{"id":27956,"date":"2022-05-08T21:15:07","date_gmt":"2022-05-08T20:15:07","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27956"},"modified":"2022-05-08T21:15:07","modified_gmt":"2022-05-08T20:15:07","slug":"las-estructuras-fundamentales-de-la-naturaleza-8","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/05\/08\/las-estructuras-fundamentales-de-la-naturaleza-8\/","title":{"rendered":"Las estructuras fundamentales de la Naturaleza"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_cTbpVCt4XUM\/THUUVT77LYI\/AAAAAAAAAAU\/VfdiNnL7lF4\/s1600\/clip_image002.jpg\" alt=\"\" width=\"336\" height=\"223\" \/><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5126737006388673058\" src=\"http:\/\/2.bp.blogspot.com\/_J-1I5Aw0GUk\/RyXUJQqleiI\/AAAAAAAAAAU\/aPv1wMQN25I\/s320\/image001.gif\" alt=\"\" width=\"288\" height=\"216\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Una mol\u00e9cula de Agua y otra de Amon\u00edaco<\/p>\n<p style=\"text-align: justify;\">Hemos llegado a poder discernir la relaci\u00f3n directa que vincula el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza. Una mol\u00e9cula es mayor y m\u00e1s f\u00e1cil de desmembrar que un \u00e1tomo; lo mismo podemos decir de un \u00e1tomo respecto al n\u00facleo at\u00f3mico, y de un n\u00facleo con respecto a los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que contiene.<\/p>\n<p style=\"text-align: justify;\">La cosmolog\u00eda\u00a0 sugiere que esta relaci\u00f3n resulta del curso de la historia c\u00f3smica, que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> se unieron primero, en la energ\u00eda extrema del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> original, y que a medida que el Universo se expandi\u00f3, los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> compuestos de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> se unieron para formar n\u00facleos de \u00e1tomos, los cuales, cargados positivamente, atrajeron a los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> cargados con electricidad negativa estableci\u00e9ndose as\u00ed como \u00e1tomos completos, que al unirse formaron mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/particleadventure.org\/spanish\/images\/scales.gif\" alt=\"\" width=\"434\" height=\"301\" \/><\/p>\n<p style=\"text-align: justify;\">Si es as\u00ed, cuanto m\u00e1s \u00edntimamente examinemos la Naturaleza, tanto m\u00e1s lejos hacia atr\u00e1s vamos en el tiempo. Alguna vez he puesto el ejemplo de mirar algo que nos es familiar, el dorso de la mano, por ejemplo, e imaginemos que podemos observarlo con cualquier aumento deseado.