{"id":19590,"date":"2020-01-22T10:51:09","date_gmt":"2020-01-22T09:51:09","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=19590"},"modified":"2020-01-22T10:52:30","modified_gmt":"2020-01-22T09:52:30","slug":"%c2%bfque-es-la-vida-%c2%a1ya-me-gustaria-a-mi-saberlo-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/01\/22\/%c2%bfque-es-la-vida-%c2%a1ya-me-gustaria-a-mi-saberlo-5\/","title":{"rendered":"\u00bfQu\u00e9 es la Vida? \u00a1Ya 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 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.buddhachannel.tv\/portail\/local\/cache-vignettes\/L400xH328\/creation_monde-a1c6c.jpg\" alt=\"\" width=\"400\" height=\"328\" \/><\/h3>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\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>&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>&nbsp;<\/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 style=\"text-align: justify;\"><\/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\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfQue es la Vida? Nos preguntan en el t\u00edtulo de este trabajo, y&#8230;<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/lolailam.files.wordpress.com\/2011\/09\/suec3b1os.jpg\" alt=\"\" width=\"283\" height=\"393\" \/><img decoding=\"async\" id=\"DubWViajcsiN2M:\" 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\" alt=\"Resultado de imagen de \u00bfQue es la vida?\" data-atf=\"1\" \/><img decoding=\"async\" id=\"Tb_Br98EcU0jWM:\" 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\" alt=\"Resultado de imagen de \u00bfLa diversidad de la Vida\" data-atf=\"1\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Bueno, algo m\u00e1s que sue\u00f1os ser\u00e1<\/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;\">\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/images.slideplayer.es\/1\/36140\/slides\/slide_27.jpg\" alt=\"\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEl 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>comunes 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<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" 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=\"800\" height=\"533\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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;\">\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>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><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\" \/><img decoding=\"async\" id=\"fN5KmurWWUeE1M:\" 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QDEmo11Z5Bf+KCCRBIl7DedL+ipCe8DmkZviaMrXOEbiZE6qUOYZf3dOIggy01LxmBFm7+Ic9CrnBq+HDgKtNxhpg5yS6PDBIgyL85I2VjLd4IMPUpwSyiATm8fhLwLQ20COg0VD+YaazmU6xdT8GU5coadXksEF7YBvI+hM9TEUKBdSDf6tZtjchovlB\/8ALbms2v2dq1c5aXNnJ+E6O6ASPJZmUao7QhrsrxVDRDQTADhY5yyIBvprBUvEce2i0PAYadRxbLWhsF3ik31AkxZcVj+E1qTmis7xi7TmkXMt8R0G9+S1+BY0UszKtM1p8RZms42Iy28rxPul4zB1FSh3bDV\/mWvp1BmpAmSfNup8gR5blr6LcR4WljakjxiTcjwlgnnAykwVV4hXqENBaaFMzlpnM9rpEeJzdIP1uIusXiVWo0tkBsDMy9iWxJnY31WZNA4\/XNJvd1HvfsGgxSbcn8xkyfSPbMwOFqV2F96pZHhJcYbz1v8ALRbf+EjEDv3Elgu8kQGySDeJIBEEyreB4a\/Du7yiRNtxBB58wSukszErIw\/E3uqsYabMzAGszZoY2PCPiED7G5K7VmJJo9zLW1Xtc15pgxBJvlcbb36+ixuKVqdRjTWwwZDSHNFOCx2kh8wW+3kuTfxYmWNBbeA4HKY0h0SSesieSzeO+G\/rpsQxrWhtZ4ztcDTNINJa8NBDSQZvEzb7qjxXiL6hY2IAtnBIdPNzZIGmhlUMFxBwOUvOTlMyLaHmr2FdkDmtdOYggkZQBcGBM2uPRTMW0sVUPcOc8iab6YZ4dSQ4HTe\/lcqvTw7q5y6ZoGbMLTtGsxJ9Cr2BwrcQDRuGtcHS0jxaBwvYE7EybRutriHCaTaJGFa7vI8IIzOv8bpDbGDEzoDpdNwV+GUsPTY8OaGkOJLSRnMXa4mZ0MxNjKt1cW0AAECACWdBewO8ocJ4R3wbVu808r873\/lkuyU9HSTad29Vg4xjczntAzOJqAAaSZhoGkaRus+1qdr3Esa9twGkOnMYOlrLKr0BUuyRPicTERuruBxBr\/0XmMxkEi4HlG9lJxPhraRDW1A4DkIBJ2nfqtTpY6b+HTYoP\/z\/AG\/WV1JXB9h8eRX7sghrwR0zC9vZd6QukcefqFwQTnJIwsrhv4lHxUPKp9Wru4XBfxM+OgOTXn3Lf0VrXH1x1ToQVPQNusfvVQMFwba76eoOoU7ak+e8W9FmukTNk6gSNQNv3905+EbNmiLk763n3+vonU3jqecpx9hyN1hVR52nUTH38\/NZ9Wu4VCQSCReNPQDdXcSwCDMyDcHRZ1V9iWmQJ91qNTw9lXM4kkk8yZJG515\/VWqGDdUe1jLkkmdgBEzz2VKoQcpDAx0AOLQRmNhOXQHTSJKvUKkSBMgkk2BB5fJC2qPE89IFs6E3k\/NUcGaj4JghpkZtfK+xVyriu8zd4TY2Ef8A6dEqkQ6oMuUNjTT9F04zpzt0jI8Lm3nw3iATpB2U5aQQfhy6FsyCND5qDCh2WDfqb2HVWXPANzCtZMc68OdfXNvF91qN7QYqk0ZKsjcnxEidyduioYrEEtmBYQFQFW\/iEgEWHTVSTVtdTUx9DEUnGo5xrveDGQlobfNlIdYaHQxGh1WM\/ECk9r2Ey06ze078p8lqN4e1tFmIptkGQ6NHAaGCPCYmR\/yYzhiQ4wCGQ5zQ2C5pJktcQQY3\/wCYxsa7UanH6znjIcgBmGk3EyZnWfutP+YdiminZjQMjSG5hneQchftcA7fdQf+jLcrKdQO3JEzJ2jrFpH6LCh5ZlbIptLSWMGRzvG2bfiMAk3nU7Wlz+El\/rosQ3+WpU2NHw5mGXZgS9sOcQSLE66wNisbEtpsytqZG1AJhsCfFbMYhlgDIBPJX8XQYWZ64y0mHK2HeItfEnL4iTYanQkrHxdTC1qvhc5jLg1Kj5cYBynug0u5DUDVZ4zTwa57ycjxnaT8JcQ7ewcTMm6VHsniH3DWgG93tM3hwgGQRItaw6LTweMbhS11MsqtaPFlfaXAtJcIkwDrIF1o47A03jvmUQHkB2XxgZDYX\/MbEAQLQl5WGayaHZ2kwt\/qMrVZB7hrsrY6l05oNtRKv9rqDxTBPibmIlxAqNlozMIFwJG5m3JTYZ9Jr2AmDAcyaZBpDR7WzOY2N7C4gK5gK1DE96RVJqS0t7wgyWhwJayYkiZy81Nu6Obw3FDTacODDmCYMQcwkiw5R7jkt\/s6aoNZzXAOc6mwAHwUw4lzrOHKLemqwqtWkaxrEbNbYEOJa0S4jRo0Ez5LUwWPDqTW0wBkIcJkw4gtcZJ3B90pjdxPDaDxBqAkGJY\/u3Zh+HLcEAf2WJxXi9MVnZ2E92MtNxAD5Ih2YDkVjYiq\/P4XfDsPa8nXVWcZjg+llIaXARmiX8gOt4PopOKpRiKTpc4Oc57RECTYb3G6dTwNSqA1jA3TfMbnkFq9k+yr3RUr\/Cbh25GwA97rusLg2UhDGgc+Z8yuk4s3n+Ob7O9nHUnCpVIzNzZWjrYEnyXSOTymlakxzt1E5BOISRFqV5\/\/ABHvVp9KcnpLjH0XoZwnVea\/xBtispOjGD6n7q8muPrln7BOFWCLf6vt6fdE3HyUb23M3B2WW11taBzn93spKVTlpIKzcxMQRb06BTCtYTqdVMaHiEAOAMb6fu3VZRORsth0g3bfXfp\/ZbVR8ESLQfn0WYWXOWBtGhF0jUMwdoLvMSAQDrJBEb\/RQ47P4crvjkzub5dYvsVoYUBz\/GXANufDfaIJ0G\/om8Qr5akhoyAeHKLAEkgSRrqfVXe2eVZrQ0AQYHOYnmVdEBsgBw5rBFJznOy6yT5chPJT0sU9pyP02P71XTHOcmg6QItrc\/MqniWTYTPT9VPXxQIhhHuIMage6goF0w4W10SLarEPFrxzSc12awmxj1366KyQTvH29FAGFmhmVUbmC4m9oABcWtHwXyAkXJAOkn1SipiJJAaWWAPhsL5SJuLocAokipIGUsIBJLWh14vpra66N2GZiMoFPI8T\/VbJp1ACMplxO02vp5hcrkrcZHD3O+AZaDiG6gw6SROfa0banVX8RgHMYWNqucLgkAktMXnLeDYnkFDiuEOiWuNTU5iHtInYZgBFthsqRr1AMzqxaR\/22iT4dQWnqBpzPrj53xrcZuPwzxVNIOLhe4OYDmT0HNV8RSmL33AERa20aBXazqhZIc0sdJLQYII2O418pUdXMG5cljB\/vbyXadOd7VAIELSw2NqMjOXQ3xMa4ucJ1BAJuoBhpNiLagSYtJupxhmjUz9UuUmrFbi1WszIXNi8iADGuUkDaybgq7aIdoXwA0iSGHe5F9tJ3TcRWY1mVsaS50QejfJZNWtKzjbRfiefylStxr4sYmxiBPmYWYw6Rr1W\/wBn+BVsS\/JSbN\/E4\/Awbkn7JeK\/SEOLvi\/fT+67Psf2YZWHf1GnLMNGkxr6bLV4Z\/Daiwh1aq+qdwIY39Y9V2lKk1rQ1oDWgQALAAbQmMcuWqraRAAAgAQByAQNIq4QmkKuakaJQNEq2QgWoKZoHmgrmVFBaLV5P2zYamOqt3loG0wxsD5r1ohZfE+A0a5zVG+KIJBiY0nqNjqE5RZ08cxVJrGt\/MSZE6R0\/eirNMj9\/Zdv2o7J91NRodUp72Jc3z6dVxr8MNZIbrA1jkstSqLZzQLDS28yFK4MIIDiSAOXTSynqU2x+ZpExvrbWyiDGxIAkakAAjmOqvR2r13OLYm8WmxI1MddVVFN2gJgNvIPiOw6b3PJXCXCT+EbEgEzYmTynRQ0RycSPMafdI1o4fFAGarS+1vERB+\/loq1TxOLjBBlxa2QBfRo5K+1oy3aQB+IRykqGnQ+NwP4bCbx1HNXpPWe1js0MBDRbTnqUyvQObLaLfM6q3QxmV2V4cI5jXrCZWxE3IjSOR31W9qZFZ9ANMZY6ka\/JTVcTAl0E7aX8gP2FL\/OGo6wDR6x1CGJwWUSRI3LduSn+p54yqryfFMdPsnZwY2nTrsrFPCZjLjYbfRW6VOm4tAGh5+y1qR0GBw1IMa6q5oYAD3QfLnuHwgjkZE+q1OJVqmMcx9Bpa1rQwh0ZaZ2Ag31Ow6dOSriAG68j0W3w3irqdHJTAY52rh8RymQQY+srj8uh+OxNai3unkFwOxkQbkjad1juvLibm5POdlLj8Saj8xJJOrjcnzO6Y0ACANb\/vorIK\/dmLN9f7bodxeSRI3P0t9FYFh8USCAeXoq3hywCXQZJPl9FpEgrCS3rMnUz9FXxuJizSPP9FDiOnT5qm+qCTz\/AESRdT5idVA8QbFAPlbvCOy9SvD3ODGG4OpI6Ba8ZtR8A4ZUxFQU6esXcfhYNyfovZ+x+BpYGiaYc5znHM9x0JgCw2EBYPBMHSwzMlMf5nH4nHmStIYoLFrF5Ogf2iwoJDsRTBFiC8Ag8oUtLitB121WkHcG3uvKcTiHis8Uw0E1HQQ1uYkutLiJ3T8VjMU10VKjpvqQdyD8wVm8m\/l7AQgWrleH8SeabDnMlrSfOBKvYbH1JF56LTGtrKllT2XCMKiLIkpQEkEpCEKQqlxLEOpsJaJKUWCvO+3PZ2i897h6rKdS5eyTleeYj4Tr0VjiHE6z5DnGOQsFiYioeSxqfTk6mDrDw90dfOf9Ux7qnjq7qJh7C2d48J8osunxGJI2WDxLiLyIFlqLtYOKxxdaYEzbmq4xBGhPupcQ1zjJUAoldJIxau0eJ7OaY18MfQqf\/E2HQhvmIII+SoU2kbK3TeNS0ewUsjU5VdpVhVs6CcsB3TeOqOJw86AQBbaw1sqj6pO3l0Ur8e4xN49Pmo0e7BvYwxBHQg3\/AGFG5zoAmBMHWDbkOqko8QAaQWk7i4gWCbRxDN2n3n\/lTv8Aq9JsWzKGshskAy25uSL8j\/ZCpw94AMwSAdCPSdDsr1LiNID4STe3MbBVcTxNpgCbc4F1nb+LkVcNTMGQSfoFpk+FomIuY3Mf8lUqdfLeD8pvyupv\/KAJGp+vX+ytrUitVeM0Tzk8ug5KZlU76bKo9wF9I9zvc6pjMdrMFXE1NiH\/AHVJ9eHQCSPNGrWzckaeCc+DFluRi8kdWqXGGtJ\/fPkqVXBPGpB6BdDQwcBOGCvoql5KXBsEyQasmNG7evNdzhcWLRpssfh3BatS1Om53kJXW8M7EYgxnysHUyfYLny7RXZiAd1I2uuv4d2Ro0wM8vPWw9gtqjgaTBDabR6BYxceO1pFQvj8ZIOxghXcVjRVb4mjMMoB1sC8m\/8AqaPRevUuG0ixx7phdIAOUbwpv8MY2AMkyAQGgRKny3rmOA8FpuoUnuzSWNJGg0W5RoNYIa0BaY4eNn8wLbjbVUCtxkEkJRRASRhJUWITS1OJTUFavw+m\/wCJjT6fdZWJ7LUnfCXN9iFvShKmDjMT2ILtKjfVv91lYn+HTz+On7OH2XpMpKmPI6\/8N640DD5Oj6hZeI7B4lv\/AGXf6Yd9F7gUE2pjwQ9ka29KoP8AQf0S\/wCkqv5H\/wC0r3yU0sB2Hsm0x4IOx9c6Mf8A7Sk\/sXiP\/rd\/tK97FNv5R7I92OQ9k2rj5\/8A+jsR+R3+0pf9IV\/yO\/2n9F9Ad23kPZHIOQTaPn4dlao2PqCq1Xs3UOvzX0XlHIJhpt\/KPYJtO3zc7sxW\/APqVdo9k8c4AZDA3yuJ6bL6FawDQAeidKadvn9nYHGH4mu9G\/qVKz+HdUa0qh\/fRe9FANCv1Ux4nQ7DVG6YZ3tKuDspidqD\/ZewpKbU+XktLsZij\/2o8y0fdX8J2EryC4MA\/wA0\/RelJSi\/MZ3CuGCgwNAbO5AiVdyqSUJRTcqUJ0oEoHsrENLRuQZ3spX41xiwsZ8yq0oSoq0MaeQsSfef1UD6kgCBab7meajlAlUFFNlKUQUk2UkEnephrdEkkCNVHvEkkDg9EOSSQDMlmSSQLMiCikgUp0pJIBKIKSSBShKSSBShKKSAJSikgEpJJIBKUpJIAShKSSBSlKCSAEoSkkgEpSkkgEpSkkgbKSSSD\/\/Z\" alt=\"Resultado de imagen de Meteorito Murchison de Marte\" data-atf=\"1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Par de granos del metorito Murchison.y el meteorito completo<\/p>\n<p style=\"text-align: justify;\">\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\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>&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><\/blockquote>\n<p style=\"text-align: justify;\">\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 que se ha formado en el espacio exterior en Nebulosas y otros lugares llenos de energ\u00eda y radiaci\u00f3n.