{"id":28377,"date":"2026-03-19T06:06:54","date_gmt":"2026-03-19T05:06:54","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28377"},"modified":"2026-03-19T06:08:30","modified_gmt":"2026-03-19T05:08:30","slug":"%c2%bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-9","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/03\/19\/%c2%bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-9\/","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<h3 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nanofot\u00f3nica: luz + nanopart\u00edculas = Futuro tecnol\u00f3gico : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Nanofot\u00f3nica: luz + nanopart\u00edculas = Futuro tecnol\u00f3gico : Blog de Emilio Silvera V.\" width=\"264\" height=\"264\" \/><\/h3>\n<div>\n<div style=\"text-align: justify;\">\n<h2><\/h2>\n<h2>\u00a0\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><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\" \/><\/p>\n<p><strong>La tecnolog\u00eda fundamental del siglo XXI: Nanotecnolog\u00eda<\/strong><\/p>\n<\/div>\n<div style=\"text-align: justify;\"><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>\n<div><\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Lo que creemos que sabemos : Blog de Emilio Silvera V.\" width=\"275\" height=\"223\" \/><img decoding=\"async\" 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\" alt=\"La vida : Blog de Emilio Silvera V.\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 La Tierra, a pesar de lo que podamos creer, esconde muchos secretos<\/strong><\/div>\n<\/div>\n<div><\/div>\n<div>\n<div 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<img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcRUGi5aUiCnDNQGMJPmb5wYfwJtIzrP9a5bR3x0KOUEW7BfveyGQg\" alt=\"Resultado de imagen de teorias origen de la vida\" width=\"304\" height=\"228\" \/><\/div>\n<blockquote>\n<div><strong>\u00bfQu\u00e9 es la Vida? <\/strong><\/div>\n<div><strong>Nos preguntan en el t\u00edtulo de este trabajo, y&#8230; \u00a1Tenemos muchas teor\u00edas y pocas certezas!<\/strong><\/div>\n<\/blockquote>\n<\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.proferecursos.com\/wp-content\/uploads\/Que-es-la-vida.jpg\" alt=\"Qu\u00e9 es la Vida | Definici\u00f3n de Vida\" width=\"631\" height=\"446\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\"><strong>Claro que&#8230; \u00a1La Vifa es mucho, mucho, mucho much\u00edsimo m\u00e1s! Le podemos dar mil vueltas y profundizar en lo que realmente la vida es, y, al final de todos esos estudios, lo que ralmente prevalece, esese &#8220;Ente&#8221; inmaterial que llalammos Mente y que es capaz de hacernos sentir.<\/strong><\/div>\n<\/blockquote>\n<div><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/s1.significados.com\/foto\/vida-intro-ok.jpg?class=article\" alt=\"Vida: qu\u00e9 es, caracter\u00edsticas y origen - Enciclopedia Significados\" \/><\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\">Nos dicen que \u00f1la vida es un sistema qu\u00edmico auto-s0stenible, capaz de evolucionar, nacer, reproducirse, metabolizar y morir, caracterizado por la organizaxci\u00f3n y el intercambio de energ\u00eda para combatir el desoremn (la entrop\u00b4\u00e7ia). Desde una perspectiva biol\u00f3gica, implica homeostasis y evoluci\u00f3n, mientras que filos\u00f3ficamente se interpreta como el periodo de existencia entre el nacimiento y la muerte.<\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<blockquote>\n<div><img decoding=\"async\" src=\"https:\/\/fotografias.larazon.es\/clipping\/cmsimages02\/2024\/10\/22\/0AE4FFE8-E42C-4501-A92C-837F857C56B8\/representacion-ilustrativa-tunel-cuantico-contexto-fisica-teorica-esta-representacion-visual-ilustra-concepto-exposicion-particulas-tunelizacion-cuant_92.jpg?crop=3770,2117,x8,y0&amp;width=390&amp;height=219&amp;optimize=high&amp;format=webply\" alt=\"La Materia, el \u201cVac\u00edo\u201d, \u00bfotras Dimensiones? La singularidad. : Blog de  Emilio Silvera V.