLE7+tv8K6D0dywwR6XsXY3a3AdwUHvsKt7UtdUUijJnlNUxaKKKkUhRRRQBSGlpKApMILRp5D8qrpej2FeRpTCnWEEFhqB35C9gfGrLBi8afdH5V6nawsKzSfKNcFdGNzHoQZWLpIgF72ZTfbxHht7BUGfoRPoCKYie1c6mFyykX3HdYbV0DCnaqjpZmIhhHH5x1jB4adQJv8PjUGlRNyk3pMhlHRZsJLHNM6G1ysaEszvbyAABNzWhlzlge1hm0c1YFvw2t8akQ4cX1HUzEAaiSTblc03joxpNRnN8o2Y8UW6lye+uSRQ0Zupv8ADiCO4jlVj0eXtk\/ZP6ViMqxRTENH\/JIrH\/Uvf4XF71vOjaes3kP1\/arMbtpmTyY6LQ5neFsRIPJv0Ncu6fZaY5ExsY2JVZLdzDZWPmBY+IFdplQMCpFwdjWTzXLVKvBKNSOpXzB7\/Mbe6rMkSPiZnCRj8FIssYcG9wPfTUGLbDTJKv8AKe0OaH1x+vmKpMAWweKbCSns37LHgQfUYeBHxvWgx0QI\/wA8v89vOsjuLPok45o10zq+DxAkQOOBAqResd0FzC8Cox3UmM+a+qfapFbEVuhLUrPls+P05uJBzz+BJ939RS5V6lJnn8CT7v6ilyr1KmUk4UUCloCgxWNnfFnDQtHGI445Hd0Llusd1VFAZbbRsS2\/EeNVmYdLkVplRiSqTJH\/AA2UzQpI76gH1gfNkXZVXsnfcVd4\/JUlkEweWKQLoLxvpLpfVpbY3AJJB4jUbEXNeVyGMdYoaTq5es1Q6hovLfWw21AsSTxtck2uaARc8j3Vg2pZIYmsBbXMiOpG\/q2kF6rsF0qURYNp1OqdIiWUoFVpGCDsFtdtTAXAIF6mr0djDq+uY2aJiCws7xKFV3sN20qAeANhtfemE6JQAKFeYKoiWwYWKwymSIG63sjMbb7i172oCVnWfphjZopXtG0raAvZjVgGY6mFz2hsLk0mD6QI79WY5Ek1ujI2glWSNZdyrEEFHUixPGxtUnMcoim1l9XbieI2Nuw5DNbxuo3qHispw5LTda0ZMusurgWcxrhym4IsVVV08b8LGgGML0vhkDsqS6USN7nRqYyhDGipq1EsZFUNbTquL7GpkmeqgPWxSxsIpZip0MdERUNujkXOsWF+fCow6K4cBQzSlUjEUYZv4ajRujABtV4ka5J3FxTuL6OpIAJJsQx0Soz6lVnjk06kbSoFuwtiACLcdzcCOekehJpHUuqTaECmNG09Skm\/WOoY9o7Dfht31OwGdpNJoiSRl0I5kOkKBImtBu2okjuA2pmTo3EWLK8qEvrurDskxCJtNwbBkAB8RcWN6l5VlMeHFo9Xqxp2jfaJdC+3SPbQFnRRRQBRRRQBSGlpDQFJg5LRL90flXkrfem8GLovkKcxcoRCx4KL+dZZ9m3GqSodww2prHYSOWNo3UMpHA9xG4I5EGq\/Lc1udL6Rq3Q8AR9HzFTsTPbYbseAHee7yFcTVWiUoNS3KrKr9WNRuRdSeekkfpTeYNYVOGH6tAP8uapc0k7LeVUzZvwbuzP5cmvGC3BA7E+zSPia6hkUdowfpEn2cB+Vc56JYc6HkPF2NvursPe35V1PCR6UVeQArThWx5\/mz1TY9UbG4USKVPsPI1KtSGtD3MKdHM+lfR35UhXZZ476GPf9hj9E9x7qymXZi5VopQVljurKeO21\/E113PsL2RKvFeNvo\/2rlPSfABsU84kEbDQLn1WIjBsbd54e6smWKR7PheW488FlkOY9VI4uNLqGtve4Ok6fEX4W3tXS8nzFZUFjc+64\/estgcuSTCh40tKo1DUNxIt+x4d49oqZkUxdO0pjk3fTtcKTYE8twaR1Qa9mUeTOGdtrZmizv+BJ939RRlXqVEzDE6sPIG9YL79xuKl5X6lak7VnnNNOmTxS0gpa6cCqHpVPMkSGLUAZFEjLq1JGQ1yNCsw7WgEgGwJO3EX1JQGE+U4yNo9Mkk7vFL1aBJEVWtKyPIWQBxYRoblWBCkDtWrxgs2lEp0y4qSNBgmk1xtrXrDOst06sMBdY7gCy27rGt9amRh0DtIFAdlVWa25VSxUE8gXb3mgMH8txzsAXkiDa+pdo5LFvlMqgSIsZuAgisraeySb8SFllnQdWOtjTr8cXcI+0jTdZCezG5KlHLCwsTYE32PQbUWoDCGGYfLFd5nlb5NIAEYxuojhV2jVlIALq4KXuB76kfL5VSdmOKacNIDGA6xxp1wVHRghGkIVa66mI1bX4bO1FqAouik8rQt1rO7LJIqsysjMge6GzAE9kjc8avqKKAKKKKAKKKKAKQ0tJQFHgR82vlSYuASKyHgRakwTfNr5U6zVmmbIcIzEGGEbvG2+k7X7wdwf88as4ZFX1QB5CkzDL+tGpGCSLsCdwRx0sBx86o3wWN+ig8dYt57i\/wAKzuMk\/tN0ZRmvue5c4nFC1yazGZYrrD1UZ3PE8hz8hUtcilc\/OzWHeE3PvIsPdVpg8sjhUiNdzxY7s3meXhUowt\/cdeSMItRG8vgVAka2sulRbfl\/vW7U1iUw6lt7jfiDY1pxhZF3SVvJxqHv41rgl0eVnvZssb0XqsabErxRH8VJHwpv0sw9eGQeQvVqi3wUWWcihgQeB2Nc66Q9FtUjDWVDC42uDa24udjsAa2Yz6LvDDzFMY\/GQSpYvY8VJB2P7VGeFyW6LceTSzHdA8RIsuJhkY76W0kHsE3TYnjsgPLb205h8y6qQmQqko2f6DtYaXB+rkH4WFW+GxkYa7EagLXsb9\/vG5qugkR7iULqBKNsSssRNwAeII4g+YqieOVJUzQtNtl9i5BJCzgEbcD3G428at8qPY2tWdOMhSExxhrabAWrwcfuGj1IbWJ+ly2rThwzaqjPlkrNoKWstBn0i+uFb4GrPBZk8nCE256hb48alLHKPJVZa0XqFio5yfm5IlW38yMxvzuHA+FQPR2LJGvGEeCRIL\/ivUCSRdE1DmzSJdtYJ5Ldj\/21X4jInfjiJGP2gCPcLUwcDiY\/VSOQfZOg+5tvjUW37FkYRfLLBs2PEQyHz0j4XqHJ0oRTZkt5stVWNxrurJJHiEuCNkc28ioINZ5sk18GxB\/9l7\/lU4U+XRphgx1v\/puV6Qg8ImtzDKakpnkX82tfNSR7xeszluAmRAiQSnxfSl\/GxO1SZMtxjerGi\/ecf\/kGq7d7CWLDxqNTBjY39R0byIv7uNSL1hZejGLfdvk4PcdT3HkQtT8FlmZR2AxEWkdza5L+G4BHvqSszzhFftlZraKg4Jp9xMsQ5FGY3\/0su3vNTq6UhRRRQBSUtIaAy2GxkaqAzoCBYgsAb+2vT4+P6yP8S\/vV7iMIH40x6MWqniRdHM10VGGx0eneSMG\/0h+9eJMZH9ZH+IfvV36MWj0YtHiR3137GcOKj+sT8QobFR\/TT8QrRejFpfRaU9JB537GYTEx3\/iJ7x+9aeLNoNIvNFwH86\/vSejFpfRaVOMUiuc9R69L4f66L8a\/vR6Ww\/10X4xXn0WlHotKkQG3x2EPGSA+bLTEhwR\/6kI8nA\/I1L9FpR6LSuqTXYM9mOCwltUcyX7x1g3Hh41CiihPGUD2rWu9FpR6MWuucvcnGSXRlMRhoQhKzKxtsoKkk8tqntlaiIyBmuLWBtvc2t51d+jFqVHh1AtYHgfaK7HJJdkZU+ilwOR3s0ht9gfqavkQAAAAAcAK91S9LFc4OYIHJ07hL6ymodYEtvqMeoC29+FclOUnbI0WhnQKW1LpW92uLC3G57qcDg8CP9+FYjMMZAsUaYIQx4dpCJHVBEissYZAzNE6gmwFyvFQtwdqSHMJYpGkkdQzfIWldVOhozrR3BZRZd1ubC1+4VE6bjUL27+XfXusAmbSannfrNRixaoyrpOlMayoRqUgaY9DEkHsgmxqyy3NJmwWKfX1kkXXhHA1agqa0I7Kh+NgQu9hQGsotWMhxGLSUXnlkUTQJpaOPSUli1OSVQHZzsQdrWN6g+n8Q8KkTiNlw8LSsVCWl6wiRA7IypIQLWIIB4gXvQHQq8FgOJ47DxrHR5tK5mbrpY5QhOHw7IgMinDB1dgUJZtZa9iACgW3OPJmrS4jDtqLxJLhTqCkAPJhsWj724lyi27iQNjQG7ryWHv4Vz7B59ipNSpI4DnBst1V5IhLiGSVGtGqhlTTdbNoJ3JrRZ4hVsFdmIXEAM5AJ7UEqKWIFgSzKOFrkUBoRS1z\/AZrNE0Su8jqY5fmY0QOGQzuZHTRuGCKAVIAawKnVVv0OzGSXrVeTrApjKtcN2XjBI1hEDWYMLheY7tgNTRRRQBRRRQBSUtFAJRS0UAlFLRQCUUtFAJRS0UAlFLRQCUUtFAJS0UUAUUUUAlqLUtFAJai1LRQCWotS0UAlqLUtFAJai1LRQCWoApaKAKKKKA\/\/9k=\" alt=\"Los tejidos fundamentales del cuerpo humano - Monografias.com\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Miles de millones de tales tejidos especializados son esenciales para las formas vivientes de la Tierra. Es imposible imaginar que la evoluci\u00f3n de \u00e9stos haya podido realizarse sin la ayuda del Carbono, un elemento que sobrepasa a los dem\u00e1s en su capacidad de formar una variedad casi ilimitada de compuestos, uno de ellos con propiedades espec\u00edficas.<\/p>\n<div style=\"text-align: justify;\">El compuesto m\u00e1s simple es el <a title=\"Metano\" href=\"http:\/\/es.wikipedia.org\/wiki\/Metano\">metano<\/a>, un \u00e1tomo de carbono con cuatro de hidr\u00f3geno (valencia = 1), pero tambi\u00e9n puede darse la uni\u00f3n carbono-carbono, formando cadenas de distintos tipos, ya que pueden darse enlaces simples, dobles o triples. Cuando el resto de enlaces de estas cadenas son con hidr\u00f3geno, se habla de <a title=\"Hidrocarburos\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburos\">hidrocarburos<\/a>, que pueden ser:<\/div>\n<div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div>\n<div>\n<div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hidrocarburos saturados - EADIC - Cursos y Master para Ingenieros y Arquitectos\" \/><img decoding=\"async\" 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alt=\"Hidrocarburo arom\u00e1tico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"HIDROCARBUROS INSATURADOS: ALQUENOS Y ALQUINOS - CiberCuaderno\" \/><img decoding=\"async\" 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\" alt=\"ALCANOS, ALQUENOS Y ALQUINOS: HIDROCARBUROS SATURADOS (2\/14). FORMULACI\u00d3N QU\u00cdMICA ORG\u00c1NICA - YouTube\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><a title=\"Hidrocarburo saturado\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburo_saturado\">saturados<\/a>: con enlaces covalentes simples, <a title=\"Alcanos\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alcanos\">alcanos<\/a>.