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"As\u00ed son realmente las bacterias de una mano sin lavar - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Bacterias en una mano<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"imagenes-microscopio-de-mano - TEC\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0C\u00e9lulas de la mano<\/p>\n<p style=\"text-align: justify;\">Con un aumento relativamente peque\u00f1o, podemos ver las c\u00e9lulas de la piel, cada una con un aspecto tan grande y\u00a0 complejo como una ciudad, y con sus l\u00edmites delineados por la pared celular.\u00a0 Si elevamos el aumento, veremos dentro de la c\u00e9lula una mara\u00f1a de ribosomas serpenteando y mitocondrias ondulantes, lisosomas esf\u00e9ricos y centr\u00edolos, cuyos alrededores est\u00e1n llenos de complejos \u00f3rganos dedicados a las funciones respiratorias, sanitarias y de producci\u00f3n de energ\u00eda que mantienen a la c\u00e9lula.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Las estructuras fundamentales de la Naturaleza : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Ya ah\u00ed tenemos pruebas de historia.\u00a0 Aunque esta c\u00e9lula particular solo tiene unos pocos a\u00f1os de antig\u00fcedad, su arquitectura se remonta a m\u00e1s de mil millones de a\u00f1os, a la \u00e9poca en que aparecieron en la Tierra las c\u00e9lulas eucariota o eucari\u00f3ticas como la que hemos examinado.<\/p>\n<p style=\"text-align: justify;\">Para determinar d\u00f3nde obtuvo la c\u00e9lula el esquema que le indic\u00f3 como formarse, pasemos al n\u00facleo y contemplemos los delgados contornos de las macromol\u00e9culas de ADN segregadas dentro de sus genes.\u00a0 Cada una contiene una rica informaci\u00f3n gen\u00e9tica acumulada en el curso de unos cuatro mil millones de a\u00f1os de evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/sites.google.com\/site\/preupsubiologia\/imageNUP.JPG\" alt=\"\" width=\"276\" height=\"393\" \/><img decoding=\"async\" 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\" alt=\"Las estructuras fundamentales de la Naturaleza : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Almacenado en un alfabeto de nucle\u00f3tidos de\u00a0 cuatro \u201cletras\u201d- hecho de mol\u00e9culas de az\u00facar y fosfatos, y llenos de signos de puntuaci\u00f3n, reiteraciones para precaver contra el error, y cosas superfluas acumuladas en los callejones sin salida de la historia evolutiva-, su mensaje dice exactamente c\u00f3mo hacer un