<\/p>\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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/photos.demandstudios.com\/getty\/article\/137\/213\/sb10065243r-001_XS.jpg\" alt=\"\" width=\"294\" height=\"393\" \/><img decoding=\"async\" id=\"nLSUvOlKa7uL-M:\" 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\" alt=\"Resultado de imagen de El carbono en la seres humanos\" data-atf=\"1\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El Carbono es la base de la Vida ( al menos de todas las especies conocidas en la Tierra)<\/p>\n<p style=\"text-align: justify;\">\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! El 95% del cuerpo de <strong>los seres vivos<\/strong> se compone por s\u00f3lo cuatro elementos: <strong>carbono<\/strong>, ox\u00edgeno, hidr\u00f3geno y nitr\u00f3geno. De ellos, <strong>el carbono<\/strong> es el m\u00e1s importante. Sin \u00e9l, no podr\u00eda formarse el ADN. Las prote\u00ednas, gl\u00facidos, vitaminas y grasas tambi\u00e9n son compuestos de <strong>carbono<\/strong>.<\/p>\n<p style=\"text-align: justify;\">Cada cosa viviente est\u00e1 hecha (entre otros elementos) 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 style=\"text-align: justify;\">\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\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQUz5KyCPPPnDeuXF5Z-oqHE0j7RXSr49fgr48kkMJma84MgCtslA&amp;s\" alt=\"Resultado de imagen de El carbono en la seres humanos\" data-src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQUz5KyCPPPnDeuXF5Z-oqHE0j7RXSr49fgr48kkMJma84MgCtslA&amp;s\" \/><\/p>\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTXnZW9RMcE58XeXbc_grtM9oZL5MrWDxHeFTz6mPpFKzyOG7nn\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_y2LTRCBjQk8\/TQ-vxEI4ZiI\/AAAAAAAADy0\/NRAws1QL4F4\/s1600\/Bacteria.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\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<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">\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<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/af\/SubstitutionAtCarbon.svg\/281px-SubstitutionAtCarbon.svg.png\" alt=\"Resultado de imagen para carbonos primarios secundarios terciarios y cuaternarios\" \/><img decoding=\"async\" id=\"LfAq4teqeeuoUM:\" 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\" alt=\"Resultado de imagen de grafito\" data-atf=\"1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El grafito se puede convertir en diamante<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEl 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>(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>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/aulaabierta.ingenieria.uncuyo.edu.ar\/pluginfile.php\/41722\/mod_page\/content\/6\/estereoisomoeria2.PNG\" alt=\"Resultado de imagen de Simetr\u00eda \u00f3ptica de compuestos org\u00e1nicos\" width=\"400\" height=\"202\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-Q0tNjjMOc34\/UDYGj39k1dI\/AAAAAAAAAHA\/NHq0JgZKjs4\/s1600\/BIOQUM%7E1.JPG\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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 sanguineos\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/www.biopedia.com\/wp-content\/uploads\/2014\/05\/Tipos-de-tejido.jpg\" alt=\"Resultado de imagen de Tejidos esenciales en las formas de vida de la Tierra\" width=\"400\" height=\"295\" \/><\/p>\n<p style=\"text-align: justify;\">\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\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;\"><img decoding=\"async\" id=\"IKwc-QECpUeZEM:\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Hidrocarburo saturado\" data-atf=\"1\" \/><\/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;\"><img decoding=\"async\" id=\"a5lkCb6NvfEN7M:\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Hidrocarburo insaturado\" data-atf=\"1\" \/><\/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;\"><img