<\/div>\n<div style=\"text-align: justify;\"><a title=\"Hidrocarburo insaturado\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburo_insaturado\">insaturados<\/a>, con dobles enlaces covalentes (<a title=\"Alqueno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alqueno\">alquenos<\/a>) o triples (<a title=\"Alquino\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alquino\">alquinos<\/a>).<\/div>\n<div style=\"text-align: justify;\"><a title=\"Hidrocarburo arom\u00e1tico\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburo_arom%C3%83%C2%A1tico\">arom\u00e1ticos<\/a>: estructura c\u00edclica.<\/div>\n<div style=\"text-align: justify;\">La gran cantidad que existe de compuestos org\u00e1nicos tiene su explicaci\u00f3n en las caracter\u00edsticas del <a title=\"\u00c1tomo\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%83%C2%81tomo\">\u00e1tomo<\/a> de carbono, que tiene cuatro <a title=\"Electr\u00f3n\" href=\"http:\/\/es.wikipedia.org\/wiki\/Electr%C3%83%C2%B3n\">electrones<\/a> en su capa de <a title=\"Valencia at\u00f3mica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Valencia_at%C3%83%C2%B3mica\">valencia<\/a>: seg\u00fan la <a title=\"Regla del octeto\" href=\"http:\/\/es.wikipedia.org\/wiki\/Regla_del_octeto\">regla del octeto<\/a> necesita ocho para completarla, por lo que cuatro <a title=\"Enlace\" href=\"http:\/\/es.wikipedia.org\/wiki\/Enlace\">enlaces<\/a> (valencia = 4) con otros \u00e1tomos formando un <a title=\"Tetraedro\" href=\"http:\/\/es.wikipedia.org\/wiki\/Tetraedro\">tetraedro<\/a>, una <a title=\"Pir\u00e1mide (geometr\u00eda)\" href=\"http:\/\/es.wikipedia.org\/wiki\/Pir%C3%83%C2%A1mide_%28geometr%C3%83%C2%ADa%29\">pir\u00e1mide<\/a> de base triangular.<\/div>\n<div><\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div>\n<div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Carbono (C) - Escuelapedia - Recursos Educativos\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Grupo carbonilo - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\">Los compuestos de Carbono conocidos superan en m\u00e1s del doble al conjunto de los restantes compuestos conocidos. Los tejidos de cualquier ser que vive sobre la superficie de la Tierra, un virus microsc\u00f3pico hasta un elefante, est\u00e1n constituidos por sustancias que contienen Carbono.\u00a0 Algunos bioqu\u00edmicos van incluso m\u00e1s all\u00e1 al definir la propia vida como una m\u00e1s de las complejas propiedades de los compuestos de Carbono.<\/div>\n<div style=\"text-align: justify;\">\n<div>\u00bfC\u00f3mo se las arregla \u00e9ste ser un elemento tan vers\u00e1til y adaptable?