\" \/><\/div>\n<\/blockquote>\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 style=\"text-align: justify;\">La anterior es una de las reflexiones m\u00e1s profundas y honestas de la biolog\u00eda moderna. La definici\u00f3n de &#8220;vida&#8221; sigue siendo esquiva, ya que la l\u00ednea entre la materia compleja inerte y la materia viva es difusa.<\/p>\n<p>&nbsp;<\/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<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/image.slidesharecdn.com\/estrellasfugacesymeteoritos-120106165614-phpapp01\/95\/estrellas-fugaces-y-meteoritos-6-728.jpg?cb=1325878352\" alt=\"Resultado de imagen de los meteoritos\" width=\"304\" height=\"228\" \/><\/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<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.espacial.org\/images\/jpg2\/alh84001_2.jpg\" alt=\"\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/estaticos-cdn.prensaiberica.es\/clip\/2286a5e6-8323-4def-864f-517132845c4d_media-libre-aspect-ratio_default_0.jpg\" alt=\"Las semillas de la vida est\u00e1n 'flotando' en el espacio: un estudio halla  por primera vez mol\u00e9culas complejas en el crisol de un planeta\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<strong> \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfEstaban aqu\u00ed las mol\u00e9culas precursoras de la Vida, o, llegaron del Espacio?<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Revista FUSION - El meteorito Murchison. Jes\u00fas Mart\u00ednez Fr\u00edas, ge\u00f3logo planetario del CSIC | Ciencia\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Murchison Meteorito de condrita carbon\u00e1cea - 0.9\u00d70.4\u00d70.1 cm - Catawiki\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u201c&#8221;El meteorito\u00a0<strong>Murchison<\/strong>\u00a0recibe su nombre de la localidad de\u00a0<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>\u00a0en\u00a0<a title=\"Australia\" href=\"http:\/\/es.wikipedia.org\/wiki\/Australia\">Australia<\/a>. Los Fragmentos del\u00a0<a title=\"Meteorito\" href=\"http:\/\/es.wikipedia.org\/wiki\/Meteorito\">meteorito<\/a>\u00a0que cayeron sobre el pueblo el 28 de septiembre de\u00a0<a title=\"1969\" href=\"http:\/\/es.wikipedia.org\/wiki\/1969\">1969<\/a>. El meteorito, una\u00a0<a title=\"Condrita\" href=\"http:\/\/es.wikipedia.org\/wiki\/Condrita\">condrita<\/a>\u00a0carbon\u00e1cea tipo II (CM2) conten\u00eda\u00a0<a title=\"Amino\u00e1cido\" href=\"http:\/\/es.wikipedia.org\/wiki\/Amino%C3%A1cido\">amino\u00e1cidos<\/a>\u00a0comunes como la\u00a0<a title=\"Glicina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Glicina\">glicina<\/a>,\u00a0<a title=\"Alanina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alanina\">alanina<\/a>\u00a0y\u00a0<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\u00a0<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>\u00a0y\u00a0<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\u00a0<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\u00a0<a title=\"Alcano\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alcano\">alcanos<\/a>\u00a0que era similar a la encontrada en el\u00a0<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\u00a0<a title=\"Serina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Serina\">Serina<\/a>\u00a0y la\u00a0<a title=\"Treonina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Treonina\">treonina<\/a>\u00a0se consideran habitualmente como contaminantes terrestres y estos compuestos se encontraban notablemente ausentes en las muestras.\u201d<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Fragmento del meteorito Murchison y part\u00edculas individuales aisladas (se muestran en el tubo de ensayo).