decoding=\"async\" id=\"4dy2tA03qqjx9M:\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxAQEhAQEBAWFRAVFRUXFRIWExUYFxISFRUWFhUVFxUZHSggGBolHRUVITEhJTUrLi4uGB8zRDUtNygtLisBCgoKDg0OGhAQGzMlHyUtKystLS0tLy01LS0uLS0rLS0tLS0tLS0tLS0tMC0wLS0tLysrLTAuKy0tLy0rLS0tLf\/AABEIALIBGwMBEQACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAABAUBAgMGB\/\/EAEUQAAIBAwIDBQUFBAgDCQAAAAECAAMREgQhBRMxBiJBUWEyYnGBkRQWI1KhFUJTkgczVHKCk7HRQ6OzFyRjc8HS0\/Dx\/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAEDAgQFBgf\/xAA1EQEAAQIEBQEHAgUFAQAAAAAAAQIRAwQSIQUTMUFRYRQVcYGRodFSsSIyU+HwI0JiwdIz\/9oADAMBAAIRAxEAPwD7hAQEBAQOFbVBDYgwOf25fI\/pAfbl8j+kB9vXyP6QM\/bl8j+kDH29fI\/pAz9uXyP6QMfbl8jAfbl8jA2TWAm1j+krxcSMOmapTEXdecPKanvCjxKdJzh5SPeFHiTSc4R7fR4k0nOEe8KPEmk5oj3hR4k0nNEe8KPEmk5wj2+jxJpOaI94UeJNJzRHvCjwaWc5v0zqi6qa7TZnOZWTqM4sjWZxY1mcWNZnFjWZxY1thIZkBAQEBAQEBAQK7iPtD4QKrjCO2n1C0r8w0aoTE2OZRgtj4G9oHna2t4k9HT\/Z9NVpuqlai1lpZPVVKfLJObWok8zJhZthtA21tbiYpanlpUNbmsKWKUMFpZVOWyFt3GApZZC92NiN7BX48UVqtQU6wLJVKhcDjVdtHhZXuAgtXNrdFa25gS6mo4sKjqiVDRxo2dqdEObVaAqui9MzTaqcWuAV+UCPozxinSpIqOSKFS+Ypsc8NSwLMTfmip9nCj2SGN\/QO5fjAaoL3TlLg\/LpFszTpljbYZioagtuLAd0kd4PS8Heq1Cia6laxUZq2Nw2\/XEAX+AHy6QLHTe0PnNTOf8AxllT1TROIseZ7f06jaYCk1UMKikrRcK1RQGupPMpnHcE4sDt4i4OzlaqYq\/i+5NMz0UNHinEl5S3IW1Mm70a2A+xVckZ2YF2+0CnuSL7b7mXzTgzfp\/k\/hPKxPEolWvxKoaTtVq3wRSudELkuvplnZVtY8jJht0Fjfe+UcmNtv8AIRy8TxLOj1nFEppRNdxdaI578huU3M1Arl2PVbcgg77fORMYMz9Tl1+JSU49xOtyK9JkWlVYlqZ5ZNNVammLeJVgtZw1x7S9bBTE0YNO0p5WJ4lEbW8XK6d+c3OVAxBNFUNZ9I10qgWyprWCj0z69CM6eRF+iOXieJe27KajUVNODqSDUycA7XwB7uWIAvb0HwE08xFMVfwdC0x1XU1xvPTYf8lPwhpVdZeb7cGsE0hoNUUrqQzmmVyFMUqw6P3WGRXY\/wDpMk0zHd5+vxbjOR71IDlUbcs02AcpSNUjIe0HNbbpiBt4yJllel3p8W4mCwLqSq6kUieRjVqrVrCidQbjBTTGnIKdSzbSLl6UdOLcWxpk1BcJUYi1E5sK2n5aPsLXQ6j2QNgPGNRqpeh7I67WVDWGrK7YFQCmz3fmqmHtUh+Hizd43a8yiUTbs9LJYOizFfHRmEkBAQEBAQEBAr+IKSwsPCBGwPkfpAYHyP0gMD5H6QGB8j9IDA+R+kBgfI\/SAwPkfpAYHyP0gdNOpyGx+k1s3F8KbJp6pdjOJy6vCy7BS\/URoq8Jucv0\/STor8fY1HL9P0jRX4NTBpD8o+kaK\/BqZ5Y8v0jTX4NRy\/T9I0V+C7IX0kaK\/BcsY5dXhF4dRPRYf8kfBqVRuwVv1EzRaWOWPKA5Y8h9I2LSYDyH0jYsyFt4Qbs2gtLoJC6OjMJICAgICAgICAgICAgICAgICAgICAgICAgICAgLQMWgLQFoC0BaAtAzAQEBAQEBAQEBAQEDBMADeBmAgICAgICAgICAgAYCAgICAgICAgICAgICAgICAgIGruFBJNgBck9APMwIJ1j1P6hRj\/GYHC3uLcF\/jsPWBH0vFiCVrDcDdgpBUeb0tyo98XU+YgWgrrjnkMbXyuLY+d+lvWBXaqqdQtqSFqYIa5sErAH2BfqD52tsOt4G\/CtIyPUc01pqyoAite2JqE+AA9odPWBZQEBAquMaau4flVCoNMgAW7z3Pid18Nx5wINKq9d6jNTFVEbBOW4ARx3i98vJ1FxcjDoL2gXKa1c+W11a\/dyG1T1Q9D8OvpA619QiKWdgq+ZNh9YFd+0nd8KahTa\/fDZHa4LIu9NT+ZrH3TAk0NeLhKoNOodgrG4c+4\/R\/h19BAk1q6oCzsFUdSdhAq9QGqMKnId6drKpIQq4N+YQSLAg2v7Qx6bwLDQIy01De0L3+NyYEiAgICAgICAgQTxeh+Yn1FOoQfUMFsR6iBg8YoDqzAeZp1AB6klbAesCfAQEBAQEBAQKbjNQCpTyUMAEsh9nJq9KnkR4kBiRfpAubQOGq0iVAAw3G6sCQynzVhuDArKWgQVwjd4cvMg+yamdsygsuVvG3rAuoCAgICAgLQOWooK6lXUMp6gi4PygVGl4cXLE1X7lSooJJLhQQAFdicdr3IGR84Fvp9OlMYooUXvsOpPUnzPqYHHihUUarMgYKjMVPRsVJt+kCHwnTKXqs12NOpjTzYty1NNGst\/G7nfrbaBb2gICAgICAvAxeBmBWcc1eK4AkFgSxHVaS2zt7xuFHqw8oErh1FkpgN7XUgdEv0RfRRYfKBjiNN2Q4HvjcKT3Xt+43ukXHpe\/hAicD1IINO+yi6X68okhQfeQgofVR5wLWBi8DMBAQEBApONoWqoFFzjTNh5LqqJJ+QBMC7gaVqqoCzMFUdSTYD5wK+jVD6kMOhoXFwQbczyO8CzgICAgICAgIFbodQiZhmAyr1At9rm\/S\/nAsrwIfGFJoVwBcmlUAA6klDYAQOfCOuo\/80f9GlAsICAgICAgUOp0FVXesKtkFXmBTiUCjT4ZHbK+W9rgQNOE06lQiu9FS7EkVr2KKO4FUG5tdb2BKnK94FkNNX\/tP\/KX\/eBFp6X8cCs+TnF0awAcUwQEI9xnLjzyv4QLmAgUtfSfjgUWKvc1HawIQMMStvfIU26Xpk9eoSzpq\/8Aaf8AlL\/vArNZwmo5ayDmGqjjU3XMUxVV8ACCbgCwHs7AwOukerQrLRZw4qPUY3AzxxJViVsAO7jYC3r0gXsBAQEDhq9HTqgZrcj2WFwynzVhup9RAjfjUv8Axk+IFRf9FcfQ\/EwIdLRVazB3JW3RmUFh606e60v7xyb4QJv7Io2thve\/Mu3Mv0y5t87+t4GlV6tGwzFQMwVMhiwZjtkwFiOu9r\/GB20Wrd3qU3UBkCElWyByL+gt7P6wJkBAQEBAQIGq4Wj5MpwZvasAVf8Av0z3X8r9fUQIVE1qBClWNPyUNUU+WBvnTPo11HgRAmcutW9omkn5FYGoR7zjZP8ADf8AvQJem06Uxii2H+p8SSep9TA6wEBAQEBAQEBAi8R0xqL3SBUU5U2Pg48\/QgkH0JgV1TjjC2NE9BcOuoDK3ivdosDbzBgYTjj371Hb3V1BYnwADUFG58yIFjw\/TFAWaxqOcnI\/MQLAeigBR8PWBLgIGLQMwEBAQEBAxeBmBpWoq4KsAVPUHxgc9LpKdK+CKt7DYWuBe1\/PqfrA7wEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAoO1nF6mlWk1MXydEPs7ZuiZG\/ll0ECo13afUUnUNiKRBLVSyDAAMS5W3sKALsSAMh1gZqdtADTCfiKxQGqLcu7mlbFgDltWQ+X628xmM1nYxsTRXERF7RtO0X\/C6mmm27d+2YDUgEqFaqO6dwZVAppkFFPVSjl732Cnx2mpTneIzTVPMpvExE7RaL36z5iYsy00eHb730+oLlSSMggtiuOVT+4OYlz73xmFOe4pqtNdPw2732+M2lFVNERdQ\/8AaAyplVfA3HdKruDnZgT1H4b+vdPXa\/0OijBmiJqizxWJmuKc6aMOqJjfe3i20+u8OidunboXJv3VFNSXF3BK26j8N\/p6iZxhYE9IlRXn+K0da6duu0bdOv1gPbtsnRXLur4YqiElu90H+BhvaTysC9rSe3cVimKqqqYiYveY+H5hbdlO1H2yrgHLKaZdTgAHClQxUjrYsAfjKMejDim9DqcLzOerx5pzExa3SO0\/3ewmo9CQKDtVxippeSUW4eoiHp3eZUSmG367t0ECpTtvS8HNXu5Z0lV1sebZcgbZfgVNvSee4lj56jH04FURT6\/L8wtoimY3bVe29PI06RNRw6IwGPdDXu1r3sLWsQPnOfTm+KaYqxK4iLTPTwztQ4J2xqVFflFOcovyMxkVvbOwUtY+gNyLeM9JkJxasL\/VqvPm1vkpqtfZ34d2wFQKc83OF6VPB3pl0L2cIfBQx9bbXmnxjMZnBopqwJiPMz9vuyw4ierI7aoFLVAwtnfFchkgduWDtdylNmt5D4TjznOJzVaiuO3WI6bb\/C82W6aHDifbQqFFJXLc0oRgLkKKocr4Ni9FlPTp5WJ6\/AsfNY2NMZmYmnTtbzNpi\/xhyuLV4mHg6sGqKZv37oH3\/uSq1ciOXsqKSeY1NVAHXrVTrbr6Ger5WA8v7bxbTFVVURG\/WI2ted\/pLb7+Ng1QuQi4gsUUDNsQKdzsG769dt+u0nlYFro9u4rriiKqbz6R0jv8NpE7eE3s7Y+DcsWYmmtQKD4ti42845WB4knPcVj\/AHU38WjzMX+F4ex7M8ROpoCqTvk6m4AIKMVKkDxBBHymljU0012pel4ZiY2Jl4qx5vVed47x2t8lrKnQICB5\/tZxmppBRZBcPURD7Pd5lSnTDb+RfoIFJrO2ZpVloPVQdx3d2KKKYVche\/mLn4D1EDrW7bBWpqvfBKhqg9jJmoABSB3ttQpv09etvMY+Zz0YuJFFcRETtFonb+Lr9F8RRZkdvaGLMxdbAe2gW5IokLcm1yNRRO5As\/XY21ZzPFrxEVUzf0+P4n6J00Ob9uCf6tCVLIEckDMOtFgygX6c4bH8s2cDMZ7XTGJiR13i0dpmLfZVi6YomaetpVmn\/pCY06Tu5RnCd0qtxkqvffqLOOm\/pPccrAiN3i6s5xXXVTRVExF97R2mYt8dkjT9uKlTHEuS2JVeUtyjrkHA\/Lb\/APJlGFgT2lVXxDilF7107X7R1ibW+LmO35OWLlrMynFENsVZifhZG9dum4kcrA9WftnFoteqmLxE9PO3\/cPQdku0R1b1VLEhVDC6gZAsyZL5i6MPl8JTmMPDpiJodXhOYzuJiVRmJi0R27T4n5PUTUd4gV\/FuE09SFFS9lIIA8wysD8ioPygVn3N0\/MFXKpzBezZt+8xa1r2Iux2Owgd37K6VmDsmT93vHxKlSpsNr9xP5R5TjY\/CZxa6qubMXvtaO\/VZFdmh7IaO1uV5+LXGRUkA3uB3F2HgLdNpVHBaom\/Oq+kfj1TzPR2qdmtMcboO6+YHk5tvby2G3TYbSKeBzTVq51XjpBOJeLWV33E0tiN7EhvmL+PW3ebb1PmZ6inMaaYp0vO1cFma9fOqvv47\/IfsLpWFje3Ty2yZrXHq7fzESZzX\/FjHArTfnVfb0jx6Q3HYrThi12yLZX96zC4Hh7TfWIzU3vpYzwC9MUzjVW6dkngnZaho35lIWJTD\/CLW\/0HxleJi6otZvZThs4GJzJxJq67Tbv32X0pdMgV\/FuEU9TgKl7KysB7ysHU\/JlB+UCI3ZjTElnXJiACx64qKgUbeA5tT+czl5zhs5jEivmTTbtFvT8Qzprsz919LucOpU9T1XoQL7etuvjeavuSbRHOq79o7suZ6OVXspp2Q07EUzviPzAghgeoNwDcdLTqZTLzgUaZqmr1n+yuqbzdrV7J0Ci07nBbYrYWGIsLfK49QSJGayntFv4pi3hnRXFPWLtD2OoG92JupU91d1Ykn595t+tiR0mjTweI6Yk\/ZZz4\/TH3ctV2IoVMsna7NmSFUXezC+w29tjt1LE9TNvI5L2Sq8VTO1ov2a2appx6dNrfBz+4lC+XMa\/cPspa6MrIQLWFii\/yidWMxVE3cz3Tg6dN5tv383if3lqOwGmGVnfcWNgu9iCD02NwNxvsPKRz6rWPdWHtN52m8f549G33C09iOY1j1GKbnAU\/L8igSefUiOE4V73m\/wDe\/wC6\/wCC8MXS0looSVUmxNr7m\/h8ZVVVNU3lv4GDTg06aU6YriAgV\/F+EU9UEFTopDAe8rK6n5Min5QK9eyWnDK9yXUuVc2LAuSWsTvbe1vAbCBzrdjtO78xiS91N8V6qUYH43p09\/cHlOVi8L11TVzJi+\/b1\/M\/VdTixEW0\/u1HYzT7i5F9tlUH2aSXBG4NqFHcbjAGVe54vfmVfbzM\/vM\/Vlz6f0x92zdj6Bscjta3dXbEKB\/00\/lEyo4TFFUVcyZ79vX8yxrxaaomJp6+sodL+j\/TKFVajhVIIAVdrAKN7XtYAW6bCd\/nz4cb3XhzVNWqbzFmfuDp7KOY1lCAd1dggso6dACdvG8e0VMfdOFvN53vf59W33D0+\/4j7lie6vVgyt4bbMwt6mRz6kzwnCmIi87W+28LHgHZqlo2qPTYkuBe4A6Ena3Tck26XJ85hXiTU2cvk6MGb0z2svJg2yAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAwKnV0g1a5p80AIAMlHIe7MWN91uGXdbnu9IFYo1GkFF3qB\/wAOnTwbH2shdVtYsbX37x26GB6mAgICAgICAgICAgUGq1lQOfxGDiqiiiFBDUTUQF+l91JOV7DpAv4CAgICAgICAgICAgICAgICAgICBBbjGlBIOopgjqOYux+sDnW47pgpK1kdrd1FdSzsdlUC\/UmwgSOHaconesajHKoR4uetvQCyj0AgSSIGYCAgICAgICAgIEfXajlrkBdiQqr+Z2ICj6n6XMBoaBpoqMxZv3mP7zEksfQXJ28BtAkQEBAQEBAQEBAQEBAQEBAQEBeAgVfHNSFXl3IzByI6ikLB7W8TkEFvFxAlcNpuqLns3XEWtTB6UxbqFFhfxtA58ZpM1Jgovtdk\/iJ+8g8iRex23CwNeDavmJYtdlt3vzqRdKg9GUg\/HIeECwgICAgICAgICBV8X1diKYJsAGqYmzYkkIi+87DEegbptA3ocKplVyDBrDICtVsG8bHLpeBC12kFKpSNNTcElCajteoAb0yGJAyQvZvAj6hc6autRVdfZYAj4H08DA6wEBAQEBAQEBAQEBAQEBAGBQVtJXptzuZdVq1mwZkCBXVwm9rkkkbE+MDPCQ7lapojNwXFfIEKri607A5G1wLdNr3vAncvWfxaP+RU\/wDlgRNNpmbUNz2BcBXXFSqsq7LYEn2WLkjfdkPgIF3AGBT0dNhqAKZ2szOLbKj7qnqeYHYeQLDxEC4gICAgIGtQ7G3kYHntPxavTQVNSlhyaJ7pveo2Vy11Wx9nui532HmErh+pqFSQWqVbLnTYBBTc+0obHw32NzsN4Eo6nUf2Yf5y\/wC0CHwqgarc1\/UkX\/4+6MCPAUwMR53Y+RgXcDjq9OKiMhuLjYjqpG4YHzBAI+ECv4MXDVabAWGLNbotVrlwvo3dqW8OZ6wLaAgICAgICAgICAgICAgICBhlBFiLjyMAotAzAhcTosVFRP6ymSyj8wsQyfMH64nwgQqvaOkD3SjCw359FTv4FWYEEeRgaDtLS8QvjYCvQYsf3VCq5JJNh84Flw3TlEu+9RzlUI6ZmwsPQABR6KIEuAgICAgIHDV6RKoxe5XxAYi48QbHcHyMDuBAQK5\/wa2X\/DrGze7WFgh\/xDun1VfOB0bitEEgsbg2PcfqPlA1qcVTBmp3ZhYKtmXJ22Vdx4n6C5gduH6bloFJuxJZm\/M7G7H6nYeAsIEmAgICAgICAgICAgICAgICAgICAgIGlekrqyMLqwII9DAjcOdgGp1LlkNsj++hHdf422PqD6QJl4CAgICAgICAgc69FXUqwup6j9YEb9k0fyt\/mVP\/AHQOGq4YqgVKSnmUzkoLsctiGXcmxKkgHwNoE\/TVlqKrqbqwBB9DA6wEBAQEBAQEBAQEBAQEBAQEBAQEBAQKviOnZqisabVEtZQrBcKlyczdh4W3FyLHbeBVczU6SmlWowfGgqlWOPfBuVBucmt4+nj0geoEDMBAQEBAQEBAQEDztbWNT5oSoEdS+OnCA5Le\/M6X3JJv03t13geigICAgICAgICAgICAgICBhjA8vR7XZ87GkSaTlGFmuWCI9lFu9s6wI9ftwqURqDSOBIULdQ2Vytu8wXqDve23jAk1O19NHppVCpmjuCSbYpgGJI261E+s1c5j14ODNeHTqnwypiJnd0Xthpt8qqKQWBDMAe67IT8Lo30PkbcCeN52LWwL\/CZ9J8eq3lU+WdX2v09I2Z1LZFLKb2cU3qEHwG1J9ztcWk4fG85ibxgxEWvvM9LxHj1ROHTHdX0+31J3qIoUYFgczibJfI\/AWO\/pPU8Op9oy9OLiTpme0b\/h5viXFMxlMXTRh6qdrTf\/AKbJ25pkqoNPJhdRmbkEsPLzVvoZveyYf6mjPH83ETM4G0es\/j1hqe29IqrHlFTcg57HHqenhE5XDjrUn39m7zHI3j1nv8nSh22puaYBp99sV753ba46e8v1HnInK0RH8zKnjubmq04HjvPf5PXCaL1LMBA419SiWzYC\/S8DCaym3RwR8ZqY2ey+DVpxK4ifVlFMz0bfaE\/MJT72yX9WPqaKvDR9dSBsXAM28DHw8anVhzePRExZqOI0f4i\/WXIbprKbbhwRNXGzuXwatOJXET6sopmWftKfmEo97ZP+pBoq8B1CfmH1j3rk\/wCpH1NFXhxPFKANjVUEes6eHRViUxXRF4npLn18SymHVNNeJETHWLsftXT\/AMZfrM+RifpY+9sl\/Vp+p+1dP\/FX6xyMT9MnvbJf1afq2TiVFiFWopJ6AHrInBriLzDLD4llcSqKKMSJme10uVt4gICAgICAgICAgYYbGB4+r2RqjmmnWC81y9Tdgb8laQCsBddkU3G9xG5N+zivY7UBAg1AG5YsLZGoWJZvYx3yIxAx36dLRux3ZHYYKKYQooVSCFy729M73BvvSX\/6ZRmsOvEw5oom0+q2iaf9zFXsNkXJYd56jnvnZqo1Ktbu9Laurb4L5TjU8LzNMRaunaIjpPbT\/wCYXzXherUdhADUIZQXZmNj0LiqHF8bkE16h3vYmT7szU2vXE29J9PX0hGvC9fsiv8A0eMTU\/EUo5clCzWyqKyltlvezsPnO9kZnAwacOveY8OJncjONi66KrdO2\/W9urFP+jxlFs0IOF+oywqVKlzio6mq15t8+PH+b\/lqVcIrqm81+e3mIjvPpDGq\/o7qVQvMrKxVSuR6lT0HseHUW+d4nHibbMsPhVVEzprteYnpPX69\/m7r2FqcwVOYt81dhk1nx5WKnu9L0VPnf02irHiezHC4RVRaNfTpt6z6+r3qzWd1mAgeU7eaZ6i6flhiy1qLEKxF0WvSNS+9iMAxsevkTAon03ESTg5C4AfhYquZGoyNql2uP+779P1nl+M+zc+NdF5t4npeLdPmuw726sVNHxOo55mWAqUWAU01BAIuB3rkAE5AgXttecuPZMOiNNO9qo3ifl2+izfy4LodStF0q0s1IvygRzCTjezFsLbE4mwNrEgGep4VXRVgzNHS\/wAP3UVwj63Q6h6OmQUnNWkq9TTZTUKWVnNQnJQQciO9vtedNgsdXpda4RQMlyBPLxVQVqq3fFRsj3emPiGv4TzPFuVGY1VRvpt0mdrTEWt69b+i6i9nKnouJFKYKuKtNmIOVHlgfZ66JywDfbKkDltlv0uZyb5W87bT\/wAar\/zRM32\/bss3d1o8Rwdm5vRMaYahzSnOqki98Ody+UCb49bG+8qqpyuuIimLb3nTVbpHpe17p38vPtpeJLztjzCbt7BViaiFuVuLHEVethcr08PpmS2y1PL6W2eAzvs1Wa\/1ab7z0ifXrtaYvbp6uiabiFiSXLHbGyWtyENwPBuYGG5I38t5t3xI7\/ePH5aU0ZTpFHr0q\/VPXbpazFahxAsmAqCnil7imWHe72RBtnbxAItEziatp+8Jw6MnFE6qL1XnpFVum1tunx3WPAaOtGq0+QblhzcnDEoGqgZW7xcjk2I26zDFmrRN5bWQoy\/tFE002m8dquto6T0t16vqInMe2ICAgICAgICAgICAgICAgICAgICAgICAgJFgk2CAgIsFpFoCLQFpJYtCLFoLFoLEJICAgICB\/9k=\" alt=\"Resultado de imagen de Hidrocarburo arom\u00e1tico\" data-atf=\"1\" \/><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\"><a title=\"Hidrocarburo arom\u00e1tico\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hidrocarburo_arom%C3%83%C2%A1tico\">\u00a0Arom\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>de 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 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/slideplayer.es\/slide\/14102732\/86\/images\/2\/Compuestos+Org%C3%A1nicos.jpg\" alt=\"Resultado de imagen de Los compuestos de carbono conocidos\" width=\"400\" height=\"300\" \/><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/player.slideplayer.es\/86\/14102732\/slides\/slide_1.jpg\" alt=\"\" width=\"526\" height=\"394\" \/><\/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;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/lunelo09.files.wordpress.com\/2009\/11\/seres-vivos.jpg\" alt=\"Resultado de imagen de el carbono es elemento m\u00e1s versatil y adaptable\" width=\"400\" height=\"300\" \/><\/div>\n<div style=\"text-align: justify;\">\u00bfC\u00f3mo se las arregla \u00e9ste ser un elemento tan vers\u00e1til y adaptable?<\/div>\n<div style=\"text-align: justify;\">\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>Qu\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><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>\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 et\u00e1n presentes en las Nebulosas<\/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><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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En 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 style=\"text-align: justify;\"><strong>Hidrocarburos<\/strong><\/div>\n<div style=\"text-align: justify;\">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 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.profesorenlinea.cl\/imagenciencias\/molecula004.jpg\" alt=\"\" width=\"512\" height=\"309\" \/><\/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\u00a0\u00a0 El Carbono y el Hidr\u00f3geno son fundamentales la Vida<\/div>\n<div style=\"text-align: justify;\">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 style=\"text-align: justify;\">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 style=\"text-align: justify;\"><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 style=\"text-align: justify;\">Se han imaginado y recreado posibles formas de vida basadas en el Silicio en planetas de alta temperatura<\/div>\n<div style=\"text-align: justify;\">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 style=\"text-align: justify;\">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 style=\"text-align: justify;\"><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 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Solo podemos imaginar lo que pueda estar presente en otros mundos<\/div>\n<div style=\"text-align: justify;\">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<p style=\"text-align: justify;\"><strong>La teor\u00eda hidrotermal<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/cnho.files.wordpress.com\/2011\/12\/7marav02.jpg\" alt=\"\" width=\"304\" height=\"247\" \/><img decoding=\"async\" id=\"_BTHDM44VBWgNM:\" 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\" alt=\"Resultado de imagen de H\u00fameros negros\" data-atf=\"1\" \/><img decoding=\"async\" id=\"MBkKsfOnuM9wwM:\" 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\" alt=\"Resultado de imagen de H\u00fameros negros\" data-atf=\"1\" \/><img decoding=\"async\" id=\"5X1kSBSE5z1zjM:\" 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\" alt=\"Resultado de imagen de H\u00fameros