<\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-n4ONhrmo3BQ\/U1bFdQpErlI\/AAAAAAAAABk\/p6_BdR9PUlM\/s1600\/imagen+2.jpg\" alt=\"Quimica Org\u00e1nica BIO404: El Carbono en los seres vivos\" \/><\/div>\n<div><\/div>\n<div><strong><img decoding=\"async\" src=\"http:\/\/losseresvivos.com\/wp-content\/uploads\/2019\/05\/composicion-quimica-de-los-seres-vivos-3.jpg\" alt=\"Composici\u00f3n qu\u00edmica de los seres vivos - Los seres vivos\" \/><\/strong><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Los Seres vivos est\u00e1n formados principalmente por <strong>C<\/strong> carbono, <strong>H<\/strong> hidr\u00f3geno, <strong>O<\/strong> ox\u00edgeno y <strong>N<\/strong> nitr\u00f3geno, y, en menor medida, contienen tambi\u00e9n <strong>S<\/strong> azufre y <strong>P<\/strong> f\u00f3sforo junto con algunos hal\u00f3genos y metales. De ah\u00ed que los compuestos de carbono se conozcan con el de <strong>compuestos org\u00e1nicos <\/strong>(o de los seres vivos).\u00a0Pero\u2026, cuidado, tambi\u00e9n hay muchos otros compuestos de carbono que no forman de los seres vivos. La parte de la Qu\u00edmica que estudia los compuestos del carbono es la <strong>Qu\u00edmica Org\u00e1nica<\/strong> o<strong> Qu\u00edmica del Carbono<\/strong>, pues este elemento es com\u00fan a todos los compuestos org\u00e1nicos.<\/div>\n<div style=\"text-align: justify;\">\n<div>En la pregunta que hac\u00edamos m\u00e1s arriba, s\u00f3lo podemos dar una respuesta: Es que el Carbono es un gran \u201ccombinador\u201d: debido a que su corteza dispone de espacio para cuatro <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/04\/%C2%A1el-carbono-esencial-para-la-vida\/\">electrones<\/a> m\u00e1s, se puede enlazar a otros \u00e1tomos de Carbono y formar cadenas de longitud indefinida, de manera que eslab\u00f3n de la misma (cada \u00e1tomo de carbono) tiene dos ramas, por as\u00ed decirlo, a las que se pueden unir otros \u00e1tomos o grupos de \u00e1tomos, como los colgantes de un brazalete.<\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/i1.sndcdn.com\/artworks-000041057621-5j7wco-original.jpg?d53bf9f\" alt=\"\" width=\"490\" height=\"381\" \/><\/div>\n<div><\/div>\n<div>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Muchas de estas mol\u00e9culas est\u00e1n presentes en las Nebulosas<\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/cienciadebolsillo.com\/uploads\/textos\/varios_hidrocarburos.JPG\" alt=\"\" width=\"335\" height=\"296\" \/><\/div>\n<div>\n<div>La cadena puede ser sencilla o compleja y ramificarse en distintas direcciones, pueden tener los extremos sueltos o bien unidos formando lazos cerrados o anillos. Si dos mol\u00e9culas tienen exactamente el mismo de \u00e1tomos de los mismos tipos, pero difieren en la forma en que est\u00e1n dispuestos, se dice que son is\u00f3meros.