<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgVFRUZEhgaGBgYGRoYGhIVGBkSGBgZGhgYGBgcIS4lHB4rHxgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHjEhJCE0NDQ0NDE0NDQ0NDQ0NDQ0NDQ0NDQ0MTQ0NDQ0NDQ0NDQ0NDE0NDQ0NDQ0MTQ0MTQ0NP\/AABEIALcBEwMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAFAAIDBAYBBwj\/xAA9EAACAQIEAwUFBQYGAwAAAAABAgADEQQFITESQVEGImFxgRMykaGxQlLB0fAHFWJywuEUI4KSovEzRbL\/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMABAX\/xAAkEQADAQADAQACAgIDAAAAAAAAAQIRAyExEkFREyIEcTJCYf\/aAAwDAQACEQMRAD8A9jnCIgZ2c\/oSNxK1RJcIkDrFpDJg+ospV6cKVElR0k2UTM1mmDDA6TPZbXfDVgy8jt1HMTcYmnMxm2D5xG8KT30biqqYikrrYhhf15gzF4+k1Fjp3SZZ7LZx7JuBz3GOv8L7BvI8\/jDvaHLg6kjWF5S+l6TxxWPww+JxYuLnb5X3gbHIrgqRcMCpOxII3+fykmaKUcj085SFS\/nf5QIqef4iiVdkO6sVPmDaMvCvaalw12P3grfEWPzBgid8vUmQfTOxs7OQis7FORTGOqZouzVH338lH1Mzgm1yijw0lHO1z5nWS5nk\/wCynH6E6cIYDE8DXg1DJlecbL6bjCYsEC0KYfETAYPHFPKaTL8cG5x1ROpw1tOpeTBucFYavCNN7yhJrAjQqXEmQQfQvcW57wkojSIxNK9WTtK1YzUZAzGtpMxmVSaLHvMhm72vINdlkDqtTWZ7Nq9zaXKmLteBMS\/ExMrKA2Q2ijC4HOKOA+mDpHgxpjSttou4TzSaRuIke860bdQPCq4kDrLVQSu0lQ6KVdIGx9G4M0LpeDsXSk6RSWYrEJwtD+RZ6FAo1T3Tojnl0Rj06H0lDM8Pe8BOdwdpJU5eos5VT2GO1mAAuwsNbzG8OsOVc2bgCVLuv2W5+Abr5wMSBdidBc38BqZVNPtC410zL9rKwaqqjUqgB8ySbfAj4wEDJMRVLOzndmLfE3kInoSslI5aevTs4YjOGEDO3inLxTGLWCo8dRV6kX8tzNygtMp2bpXqFvur8zp+c1oWcvPXeFuJdadvOq0badAkCujw0tYPFFDKnDEBNgdNtl+YhgNYew2InmmGxBQ3BmqyrMg1tdY00JUm7wBufKEoPycdwN1+m0IS0nPXo1jKmIMtOZRxBgo0gbHvMlnLd0zR5o9pjs2xOhk16VXhkcXUPERIC1hcx9Y3YmVMc9lC9fpLAKhYnXrFO8MUIT6pEVpwGK8QmcdZxX6x5jGWDwxxxIWWSExpgfZl0VW0MgxC3lp1ld1iMdGfx9HeZXHJYzbY8C0yGaDWQpdl4YLdQRwtsdIBzDDsVekG4SdASNCOh6A9YfEHZrT1DDpr6Q8dYw2tR5\/iKDIxVgVI3B+viPGQTZ4nDLWXhbQj3H5qeh6r4TK43CNSYo4sR6gjkQeYnpRao46nCtFFFHFFFFFMY0vZan3XPUgfAX\/GaRRM\/wBmR\/lN\/MfoIdV5x8v\/ACZ0wv6ofaSKkjQy0gkh8I+GcKSwFnfZwabCpaWMHUYOvDqSQAOpJsBGOkJ9ksL7TGUl5Kxc+SC4+fDClpm8R67hKXAir91QPgJMZxYmnScgxzB+KMuuYPxTRKGkzGd1LAzzzNMQSSJt+0VXQzAYpSSTJy+y2f1KfDBWIfic9Bp+cLVW4VJPIXgagvXff1lkIT8MUl4YptDh9OgxXkN7R3FE0mSgxSNTHiExxhIXEnMjaBoyKzNIKzyxVS\/hKGJJHL15RWx0gfjNL\/rWZPNTreaTG1L7TNY9OI2\/RkKLQDFEr49NB5GEXQICToB+tIHeuWctbTa38MCRRgyotjJK+BNeiy8I0twuwNlc6heK2nEAR\/1LdTCFj3VL32CgsdN9BIGzOrhCrBeOnUFnRrMjry62boZ0w22sIVJiMTh2RirqVYGxB0Mhm8xGLoYgcLUuJPsENw1EvuFY3uL\/AGWuPWZzH5Iy3amTUUa2tZ1H8S8\/ME+k60\/2Rrja7\/AFiiijCGq7Mf8Aibwf+kQurQN2Vb\/LqD+JT8R\/aF5x8q\/szpjxE9My2koI9papVxJMoXFMcBGowMktFYSKos1H7N8NetVf7qKvq7X\/AKJmKhm8\/ZvRtSqP96pb0VR+LGPHonJ1JshONHWjWnQcpA5grGNvCdZoFxz6GToeTG9panKZKoJoc\/q3Yjp9YAqbSS9Oj8AXNqll4ep+W8qYdYsxfiqW+6PmZPhad5bxE0idacU1WByNmpq1txFF1jdHtFoxlkl5ww4RGK0kDSJhGlrTaDCe8YY0PFeExxhIHSWJxhFaCmCsTgUbdfhp9IKrZYnIH4zRVhBlaTpFJoyeZ5GW1BJ6dIAr5cyHUT0hEvKuOwCsNonz+ii5Pwzz3Du6OHRijKbgiXceiV1PcC8d+JOS1OfD0Vt7ciJYzHA8J0lGkSp\/XxjTWDNJ9mPxmDNFuHkNQdrj85ZyvGOro6oagVgStiwIB1DW3FppcfhlYhioPPUXt5SKjRd24Kalj4DQeZ5TrmnS8ItZ+SDtN2Sp10bE4MBDa9SiTqGP3evn8dZ5yyEEgixBsQdCCNwRPZkpighQNx1HILsDdVA2QfjAecdmkxR41PsqttSACr9OIdfH4+FVq6ZJre0ZfsipPtB4L\/VDOIIXedyDKThmqByGvYCwIIK3uCDtvJ61LiYki3hObkadai8JpYwRVxRGykyv+8WH2fnC9XDCDq+EPIRFO\/gZtIsYLNLm3un9bQzh8XyOszVPL24gSQLG\/Um3SE1Fo\/8AA3\/4I+SUFK2IGy94+Gw8zPUP2fgf4NDpcs\/FbrxkfQCeKvX5Cel\/slzC6VqBOquKij+FxwtbyKX\/ANUf+OZ8JVTo9GkVQyQGR1tRM\/BEUq7wDmtSyt8oWxT2mWzqre6jSRploRlc1e58fx6iCqi6QljzxEQdmLcKMfD58pP8lWZQaux6n5TRZBgTUqKgG518oDwtO5nrfYDIuBPauLE7A9Oss+3grfytNNhcvCoq9BblFCl4oxDWT3ivGEkbzt4umOmcivFAEYU6RvFJZxlvMYaGiZpG6EbayMvNocO1DKNVLy0zSNhFfYy6K9NbR9YaR20gr1N4A+gDNU3mcqJYzTY86GZuvuZJ+lZ8LGAzAJZH93k1gSl\/Me79JZxgqru5KHbhsqlT14d4CxPKXcrzTg7j95D6lD1Hh4Tq4eT56YlzpIqeEs0adtRLL4YaFbMp1BGoI6iX8vy4uRyE7pz0g2DcdgPaoWUd9Rpy47fZP4Gec5ljKhYqSaY2sNNfFp70mFpU17xng\/aSujYmsU9z2rgfy8TWtJVM\/W4b6rMLeGwLoLvxE+N23FxaO4xoCDfbfzjsFjC9AcLFeGwI\/iAIuLne31io4d2UH7NxqQN79TKLCbZEXvrp4aWvbSQVqxFxoL\/rQy5XTh0PeNzqLqNBrv5QXVVn4ineCmxtvfwtv10mZhI15pOwuZjD42mzGy1L0n\/1kcJ\/3hZj0e20n4yR+N7eokK7H0+nw0iqNAHYzPhisLTqE98DgqDpUQWY+R0YeDQ1VeTbMkDseZkc52PWafHve8y+Z6m3Oc10XhGeKXJJgHtFX1FMb+834D9dJpsdUWkjM2gA+J5ATK5NgnxNcaXZ2v5D8gII77KMP9hezJruHcdxd\/E9J6+lMIoUCwG0r5Pl6YektNeQ1PU8zLD1JdLEc9V9Mj4opH7QTkIoWIvIHo9PhHh47im9MVeK2+kcGkrgHeQPTI2g8CSAzoMrB7b6R3tJtNhM0rVVkvHIneBhRWe42+chaoRuD9ZK5vHASesYptWlWs8tYqmDAGYIy3Kt8bGLVYUmdI8bUuTbW31gt6PMzi4t796xHgLGWmo8Y4geIfr4Sa7K58gastzK7rDL4WVa2GlFWCMp5dn7YZhxKalK\/eX7S\/xJfn4c5taHa\/BlAUrpcjRW7jf7WsZ57jMNBeTZcWqksbKja+JIJsPl8ROzht0vkjypLs2vaztEy0i6HVu6pGtr\/a+E8vavvt4nQn4z0HF4ZHWzkC4BA0It0PTQfSB6PZ+kGDb87E9CRty2l\