negros\" data-atf=\"1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00c9sta explica c\u00f3mo el origen de la vida habr\u00eda tenido lugar en el agua caliente y llena de mol\u00e9culas. Gracias al aporte energ\u00e9tico producido por el calor terrestre o por un evento externo (como un rayo), las mol\u00e9culas\u00a0<strong>se ensamblar\u00edan de forma natural en nuevas mol\u00e9culas m\u00e1s complejas<\/strong>. Parte de esta hip\u00f3tesis est\u00e1 demostrada en laboratorio, donde se ha observado c\u00f3mo las mol\u00e9culas, efectivamente, tienen tendencia a formar estructuras m\u00e1s compleja de forma \u201cespont\u00e1nea\u201d. Esto debi\u00f3 ocurrir en profundidad, pues la luz ultravioleta debido a la falta de atm\u00f3sfera habr\u00eda destruido los compuestos m\u00e1s grandes.<\/p>\n<p style=\"text-align: justify;\"><strong>La gran glaciaci\u00f3n<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/2012.files.wordpress.com\/2013\/02\/glaciacion.jpg?w=497&amp;h=372\" alt=\"\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una glaciaci\u00f3n global pudo ocurrir hace unos 3.700 millones de a\u00f1os. Entonces, el hielo podr\u00eda haber protegido una serie de compuestos que\u00a0<strong>evolucionar\u00edan lentamente bajo una capa enorme<\/strong>. M\u00e1s adelante, con la adquisici\u00f3n de una atm\u00f3sfera por parte de la Tierra, los rayos UV no penetrar\u00edan tanto, el planeta se calentar\u00eda debido a un aumento del brillo del sol y los ciclos que est\u00e1n surgiendo y los compuestos saldr\u00edan al aire<\/p>\n<p style=\"text-align: justify;\"><strong>La Panspermia<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-I8aNWEQuTkc\/UMb5DmGKmBI\/AAAAAAAAEdM\/5VmcRgpjJmU\/s1600\/en+que+consiste+la+teoria+de+la+panspermia.jpg\" alt=\"\" width=\"304\" height=\"209\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcSuV2Vf-8I7ms7OUWURih57ZQlu3aWlbt4TUMZlcR0U1SMz0kkcFQ\" alt=\"Resultado de imagen de la panspermia\" name=\"-z2fXkvIynnk0M:\" data-src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcSuV2Vf-8I7ms7OUWURih57ZQlu3aWlbt4TUMZlcR0U1SMz0kkcFQ\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La llegada de la vida desde el exterior es una de las teor\u00edas m\u00e1s populares. Aunque de las menos sostenibles hasta el momento. En ella se explica que\u00a0<strong>los precursores de la vida no estaban aqu\u00ed<\/strong>, en la Tierra, sino que llegaron de otro lugar: un asteroide u otro planeta, como pudiera ser Marte. Hasta ahora ning\u00fan dato avala concretamente esta hip\u00f3tesis, aunque s\u00ed hemos detectado mol\u00e9culas precursoras de precursoras. Aunque esto no es nada especialmente asombroso.<\/p>\n<p style=\"text-align: justify;\"><strong>La hip\u00f3tesis de los simples<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-pcKR5CtCkqU\/UZjy5WLSUvI\/AAAAAAAApGA\/UKGaIOXd77E\/s1600\/Teorias+origen+vida+ate%C3%ADsmo+cristianismo+ciencia+panspermia+religi%C3%B3n+dios+jesus+biblia+evolucion.jpg\" alt=\"\" width=\"304\" height=\"226\" \/><img decoding=\"async\" id=\"xqczdjSiwQgBeM:\" 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\" alt=\"Resultado de imagen de Ciclos moleculas que trajeron la vida\" data-atf=\"1\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/alphr.es\/wp-content\/uploads\/2017\/10\/9_comienzovidatierra.jpg\" alt=\"Resultado de imagen de Ciclos moleculas que trajeron la vida\" width=\"370\" height=\"370\" \/><img decoding=\"async\" id=\"vkd67k7qyIZDxM:\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Ciclos moleculas que trajeron la vida\" data-atf=\"1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta hip\u00f3tesis explica, de forma similar a la teor\u00eda hidrotermal c\u00f3mo los precursores provinieron de ciclos moleculares de reacci\u00f3n sencillos que fueron siendo cada vez m\u00e1s complejos. Sin embargo, al contrario que la anterior, esta\u00a0<strong>necesita de una especie de membrana o c\u00e1psula primitiva<\/strong>\u00a0para poder evolucionar en el sentido adecuado. Esto representa su principal inconveniente.