<\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRoBWipqkRWVMFzkOq2RR_h946M58-aPk_AUk0ahrBYjBuza_4-iA\" alt=\"\" width=\"327\" height=\"154\" data-height=\"154\" data-width=\"327\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/7\/76\/Ethane_conformation.gif\" alt=\"Archivo:Ethane conformation.gif\" width=\"267\" height=\"200\" \/><\/div>\n<div>\n<div>En la <strong>isomer\u00eda<\/strong> los \u00e1tomos se distribuyen de distinta para cada <strong>is\u00f3mero<\/strong> <strong>\u2026<\/strong><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><strong>Hidrocarburos<\/strong><\/div>\n<div>Son compuestos org\u00e1nicos formados \u00fanicamente por \u201c\u00e1tomos de carbono e hidr\u00f3geno\u201d. La estructura molecular consiste en un armaz\u00f3n de \u00e1tomos de carbono a los que se unen los \u00e1tomos de hidr\u00f3geno. Tambi\u00e9n son los compuestos org\u00e1nicos m\u00e1s simples y pueden ser considerados como las sustancias principales de las que se derivan todos los dem\u00e1s compuestos org\u00e1nicos. Los hidrocarburos se clasifican en dos grupos principales, de cadena abierta y c\u00edclicos. En los compuestos de cadena abierta que contienen m\u00e1s de un \u00e1tomo de carbono, los \u00e1tomos de carbono est\u00e1n unidos entre s\u00ed formando una cadena lineal que tener una o m\u00e1s ramificaciones. En los compuestos c\u00edclicos, los \u00e1tomos de carbono forman uno o m\u00e1s anillos cerrados. Los dos grupos principales se subdividen seg\u00fan su comportamiento qu\u00edmico en saturados e insaturados.<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.profesorenlinea.cl\/imagenciencias\/molecula004.jpg\" alt=\"\" width=\"512\" height=\"309\" \/><\/div>\n<div>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El Carbono y el Hidr\u00f3geno son fundamentales la Vida<\/div>\n<div><\/div>\n<div>\n<div>Aqu\u00ed, por ser un tema apasionante, hemos comentado en m\u00e1s de una ocasi\u00f3n, la importancia del Carbono para la vida y, tambi\u00e9n hemos tratado ya la cuesti\u00f3n de si puede existir vida en alg\u00fan planeta sin la presencia de compuestos de Carbono. Por supuesto, nadie sabe contestar esa pregunta pero, muchos bioqu\u00edmicos piensan que la auto duplicaci\u00f3n y la mutaci\u00f3n son demasiado complejas para que puedan producirse por medio de alg\u00fan de mol\u00e9culas que dejen de lado la gran variedad y flexibilidad de los compuestos de Carbono.<\/div>\n<div>El Carbono, es un elemento de posibilidades maravillosas y, hasta tal punto es as\u00ed, que la vida en nuestro planeta, est\u00e1 presente gracias a ese fant\u00e1stico elemento que, posiblemente, sea el actor principal en todas las formas de vida que puedan existir en el Universo, dado que, como he dicho tantas veces, lo que pasa aqu\u00ed, tambi\u00e9n pasar\u00e1 all\u00ed: Todas las leyes del Universo funcionan de la misma manera en Galaxia y en cualquier otra, en este mundo y, tambi\u00e9n en cualquier otro mundo que, como el nuestro, re\u00fana las posibilidades necesarias para el surgir de la vida.