/nCLrSxkFILRCOLE3a1huT3eIHlYiX+FbWAsAdNNutvWcpABuA2AB1IJAsNr2BuI3EX4SfHa1gb6\/X6xxTmZYJzT4yvClyL6W1tYnwP5QOUIKhLWUXJFxdje4HWE8fnLunsmKcIsNmB4QL8tNwPWAsTimZlsoRW0st99dT1O8wpBj6I4faiwPGUZRcDite633G\/ylKm\/KEsyxCuopjRgw4bA8JexBUX1EB3sbbHbprI0ux0zWdku0zYGtxG7UqllqKNbW2dR1F\/Uek9kpZqlRA6OGVhcEHQg8587h7iWsuzmthr+zfu7lDqtzuR0PlJVO+Dy1+T2vF43oR4QJjsSiKXdgo6nn4DqfCYcdrqzrcKqk89WsfCPyXKcRmFbh4mYAgvUb3UU9Btc8gN5yvjbfZdUkuiPFV6uOrLTpIzC\/dUdPvudgPPQT1bsh2ZGES7Weqw7zDYD7q\/nzhPIsjo4SmEpLb7zHV3bqx\/DYcoQZ5VJInVNnGlao0ld4MxWJAhYqJDUigZsf4xRdGw1WFx6VFDI61FOxUhh8RJ\/aTzrLuxdWmwZKpo9SpIPr1m4wmHKoFaoajAe8QoJ87TprgpeCfUl4VZ3jlXhPS\/lONUtvceekjU1PqD0\/Cd7HeV3p9DGGv4zhrRGxkhrVCN9PpOCreNetKGIrgbaGI2FIKLEzQDTzF72A4vTWQJnrEkNSdLG1yuhjzFUulpn16GcRUEDY195Xxue00F3JUfysfpAGL7aUB7iPVPkEHqW1+USuHkp5jHVSvyEnoAAsxCqASSdgBuTPMsdnDmu9ak707nu8JI7gFhcbHQXses1+W4PF5s5RSMPh1I42ALKDuF5cb87aAbnlf0DK+wOCw4FqQrON3q2dieoU91fQS\/HE8W\/XbYl266R5Hl\/a3FnTgGK8kYt8U0+U0GFzLGVP8A17i\/NnFP\/wCwJ6ZVoKosoCjkAAAPQQXiFgpw\/wDqaXS\/Jm6eWVn99KdLzqM7fBVA+co1MLwMUAWynbh4bm7G999dTfy6Capjf0+crYnCq4N11687GHipS\/AXtGZ4uEDQXu2mnvXHytfXTW8r8dgRew58+etuu5hjF5ayDiDhgBYB1BIG1lP9oHCEeJ1I087X6j8hOuaVLoi1hPSr\/wCXwlOHW9yAGsBYC+9tP+XhHZiSCEXW\/CWJ1HDcMfG1+fn1lfguSX7oAAItY90aXHnK6MzMWPXQ8lF7D5iOA5icGTdiDwC5DWsumhtYW3+so8ANxcKRre46C1rczNBWxZKLSvYAANYAMX4rsBytf4wMiAPseEMbh7XsvM\/rwgFA9U\/4d0NTV+EtpY2ubEE33gvGupcsl+Fu9rpZjuPL84d7TYFntVU8Q4R5KmveH68ZmgDJ0MSo8kY3Hjt6ymxJvyHOajsj2dqYtwqgqgtx1CNFXoOrHpJ08Q0rSz2O7L1MW\/CDwIurva4UH7I6uenrPcspyulhqa0qS8Kr6lm5sx5kyHK8ImHprSpLwoot4k82Y82J1vLJqSLY5K7SB3tI3qWgzH44KN4rZkiXF4u3OZfNcz31kGZZrvrMrj8YWi+jpYXqmaG51imd4zFH+Q6e5PivMy\/hKLEAkbyDLsLdr20EM3ttPSbOVkdNAvnHnWIzl4AEL4VDug9NPpKz5enLiHkfzl4mMYxXEv1DKn+wc+WKftv\/AMfykP7nTmzt6gfQQk7SFnm\/hj9B+q\/ZzD4ZE9xAPHc\/ExYh0AuwFvScNSYHt1n7IeBGtpY2jpJeA9M\/25zhKlUoihVTTzMG9lezlTHVvZp3EFmqVLXCJ4dWPIfgDAtWoWJY+c+hexeSrhcJTphbOyh6h5mowBN\/LYeUTkrF0ZF\/LMup4ektGkvCiDQcyTqSTzYnUmKu0vOJSrzgvSkg6qL7wdiEEv4l7QLi8SBJukiqTZGbCMesBKVXFHlO4XL6tY9wac2Oij15+kX73wf4\/LA+d4pma2yjbxbT+8o0wbAe617eNr35fSb6h2XRdXY1D091fzPxkGbZJQFNmt7OwJBU8Pe5b8zoJ18XLiSaOep19M88zB+Fioc8IAJsLd9hfUeG3SOw9yAt9yCRawDE218LGO9gzsSQLb6HfkNNTHsHHEqqbKCXbYBRex8dhtrpOomMzBAt0VuLY3JC6i+3I2EqYKndyCNw33tLfa\/X4yF8WnCz7gEa9bW0+BlJ8zKtdLop5XuSL+6T00i1SQEtJMzzVqThFuQRY36bXHUG14AcEvvcHUfrrNZgezFfHKWp0230drIhPMXOpHleans\/+y9qbq9eojAWPAoZrsOrm2nhaRq1g6nsC9j+wb4grUrqadHex0Zx4dB4z2DA5fTooEpItNRsFFh\/cyRKZAtyHTpHFrSOjsbUlOrVAncTiLTPZjmNucV1gZnS1j8xCg6zHZpmpYmxkOZ5iWO8BVqt4npRThJiMSTKDm8eWvOpTvKShWyLgijnx9FSVZtRobXOvnOSny\/0Jp9HqoAsNIo4ictO0gNM4Y4xhhMcJkbNHMZETCYa8gaTNIHmMVcfX4ELTxXtDii9ZyTzns+YIGQ8RtYHWeL51hiHY76mF+GBjOANf0J9SIQQCNraeXKfKdVrT6E7BZ6uJwVNr3emop1BzFRAACf5hZvWc3N+GOjSVXg7EvLFarBWMxAtOG6LSgfj8RaAqrEmW8S5Yy3kWXe0qd4XRe83j0H66SGOmXTUrWS5JkPHZ6gsv2V24vE+H1mm4ABZQABoANABLZWRMJ0TGI56t0+yhUUwD2po3w7H7hD9bgaEfP5TRVngrMGVkZG2YEHyMaX8vTennQf0+EgzOuyoAg4mY2tbi0110\/61hHG5InEvE5ZVPFw2tcjQAkHaMrixsBby0l6\/yV5PZlxN+mWGTuR3u7zsNf7CE+ynZX\/E4labAhBd3toeAcr+JsPjCiJN32HwPCj1LW4yAP5U\/uT8JD7dPsZpSujR0MMiKqIoRVAVVAAAUbACOKya0grPaM0SRBVYCDsTiLSXE1YFxVWSqikyVswxm8yWY4onnCmZVt5l8U9yZNdssliK1d7ys0lacSneWlE6Y2nTvG4yqApRDYnQsOXUA\/jH4mtwjgTfmfwEohZaZEYP\/da\/eMUJ2ilNBiPpYxpjjGmdBAYY1jHNI2MJhjGRsZ1mkZaExxjIjFiK4RbtMnnvabgBVND1mMRdssxNOycWh1nnGMxPETLGaY56jF3YsfGBMRiOkLMQ4g3Mv9nu0FbB1RUotbk6H3HT7rD6HcfG4g1I3iiNJrGMnh7Vl\/7RMNWUcbHDvzV\/dv4PtbztLNbNqb6irTIOxDpb43nhoaOUznr\/ABpb6ZRcjR7FVznDJ72Ip+QdWPwW5noeS4P2dMad5u83W5Gg9BPnLsxRV8Xhkb3TXpA+I4109dp9OgyVcUwzVbpHGlSu8sVn6QdiGk6eGlFXEVIIxby\/iHgTHV5NlUDsS+sH1TH162spvVgKEqtPXsBhwlNEXZVA+Ws8WLmexZNjBVoo4+0gv\/MNGHxBlI9Jcq6RfZpQxDS07SliHj0ycgvFPAeLqQjj6sz2PxGhnLT7OiUCcyrX0gWoIQr6mRDDkx4Q1A9aRJnMS\/D3V97menh5wjUW3dTfmenl+crpl5PKdUcb9ZGmChTjhShtcrbpH\/upukt8MTUAvYxQ5+7z0im+Dae4mNMUUsiAxjIXMUUYxC0jIiimMZfOsSzFhyF7Tz7MaupuZ2KFjGcxmI5CDXMUUBhkQEUUBh1o5RFFAwl3BVjTdHXdHVx\/MjBh8xPqHD1wyq42ZVYeTAEfWdinPzfgYbUaDcS87FOWhpAmMrWmXzDF6xRRGWkFtUJiWmTFFChmE8tyhqp0sANybaTddnl9kvsrki5PqdwPCKKdMQvh0Q5Kehio8GYmrFFIUCTOZlW3merksYopzr06p8O0MCWNhL65MSLXt18Yop6H+PCwhyUyxSyNR4yymWAcoop14Q0lXLx0lmnl46TkUIGT\/u1fuiKKKYB\/\/9k=\" alt=\"Meteorito