<\/p>\n<p style=\"text-align: justify;\"><strong>La hip\u00f3tesis del ARN<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Dibujo20091127_Superposition_two_Ribbon_representation_ligase_ribozyme_left_and_right_Secondary_structure\" src=\"http:\/\/francis.naukas.com\/files\/2009\/11\/dibujo20091127_superposition_two_ribbon_representation_ligase_ribozyme_left_and_right_secondary_structure.jpg\" alt=\"\" width=\"719\" height=\"422\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La hip\u00f3tesis del ARN resulta bastante l\u00f3gica pero a la vez, imposible en sus primeros estadios. El ARN es precursor del ADN en nuestra biolog\u00eda. Tambi\u00e9n es un mensajero, codificador y relativamente estable pero din\u00e1mico. Algunos virus y bacterias solo contienen ARN. Todo esto nos hace suponer que\u00a0<strong>el ARN fue antes que el ADN<\/strong>. Sin embargo, esto solo vemos posible que se sit\u00fae mucho despu\u00e9s del origen molecular de la vida. Es muy dif\u00edcil que el ARN Existen muchos indicios para suponer que el ARN fue antes que el ADNpreceda a las membranas rudimentarias moleculares ya que es bastante inestable en el medio (entre otras cosas).<\/p>\n<p style=\"text-align: justify;\">Sin embargo, una reciente hip\u00f3tesis cree haber encontrado algunas novedades al respecto. Seg\u00fan un estudio, en un primer momento surgi\u00f3 el ARN de forma natural y espont\u00e1nea (cosa que tambi\u00e9n se ha comprobado como posible bajo ciertas circunstancias). Esa cadena con informaci\u00f3n, por supuesto, no fue suficiente. Entonces, en ese caldo de cultivo, el ARN\u00a0<strong>encontrar\u00eda lo necesario para formar un amino\u00e1cido primordial<\/strong>. Es decir, la manera de transmitir informaci\u00f3n y los ladrillos esenciales fueron antes que las membranas. Para ello necesitar\u00edan un \u201cayudante\u201d molecular desconocido. M\u00e1s adelante surgir\u00edan las membranas y todo lo que conlleva. No obstante, sigue siendo una hip\u00f3tesis bastante complicada de asumir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Lo que vino despu\u00e9s<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"ZloBimTWE1MRVM:\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas que formaron membranas\" data-atf=\"1\" \/><img decoding=\"async\" id=\"nPyE01ZGRHMLGM:\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas que formaron membranas\" data-atf=\"1\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"vzihKjYmaChBHM:\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas que formaron membranas\" data-atf=\"4\" \/><img decoding=\"async\" id=\"XnauCdAB_IDd_M:\" 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\" alt=\"Resultado de imagen de Mol\u00e9culas que formaron membranas\" data-atf=\"4\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En un momento dado, millones de a\u00f1os atr\u00e1s, tendr\u00edamos unas mol\u00e9culas muy primitivas capaces de formar membranas de forma natural. Lo hacen as\u00ed porque su estructura qu\u00edmica se lo pide, pues tal es su naturaleza. Por otro lado, otras mol\u00e9culas ser\u00edan capaces de transformar a otras, de nuevo, gracias a sus propiedades. Lo que transforman son\u00a0<strong>peque\u00f1as piezas capaces de unirse en largas cadenas<\/strong>, las cuales adoptan formas y propiedades distintas seg\u00fan se unen. Ya tenemos las tres piezas esenciales: ya ha surgido la vida. Con el tiempo, tras mucho ensayo y error, fruto de la casualidad o de la naturaleza de las mol\u00e9culas, se unieron. As\u00ed que de pronto, no sabemos muy bien cuando, aparece LUCA. LUCA, por sus siglas en ingl\u00e9s, es el hipot\u00e9tico ancestro com\u00fan de todos los seres vivos. Es la primera prueba ordenada del origen de la vida. Y, por supuesto, es solo una hip\u00f3tesis pues no sabemos si en realidad hay varios \u201cLUCA\u201d o solo uno.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F22%2F%25c2%25bfque-es-la-vida-%25c2%25a1ya-me-gustaria-a-mi-saberlo-5%2F&amp;title=%C2%BFQu%C3%A9+es+la+Vida%3F+%C2%A1Ya+me+gustar%C3%ADa+a+m%C3%AD+saberlo%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F22%2F%25c2%25bfque-es-la-vida-%25c2%25a1ya-me-gustaria-a-mi-saberlo-5%2F&amp;title=%C2%BFQu%C3%A9+es+la+Vida%3F+%C2%A1Ya+me+gustar%C3%ADa+a+m%C3%AD+saberlo%21' 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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfQue es la Vida? Nos preguntan en el t\u00edtulo de este trabajo, y&#8230; \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Bueno, algo m\u00e1s que sue\u00f1os ser\u00e1 Lo cierto es que no podemos contestar a esa pregunta con propiedad. Sabemos lo que [&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":[335],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/19590"}],"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=19590"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/19590\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=19590"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=19590"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=19590"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}