<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-TMBXpWOCtiI\/TgULjALqN1I\/AAAAAAAABo4\/UdCkfH_7Rf4\/s1600\/alien-crystal-silicon-based.gif\" alt=\"\" width=\"495\" height=\"393\" \/><\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div>\n<div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0 Se han imaginado y recreado posibles formas de vida basadas en el Silicio en planetas de alta temperatura<\/div>\n<div><\/div>\n<\/div>\n<div>Las <strong>bioqu\u00edmicas hipot\u00e9ticas<\/strong> son especulaciones sobre los distintos tipos de bioqu\u00edmicas que podr\u00eda revestir una vida <a title=\"Extraterrestre\" href=\"http:\/\/es.wikipedia.org\/wiki\/Extraterrestre\">extraterrestre<\/a> ex\u00f3tica en formas que difieren radicalmente de las conocidas sobre la <a title=\"Tierra\" href=\"http:\/\/es.wikipedia.org\/wiki\/Tierra\">Tierra<\/a>, con distintos grados de plausibilidad. En estas bioqu\u00edmicas hipot\u00e9ticas com\u00fanmente se emplean elementos distintos del <a title=\"Carbono\" href=\"http:\/\/es.wikipedia.org\/wiki\/Carbono\">carbono<\/a> construir las estructuras moleculares primarias y\/o se produce en solventes distintos del <a title=\"Agua\" href=\"http:\/\/es.wikipedia.org\/wiki\/Agua\">agua<\/a>. Las presentaciones de la vida extraterrestre basadas en estas bioqu\u00edmicas alternativas son comunes en la <a title=\"Ciencia ficci\u00f3n\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ciencia_ficci%C3%B3n\">ciencia ficci\u00f3n<\/a>.<\/div>\n<div>El Silicio es el elemento m\u00e1s pr\u00f3ximo al Carbono en cuanto a su capacidad de combinarse consigo mismo y con otros elementos formar muchos compuestos diferentes, pero sus cadenas son relativamente cortas e inestables en comparaci\u00f3n con las de los hidrocarburos (compuestos de carbono que contienen hidr\u00f3geno). El Boro es otro elemento que se cita a veces como posible base para una vida sin Carbono, pero sus propiedades hacen que sea todav\u00eda peor candidato que el Silicio.<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.bertolo.pro.br\/fisica_cosmologia\/Cosmologia\/Cosmology\/alien-lowgravity-planet.gif\" alt=\"\" width=\"409\" height=\"393\" \/><\/div>\n<div><\/div>\n<div>Solo podemos imaginar lo que pueda estar presente en otros mundos<\/div>\n<div><\/div>\n<div>Claro que, si todo eso es as\u00ed (como parece que es), creo que la Vida en el Universo (al menos en su mayor representaci\u00f3n), tambi\u00e9n, como en la Tierra, estar\u00e1 basada en el Carbono. Lo cual, no quita la posibilidad, por extra\u00f1a que \u00e9sta pueda parecer de que, otras formas de vida desconocidas nosotros puedan estar pululando por ah\u00ed fuera. En lo que llevamos vivido, en lo que la Ciencia nos ha mostrado, en las inmensas y asombrosas maravillas que hemos podido con la Mec\u00e1nica Cu\u00e1ntica y con las leyes cosmol\u00f3gicas que rigen en el Universo, hemos podido aprender una cosa: \u00a1Nunca digas que no! Todo lo que podamos imaginar\u2026 podr\u00eda ser una realidad por asombroso que nos pueda parecer.<\/div>\n<div>\n<hr \/>\n<div>\n<div>\n<div><a href=\"http:\/\/noticias.univision.com\/article\/1732633\/2013-11-07\/mundo\/bioplasticos-los-materiales-del-futuro#\"><img decoding=\"async\" src=\"http:\/\/s1.uvnimg.com\/noticias\/estados-unidos\/photo\/2013-11-07\/bioplasticos-los-materiales-del-futuro_655x438.jpg\" alt=\"\" \/><\/a><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div>En otros trabajos hemos hablado de los materiales del futuro y\u2026 \u00a1mira por donde! tambi\u00e9n el actor principal es el carbono que est\u00e1 presente en los fullerenos y en el grafeno que dan unas posibilidades incre\u00edbles para las nuevas t\u00e9cnicas de la electr\u00f3nica, comunicaciones, y otros menesteres de las actividades humanas que nos llevar\u00e1n hacia un futuro de incalculable riqueza tecnol\u00f3gica.