Murchison - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u201cM\u00e1s investigaciones encontraron que algunos amino\u00e1cidos estaban presentes en exceso\u00a0<a title=\"Enanti\u00f3mero\" href=\"http:\/\/es.wikipedia.org\/wiki\/Enanti%C3%B3mero\">enantiom\u00e9rico<\/a>. La\u00a0<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>\u00a0se 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\u00a0<a title=\"Is\u00f3topo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Is%C3%B3topo\">is\u00f3topo<\/a>\u00a0<sup>15<\/sup>N del\u00a0<a title=\"Nitr\u00f3geno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Nitr%C3%B3geno\">nitr\u00f3geno<\/a>\u00a0en comparaci\u00f3n con sus correspondientes terrestres, lo que confirmaba una fuente extraterrestre del exceso del enanti\u00f3mero\u00a0<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\u00a0<a title=\"Poliol\" href=\"http:\/\/es.wikipedia.org\/wiki\/Poliol\">poliol<\/a>\u00a0en 2001\u2033<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/f\/ff\/Murchison-meteorite-stardust.jpg\" alt=\"File:Murchison-meteorite-stardust.jpg\" width=\"200\" height=\"150\" \/><\/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 Par de granos del meteorito Murchison.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cAbundando en la idea de que la homo-quiralidad (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\u00a0<small>L<\/small>&#8211;<a title=\"Prolina\" href=\"http:\/\/es.wikipedia.org\/wiki\/Prolina\">prolina<\/a>\u00a0es capaz de\u00a0<a title=\"Cat\u00e1lisis\" href=\"http:\/\/es.wikipedia.org\/wiki\/Cat%C3%A1lisis\">catalizar<\/a>\u00a0la formaci\u00f3n de az\u00facares quirales. La cat\u00e1lisis es no lineal, lo que significa que la prolina en un exceso enantiom\u00e9rico del 20% produce una\u00a0<a title=\"Alosa\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alosa\">alosa<\/a>\u00a0con un exceso enantiom\u00e9rico del 55% comenzando con el benziloxiacetaldeido en una reacci\u00f3n secuencial de tipo ald\u00f3lica en un disolvente como el\u00a0<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><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 style=\"text-align: justify;\">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 style=\"text-align: justify;\">\n<\/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><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"aligncenter\" src=\"http:\/\/photos.demandstudios.com\/getty\/article\/137\/213\/sb10065243r-001_XS.jpg\" alt=\"\" width=\"294\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<strong>\u00a0\u00a0 S\u00ed, ella tambi\u00e9n est\u00e1 basada, como todos los animales vivos de la Tierra, en el Carbono<\/strong><\/p>\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!<\/p>\n<p style=\"text-align: justify;\">Cada cosa viviente est\u00e1 hecha de carbono. 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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-SGto8soHUaM\/T5UQBj0seLI\/AAAAAAAAWCI\/QLG_CuynlZg\/s1600\/abella-Madre%2BTierra1.jpg\" alt=\"\" width=\"309\" height=\"393\" \/><\/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=\"Las Mol\u00e9culas de la Vida - ppt video online descargar\" \/><img decoding=\"async\" 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\" alt=\"Unidad I : biomol\u00e9culas las mol\u00e9culas de la vida - ppt video online descargar\" \/><\/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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTZTpwfFzpnBqD9nGqc6CJtHNBkFHZqC1bE-Q&amp;usqp=CAU\" alt=\"Por qu\u00e9 las neuronas consumen tanta energ\u00eda incluso en reposo? - El m\u00e9dico interactivo\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n aqu\u00ed, donde se forman los pensamientos y los sentimientos, el Carbono est\u00e1 presente.