<\/div>\n<div><\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<div>\n<div><img decoding=\"async\" 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alt=\"El Carbono y sus formas alotr\u00f3picas - Qu\u00edmica en casa.com\" \/><img decoding=\"async\" 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\" alt=\"Al\u00f3tropos del carbono: carbono amorfo, grafito, grafenos, nanotubos\" \/><\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div>La tercera alotr\u00f3pica del carbono despu\u00e9s del grafito y del diamante, es el carbono en una sola capa, formando bien esferas o cuerpos con volumen como los fullerenos y los nanotubos, o l\u00e1minas bidimensionales como el grafeno. El grafeno es una l\u00e1mina de \u00e1tomos de carbono de un \u00e1tomo de espesor. Es un candidato muy prometedor para la nanoelectr\u00f3nica que viene, debido a sus interesant\u00edsimas propiedades electr\u00f3nicas, adem\u00e1s de ser transparente, flexible y barato. Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/09\/el-carbono-%C2%A1que-elemento\/\">electrones<\/a> se mueven en el grafeno unas 2000 veces m\u00e1s r\u00e1pido que en el silicio, lo que posibilita que como transistor se pueda apagar y encender m\u00e1s r\u00e1pido.<\/div>\n<\/div>\n<div><\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Conectar nuestro cerebro con las m\u00e1quinas: \u00bfla \u00faltima barrera? | OpenMind\" \/><img decoding=\"async\" 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\" alt=\"El uso de Internet mejora o arruina nuestro cerebro? \u00ab Cambia tu CEREBRO\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tenemos que pensar que todo lo que existe, sea animado o inanimado, se trate del cerebro de un insecto, de las conexiones de nuestro cerebro o de los nanotubos de carbono, todo sin excepci\u00f3n, est\u00e1 formado por la misma cosa: Quarks y Leptones que, combinados en la debida proporci\u00f3n, conforman la materia presente en todo el Universo y que es poseedora de la energ\u00eda que est\u00e1 presente por todas partes en sus distintas manifestaciones.<\/p>\n<p style=\"text-align: justify;\">De todas las maneras y, aunque mirando objetivamente la realidad, seamos nosotros los que prevalecemos sobre todos los dem\u00e1s, no debemos presumir demasiado por ello, dado que, la diferencia entre nosotros y algunos objetos y seres de la Tierra\u2026, no es tan grande. Se\u00e1mos humildes y sencillos, reconozcamos nuestras debilidades y comprendamos que, en definitiva, s\u00f3lo somos una parte m\u00e1s, de la Naturaleza grandiosa que define al Universo.