\u00a0<em><strong>Los hidratos de carbono\u00a0<\/strong><\/em>\u00a0son 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<\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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=\"542\" height=\"404\" \/><\/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;\">&#8220;El carbono es un elemento notable por varias razones. Sus formas\u00a0<a title=\"Alotr\u00f3picas\" href=\"http:\/\/es.wikipedia.org\/wiki\/Alotr%C3%B3picas\">alotr\u00f3picas<\/a>\u00a0incluyen, 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\u00a0<a title=\"Radio at\u00f3mico\" href=\"http:\/\/es.wikipedia.org\/wiki\/Radio_at%C3%B3mico\">radio at\u00f3mico<\/a>\u00a0le permite formar enlaces m\u00faltiples. As\u00ed, con el\u00a0<a title=\"Ox\u00edgeno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ox%C3%ADgeno\">ox\u00edgeno<\/a>\u00a0el\u00a0<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\u00a0<a title=\"Planta\" href=\"http:\/\/es.wikipedia.org\/wiki\/Planta\">plantas<\/a>\u00a0(ver\u00a0<a title=\"Ciclo del carbono\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ciclo_del_carbono\">ciclo del carbono<\/a>); con el\u00a0<a title=\"Hidr\u00f3geno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidr%C3%B3geno\">hidr\u00f3geno<\/a>\u00a0numerosos compuestos denominados gen\u00e9ricamente\u00a0<a title=\"Hidrocarburo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburo\">hidrocarburos<\/a>, esenciales para la industria y el transporte en la forma de\u00a0<a title=\"Combustible f\u00f3sil\" href=\"http:\/\/es.wikipedia.org\/wiki\/Combustible_f%C3%B3sil\">combustibles f\u00f3siles<\/a>; y combinado con\u00a0<a title=\"Ox\u00edgeno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ox%C3%ADgeno\">ox\u00edgeno<\/a>\u00a0e hidr\u00f3geno forma gran variedad de compuestos como, por ejemplo, los\u00a0<a title=\"\u00c1cido graso\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%81cido_graso\">\u00e1cidos grasos<\/a>, esenciales para la vida, y los\u00a0<a title=\"\u00c9ster\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%89ster\">\u00e9steres<\/a>\u00a0que dan sabor a las frutas; adem\u00e1s es vector, a trav\u00e9s del\u00a0<a title=\"Ciclo CNO\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ciclo_CNO\">ciclo carbono-nitr\u00f3geno<\/a>, de parte de la\u00a0<a title=\"Energ\u00eda\" href=\"http:\/\/es.wikipedia.org\/wiki\/Energ%C3%ADa\">energ\u00eda<\/a>\u00a0producida por el\u00a0<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;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.monografias.com\/docs115\/quimica-organica-ecologia\/img14.png\" alt=\"La importancia del Carbono para la Vida : Blog de Emilio Silvera V.\" width=\"603\" height=\"453\" \/><\/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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/09\/el-carbono-%C2%A1que-elemento\/\">electrones<\/a>\u00a0en su corteza, tiene solamente cuatro; por tanto, por decirlo de manera sencilla, dispone de cuatro plazas vacantes que pueden ser ocupadas por\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/09\/el-carbono-%C2%A1que-elemento\/\">electrones<\/a>\u00a0de las cortezas de otros cuatro \u00e1tomos.<\/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\" 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alt=\"LA BIOQU\u00cdMICA COMO HERRAMIENTA QUE DEFINE AL PROFESIONAL DE NUTRICI\u00d3N - IIDENUT\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es la Bioqu\u00edmica? - YouTube\" \/><\/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 variedades, 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 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<img decoding=\"async\" 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\" alt=\"c\u00e8l. tejidos, \u00f3rganos, aparatos\" \/><\/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<blockquote>\n<div style=\"text-align: justify;\">El compuesto m\u00e1s simple es el\u00a0<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\u00a0<a title=\"Hidrocarburos\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburos\">hidrocarburos<\/a>, que pueden ser:<\/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,\u00a0<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\u00a0<a title=\"\u00c1tomo\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%83%C2%81tomo\">\u00e1tomo<\/a>\u00a0de carbono, que tiene cuatro\u00a0<a title=\"Electr\u00f3n\" href=\"http:\/\/es.wikipedia.org\/wiki\/Electr%C3%83%C2%B3n\">electrones<\/a>\u00a0en su capa de\u00a0<a title=\"Valencia at\u00f3mica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Valencia_at%C3%83%C2%B3mica\">valencia<\/a>: seg\u00fan la\u00a0<a title=\"Regla del octeto\" href=\"http:\/\/es.wikipedia.org\/wiki\/Regla_del_octeto\">regla del octeto<\/a>\u00a0necesita ocho para completarla, por lo que cuatro\u00a0<a title=\"Enlace\" href=\"http:\/\/es.wikipedia.org\/wiki\/Enlace\">enlaces<\/a>\u00a0(valencia = 4) con otros \u00e1tomos formando un\u00a0<a title=\"Tetraedro\" href=\"http:\/\/es.wikipedia.org\/wiki\/Tetraedro\">tetraedro<\/a>, una\u00a0<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>\u00a0de base triangular.<\/div>\n<div><\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Compuestos del carbono by\" width=\"301\" height=\"192\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Clase 1 compuesto del carbono\" \/><\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<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;\">\u00bfC\u00f3mo se las arregla \u00e9ste ser un elemento tan vers\u00e1til y adaptable?<\/div>\n<div><\/div>\n<div 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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las pl\u00e1ticas sobre el CHON - Saberes y Ciencias | Saberes y Ciencias\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<blockquote>\n<div>\u00a0 Los seres vivos est\u00e1n formados principalmente por\u00a0<strong>C<\/strong>\u00a0carbono,\u00a0<strong>H<\/strong>\u00a0hidr\u00f3geno,\u00a0<strong>O<\/strong>\u00a0ox\u00edgeno y\u00a0<strong>N<\/strong>\u00a0nitr\u00f3geno, y, en menor medida, contienen tambi\u00e9n\u00a0<strong>S<\/strong>\u00a0azufre y\u00a0<strong>P<\/strong>\u00a0f\u00f3sforo junto con algunos hal\u00f3genos y metales. De ah\u00ed que los compuestos de carbono se conozcan con el de\u00a0<strong>compuestos org\u00e1nicos\u00a0<\/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\u00a0<strong>Qu\u00edmica Org\u00e1nica<\/strong>\u00a0o<strong>\u00a0Qu\u00edmica del Carbono<\/strong>, pues este elemento es com\u00fan a todos los compuestos org\u00e1nicos.<\/div>\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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/04\/%C2%A1el-carbono-esencial-para-la-vida\/\">electrones<\/a>\u00a0m\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<\/blockquote>\n<div><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 <strong>Muchas de estas mol\u00e9culas est\u00e1n presentes en las Nebulosas<\/strong><\/div>\n<div><\/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>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<div>\n<div style=\"text-align: justify;\">\n<div>\n<div><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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En la\u00a0<strong>isomer\u00eda<\/strong>\u00a0los \u00e1tomos se distribuyen de distinta para cada\u00a0<strong>is\u00f3mero<\/strong>\u00a0<strong>\u2026<\/strong><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/scontent.fsvq2-1.fna.fbcdn.net\/v\/t1.6435-9\/118476356_167717254936494_3298928679101394217_n.png?stp=dst-jpg_tt6&amp;_nc_cat=107&amp;ccb=1-7&amp;_nc_sid=13d280&amp;_nc_ohc=PhGpHMgJg3gQ7kNvwEgYQSD&amp;_nc_oc=Ado7zvl4ymQVX9VU81hJM9SMiPQkjUzigp5KFudOI1aMIl06095rQY0peORdnulbYsM&amp;_nc_zt=23&amp;_nc_ht=scontent.fsvq2-1.fna&amp;_nc_gid=nf3n_UMBbr2Lrkka3SZicg&amp;_nc_ss=8&amp;oh=00_Afy-iQfdvGXJypyL7UahrOm-HuuiA539ZJEQgwhI0xAgIQ&amp;oe=69E2E5AB\" alt=\"No hay ninguna descripci\u00f3n de la foto disponible.