<\/p>\n<p>&nbsp;<\/p>\n<table border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong> Organismo<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\"><strong> Hombre<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\"><strong> Alfalfa<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\"><strong> Bacteria<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong> Carbono<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\">19,37 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\">11,34 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\">12,14 %<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong> Hidr\u00f3geno<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\">9,31 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\">8,72 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\">9,94 %<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong> Nitr\u00f3geno<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\">5,14 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\">0,83 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\">3,04 %<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong> Ox\u00edgeno<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\">61,81 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\">77,90 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\">73,68 %<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong> F\u00f3sforo<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\">0,63 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\">0,71 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\">0,60 %<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong> Azufre<\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\">0,64 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\">0,10 %<\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\">0,32 %<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"125\">\n<p align=\"justify\"><strong><em> CHNOPS\/ TOTAL<\/em><\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"62\">\n<p align=\"justify\"><strong><em> 97,90 %<\/em><\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"61\">\n<p align=\"justify\"><strong><em> 99,60 %<\/em><\/strong><\/p>\n<\/td>\n<td valign=\"top\" width=\"65\">\n<p align=\"justify\"><strong><em> 99,72 %<\/em><\/strong><\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>Podr\u00edamos pensar que la vida es la forma m\u00e1s evolucionada de la materia. Claro que, para llegar a ese nivel m\u00e1ximo de la vida, tendr\u00eda que estar presente la consciencia.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a1El Carbono! Un elemento esencial la vida\u2026 y mucho m\u00e1s.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/p>\n<\/div>\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%2F2024%2F07%2F11%2F%25c2%25bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-4%2F&amp;title=%C2%BFQu%C3%A9+es+la+Vida%3F+Ya+me+gustar%C3%ADa+a+m%C3%AD+saberlo' 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%2F2024%2F07%2F11%2F%25c2%25bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-4%2F&amp;title=%C2%BFQu%C3%A9+es+la+Vida%3F+Ya+me+gustar%C3%ADa+a+m%C3%AD+saberlo' 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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