\" width=\"570\" height=\"618\" \/><\/div>\n<div>\n<div>\n<div><\/div>\n<div style=\"text-align: justify;\">\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><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.profesorenlinea.cl\/imagenciencias\/molecula004.jpg\" alt=\"\" width=\"512\" height=\"309\" \/><\/div>\n<div><\/div>\n<div>\u00a0<strong>\u00a0 \u00a0El Carbono y el Hidr\u00f3geno son fundamentales la Vida<\/strong><\/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><\/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>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<div>\n<div style=\"text-align: justify;\">\n<div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Vida de silicio\u2026\u00bfes posible? - Quo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Vida basada en el Silicio\" width=\"283\" height=\"254\" \/><\/div>\n<div><\/div>\n<div>\n<blockquote><p>\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, La experiencia nos dice que nunca debemos decir que NO.<\/p><\/blockquote>\n<\/div>\n<div>Las\u00a0<strong>bioqu\u00edmicas hipot\u00e9ticas<\/strong>\u00a0son especulaciones sobre los distintos tipos de bioqu\u00edmicas que podr\u00eda revestir una vida\u00a0<a title=\"Extraterrestre\" href=\"http:\/\/es.wikipedia.org\/wiki\/Extraterrestre\">extraterrestre<\/a>\u00a0ex\u00f3tica en formas que difieren radicalmente de las conocidas sobre la\u00a0<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\u00a0<a title=\"Carbono\" href=\"http:\/\/es.wikipedia.org\/wiki\/Carbono\">carbono<\/a>\u00a0construir las estructuras moleculares primarias y\/o se produce en solventes distintos del\u00a0<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\u00a0<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>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<div>\n<div style=\"text-align: justify;\">\n<div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 Solo podemos imaginar lo que pueda estar presente en otros mundos<\/strong><\/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<hr \/>\n<\/div>\n<div><\/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<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Lo que se espera del grafeno a partir de 2020 | Blog SEAS\" \/><\/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. Seamos 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<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<div>\n<blockquote>\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 para la vida\u2026 y mucho m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">\u00a1AH! Nadie me podr\u00e1 convencer de que la vida es una exclusividad de la Tierra, en el Universo prolifera por todas partes, y, otra cosa es que podamos llegar hasta ella o ella hasta nosotros, \u00f1as distancias del Universo no son Humanas.<\/p>\n<p style=\"text-align: justify;\">Si el Universo es igual emn todas sus regipones y galaxias (po muy lejos que est\u00e9n), y si en toda\u00a0 su inmensidad est\u00e1 regido por las mismas cuatro leyes fundamentales y las mismas constantes&#8230; \u00bfPor qu\u00e9 solo la Tierra habr\u00eda sido la portadorta de la vida? Otra cosa ser\u00e1 sus metabolismos y fpormas que depender\u00b4\u00e7an de muchos factpres del planeta que las acoge.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/p>\n<\/blockquote>\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%2F2026%2F03%2F19%2F%25c2%25bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-9%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%2F2026%2F03%2F19%2F%25c2%25bfque-es-la-vida-ya-me-gustaria-a-mi-saberlo-9%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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Tenemos que seguir conoci\u00e9ndola \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28377"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=28377"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28377\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28377"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28377"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28377"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}