ser humano, desde la piel y los huesos hasta las c\u00e9lulas cerebrales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las estructuras fundamentales de la Naturaleza : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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AHvVSmy44eEVIwf3ZsHVUMDHDXvxN+Zybmxgj\/iEnhjxYvF3JbjkRU\/AUiIa68EBe+XzckTQvKMQrHCKGglY1lbdOOEN3K1kryjg0SS55q1\/3K6TkbpkKK1jTGqOVxnNmjObkXlsl5MQWa1njgJW3lGTKJIzCLPOlpI\/RDRuskRObM5ODbFeO\/avX1UZ0bcOVMFgW\/hxnhuQkmxvzutGEECnIqYJ3KWeqlDQR8ZJJNcZHUfklHMfYGL9jD+zK0JqmnauIbn9L+WguF4jojVyhGkhJiHtm+LSalWbDwCSAplt0XqgAkkUmnaEipIljozjjMzjPH2tZvzsABRY151huRx3p+Ve\/tcMhOmdMJ27JlHA6mFi8E2krbLNpYpJAxKNHAIJA6X5VyiXlfzHQLrrYf3Jgp17+EAl2vOOupF5U9ZYcQlUuxgR7mbhXzESEcDqUzITnJSwl9UkEA4CoNA0mQyYbDwC9bICCy8M3j04rVHtKg6Wv94SUGmJsa6JEI8hMxcFHlPTG3vaCBhKnbDxDAYPAcJDma36+1Yy42ykgIbFmldENRMLjkAK3TFSQmeGYhJoCZWadAA8fCQqLHGjG3ADmchCTgzGiBVJAE9\/hGJQrFCxIhgu0uaG0dynDhxKGUhuTqHhwRXRkNFVfJMIQHbhjaBFMGwIDqGdTKgULKgl2ncrSSNjBLJgoOIYYhFPDQkB9shkTiHD0Xqlzr9oD8ELvVBRFR7lQM9GDE7rmmKiaOoQKZhqnagmHlbNE14vcZKhxXktklFgRW3RRnJEDFLTNdyYRADfPPbEbtkZcwhCDihK6NQpaWodBln1FyR+KEgyaTM4BTVbI2m+sOTiFePjSggzTJVecq8OB\/UJfZrEIicxJqqNVdcwhrhSS5OOELSTd80lbqEeSt0nboaGrBQQnLcp7WarOkLzk0B4B2zOf9vKP50OiZR6GQ0uGNXQjpskl\/CG7ouIeEIC7\/WIgFLSIJxbEr1I5nSkuVlP7zS2k9fCIOukIc9gJSLJWd3sizpIDHqobjNh0l5eGP\/WCTD9VQgOq9WlIrrewIPORAbm0DggEVZ27QLq0QdZCW2KmWoB1FAW80Q2kRC91jOPBpus1a8HSNvZ+ggOc2w7ZGxYLe\/o+oQAAqMCl580DZQMhj6iOsPVlk1Xp5KJiWyRCbeCviniIYqpKiLyNpEALOHuGMJAky4VpaCOcQPSCAlY1nCBulBYaHWkLbhSHmEBX1gIIU0qUjdlc0O1Hzq4vOFwCSENVHa0w1Ty8FShHmspWQRZudY+ibQghITxCCGcJMx5D5tGhLziGXiHQopVtkBFTyOSTAyG4vZJhSZ6awl16ceT4DECI0ggbLkPoUkAIzWUNYAQEEgyXsEkg7BMFkPGs0P\/+cpd8Mn2oiDxVZgm12yzoQ1sUQYApBS3toWPNKah6WC56rYFrDgY2TL6vaKXQah4D3RKEJtJ5pMzJnaTTnEgVgxOvJZZLf5CIK2tuSDVnUZVYXg2I+Q2Y1XKUCiGsg99sKoE6WEQWYUPd44+QNOfIxKHbEn7EaPlwxfQOHACVd\/80NDdohsJkTrZDo\/NBSiIEAuacSW1C1f\/TCSg1yy3B75Fte8PPLDRZaLXOIYGPSBbX712GQlliIjR9Aj8krwwiebZmnxR2B+NReJaoI8EtiFYPrsw+qUerCLIvACsgZt3d08\/EUFiWNdkDykpwKSo+5hOxM5S+cnG0jhSVIuLQbKXjo8dLs0XTQjxPJIglFEAkOLx\/y5ILVIAmrU2s3kkAHXiKMzPSx9VGlXRThjTeMUpJP3NJN8d5xaBAaNVhLxuI\/aO9n2nnPYKK2VIbdF8ihliuLVX58lZ7PXz2lzG9LMMtlUAJIxiCCi7pYJjO6GHploSoo24vc6\/bSfDZG8x2wbKI1jWvKk8JWos8OCwOWsoN8zllQXrkcicgW4MAMfxY8tdgYFY8TkkSEjNIN2RHQYFsYBTsztwFuZTyY01JJ09kF7hENWhjCZ9RcMT2FZC0iPO4MqXWpFpXLoxKmIBDFEIgxVHl+RiJyNIWUqfUPCaTfz1ZgO7xwsItK0ITNV+h3UZ1G3P4iRtVdqSOd5iTbn4nQTj5u3Wdt9knaTDri6qNqHjXIk+\/5BFLuC5NPTzWnDG8qlqimpQzrjDKyuSxqVjiHJRkK4RHgIDzo\/Uqn9wjuxTayeiIvyEHbCZWyUeQfSSSchJypgpsCgM8ymAm9EmxEwbNBmsKa2IxiuYhHUlCzHAUibrILDQYb2vJG5Fipl2pe1VmQgtugzZXkY\/88g+YABEVkhadFCDpYslGzRN2R6liSVhizSkEgirwWZfpPV4WMwjwI\/yXtw8DOkdsZM6RS8XHSzwbA8RNqXi4To4L8+ApIt5JUjBK1+3C+SIpUHmSNn7QOubmvz7EH06EjJwkOvYlO6V5TtNuhnGm2Le9vsQeKZMLack1tJ10SCgGzKEm9QghtDSTko4z4u9\/YeXydUzzc+EKNAZVgV5zI5CV67vUEnitNeNthrLtSrJSERHcn+AMy\/gOEdTBsEvFfmAzsRN\/vicG9Jt5t9EkjUIYZhDENbz33SciewMvxjIvIoVw6\/v5cVUdlJM7s\/FHf2itV2wkGBwEOUCbGDYT5hJglVq6TRWEnnWLKG2cbb5U4n7aflwC7B4+FBKi\/3vQaPHNOVRcuS7eOZyV+bqjPVw6lwTJcBpSDgDu6nm1nZFduDTrY5wPkyXgXIcAXVVh3Er9Pn8RhJprGdVtiz8bfEsjon23iw2Su6HaYXDtOy08NW2hym276ghLapysyRdPQ7MGlVIJYNNqP5j1oQarSkYRv3ys2o348G3naZFpt83OCqbAf5pKPiwo5OmEbDJRec6uKHMn0v38w2CxwNyna\/y0AYvzlUIWicjCGR4BqGaxtk0Mc4yDOedJ5\/FOopjm+qNecyavHJgAQO88FO2inb4mC7yPY6KeaYvGspqmpKSLENVvVNOUHmMamRuV5lJ6Fp3rA1eiKx1Xx+Sxh2op2o2Ez6JZZxL+z3emIZUPfjkioO2eHBIfnHZRiU\/tpfnRW3Oge53\/GYG\/aMnbRdJh0IcsW8ndBaqCAcN7w5zNSSZPhtGH47ZBIrUNsqbMHgRunG9IomGSmaDLvROruaLtRAtWUndFwyOXKHEYZFhDtdZHTg6KZ9RKojYK+FFcERnDaMP00ORqhijrCkkN3HeasokZjo692TYYpNRm6odXkHfZaVgou6JFMhw6jkqNqH0566HgPDbKegE+OboetgtBNRJmGdCB62XW8tjWpNal\/4HEZKJtJrJsCPfxaCQAoZDht+QYtHhmCuLFJDSUQEU13CvKqudyKTbzlFMbAFnhix5i8dFwnYQntmkKGgT1wBIo2vW+A0aZO6foDSAvWMdTtk6GNV4c2OZ1lIVSSkanPFCvpxV6YJOMUi0ssdL0O07re7s+frgz1aG9La2\/Ez0OOd7TXz28IIeivgAAqP7IHoe6ROldcXv3RcJCxpxnCQ3Y0MXdUYySnLIplejKTTj4+ZTdqoTOSoDsNNsUCNOnHBK1VGnTyYikXjipOZqDwyZk25HtlUC0bSaBSgwpiDjE85AudDBgninsmmZrpKNXcGdsLc9gqmyvlpJxKO4qAfIxSVhYm4duGiVrsAJcj7B8mhsYuRA4\/8Pc6IC5+veikd9nTXIezpXQ\/5iMMoc0GzcAv1FTc72MGF+V9xMqmp7wzCUei3fK9aleY67OgPBM\/sIc0IMQp2XHLjNK\/wBHzQ4pC5TpGsqhpW2ZfHUwHLIVVWWBotAHesZd9dQphUaUGg0IINrptyWLZgLCB5B9UxnZ2bguFZRxyfXGt5PCdgwZapkXRtQS5FugFv8LoNiin4PgRevL1yigdHqLRlunLJRdY2wiaohCkcwmxIsjxT76ztx0YrpFnAHQeTQ3spb1tFbKMi9uGEcGlArFPa0R5yMn5lljO2tyOI9gZhjvxBRwZODVIBZOVQ03jyjKHQx5hW6ScRvEwFSAkxTrFKLjG5Bx3ArEopMRKP\/x49jWcns\/u80lSySrK10qtTSDwRkAi7pESWT6v4WSATe2nJkNFD7cL+EyKpJbMsJ0iSruuSy8qrq+8nkHRigFOe3vLQSwgkR+TIajH4RDqQShxhLKZxnCzLnLyWHE8gZVnfQf4wRcmgPZAoJAYNsg5Gefsxbn4o7wfd8VEvJOLWzJAItPxfGKVvSQKAhlkCWXVIrvT4k3WJN8e21iyObPBc0ZOqa1KRwI9sfs1i2hWkGwJSGy+goPLWiRWvT5Fkkmlnyh+987jRg9qxkWGazW5QqMtaHjtRDapGOcbvP5Y6cbyV5CHjZMsSSgdR0IOWCUx+Ty2dBI+vvP3OZx4nwmKMNO7n\/ZK02PAbJIw7QCCscIedCRxdx3P\/9spn3ajzGKac70RZt+13gx4b92oCFl2T+fndSYJMZwxbgtSkZqCcq\/3zcjKpN7TfufLuBTJ5\/BglQC27m7qIzXsdI5lr9aebdmTwM4okKK4duKrFylmLtRSVd11eWXTFNBVzWH8CeiT8uytvE9tgf+4P1seks37cI0ooGYyXuWGo6ixZrSfzbmS4s8aOCwx3NJmL8n1nIcgmzytTyIXDNp5URuOuN1544fP34fkLpz\/np711xd+HYV5UiYjquHloel7ChGnim605w846U\/f9y+etvsaq\/Oh+lK2Rdz64MrEDsif9i88\/\/0Wy6y+dfg3MQ\/yZNb2+4oZ2PikF1DxXJ26fWxAlaaaYeOHWWZQESzU5xI516CBWZUSkY4D1h+dfeAO22Y+e\/hI53Cvv\/Pt1U5N2FC5c8wWSo+mvxI2OSpdDdyKSh1Cm0jZePf9lckz+tdN\/Tt75ypXPJuV6PtcXjdW1n9aMLcwZozFlo+q6pR6+tZz1H55\/lSrUw6\/+R4rja1e+\/gzy\/ihfZ0luwvuJtYJLwvTVafUYGan1V0Gq9Eew6DzNYTyT85+I0EnfuPQeuTD6u1c+fwHJ37z4x911pDmKYzFJloKKprbl0lZdw6o9XWEfKKsIgGyNwzdR3APX9icXv0lvk\/154py4b178tpB\/a52aJiVUfHdZd6UZX5s7JmOoSZ02yTMQWopwGM8ktTP1vYt\/Si61\/P777yKKCCTy\/X5v9SDFzHjOjJeE29Ni51h8aPh83fJlZd4Zcs5hCum5P37v0rfpfl84\/1\/hClFErRfOR5m4crdsJPCK2AypNa03EXJcX627p2TNknyzVT\/\/ux4p36FpwTdePf9FyqNvgGS\/D9tf+PPVOQwnsuQlxVkzIZHHSaKhlIt3geFrrolmgTAefLSldmKwyK8+D1LC\/dl\/\/i9gJb4L\/FJPf8lYvU\/e8KLm+zbPjhIMLy27oW0zM2Im1Fs3okzWwcNXvsyN518FnnAfPf0FeP3l819G+mun82CNXcq+6LiBW\/\/NBp9tR\/ucajXEKtQ+aAeXPv5b77+qThB98fwfShDvfSFw14pLRM12eC9qPK8akpjxJ42MMCvWywe25vy3vqURRCSAeOW\/vc8h\/vRH9chfKyrPfdPy1bBOfppNsRlVT43xkTSuXDzwHdbNTlupENlXPisj4bXTiuOvV25rgG+SebsO0pLYQiCLV9QlQcrkchz4Dlpyb0ARPXj7HRhnfOO1L6DSJJA0010Rx2ldruVbbp2ESEvEJhrHQA20z2HtoMLHdQegzfffeRvMlHvpT5DjmT5cy16viFYsDFF9W\/Drp7yarwbvCMsvlTLFwYPW50hxaVz4+hVgjfDeV1UpEhXX6HQ7qRjyK9aquK7jBRZfM8XZOPQS1VUL7fRpxOxBk2dR579feQWevwEBhMh4atkTFcu3ZSdc4XQ53ojC0BEXjLZeLzNyzFotNvKYZWoyY1ua79+2gtzy94HF\/qVv6prXCZxe1pJlwxGcdJWhkPKAM3klX0BQyyYlcm3OjDi0dF3wrLlcmBFel+R22wKxU1BoD0wmURQUhaBV6qqJRSGSfEXhF0vYtJqry4mS66q+Dz5pGaQ5c3lgIyExxfcufluOkl6peJyJbNvVQpt1V+Uj0oBTeMFe1PiaE2E403M8xWdlEhhrXJOezBlE7cAJCb77R98qy9KxTQdUOIohNCMXdcWvWqJva76jCMK81i9iYhROjhjfkSMLtRjDtw3RqJOCeZYfHBPiyGpxFBC35NmslBiIcUeFTmrgNxgqweAj2wucxIhmv8EtJLkMIQh8M7ByFvmjfj6CLy5CX5Bi4TBLJxGB5CI1cJDBcBAeUFtm9HqdtGxyJ4JghQ5v+e7cIG\/hXEWU666SpEhPpuTZX8jhLMYe8wnCxyTXDFDkSTrYB9cLAJLSbney2GPzRv5bNmv6LD9\/E8l5TI4RCAljIZXRyc0AQzEMiCvlovn91RRhHmrCinV9G5hjGyxru76LxE7K+VLo8n7j8hUlCEzOl705zPr8NfBI9nUUjVObp5ZxYPtxFoki+e+4FTdqot7DpFnIxTQicL8eCiLJ9trtLgzWwgjxUfPt1yKJtQVrYZgrzLFNdsitQqtlKDaywnYc+ka2b9Il2aBSWANJWupytQvcbCpenrWmvJrIKPAVzlItO+l1wemYHgtBd7PPj3kXcczimXBzeq2E9lgrUoi7FMWweUUkV3BM1MPVhUFsc\/B+\/2tf\/\/73\/+Irk7Ozv\/eDH\/zgh9H0D\/xQIEzi1bQ0IlsAdYod5PrIa4w3OcZ3bdEF+ZsTkEbfY7oAybYD0+YsYTAVnc40GRemMu2NHjL58bOErvzsJn2p\/eirFwld+s603JuM6CdR1i5FJxQgQDcS3eVMzVuSZJPVyDNsw59frtSEiT79YK4AAAlmSURBVEEyy\/G6rTqmRMruZyHRk9Ed0baNZGwrmvaUvP2xZ6\/A\/2c\/9mOK6XuA5tJPfnLx0sXvzMgIn6ZpxEvI8X2S3nZBEJEdLp1LdRmlbpA7r08jsjlO4TzfcXk5YDRhf4gyaUDXGs1HTVag1bPp\/o8\/9uzHf6qjvwRMP4NfMJcuXvo5KJP280sXf1T3A59ksqMIBS0eMSQu162mifTYCniWNxYMcEPcGSPW4k3TVUmtgjL5lVpJroDYsc2YwK2v6\/gayNwvEO6jj4Ps3ULSXwEibtAvXvkfly5+s+4qECcF5hz5Efx3fOQUvc4gqbWont1ieblmkFs\/xNVyBXF2QIsvtP1WHJVVVRTbs6o0n7BflVGryj8DmfupP8AX\/ueVZ599F\/HvXbz0y4JBv0Q\/v3Tp0is1P+B8g3McpIKNEN1QbHda\/ZCx6+0EnISg1IbY9YNTnqmKSTR76kdRdfJqrKjAP0l3pjoh1h31wjsgd3rhMNH\/Asn7a+SA3CGsEDyXLl28Vndc28xDDYHH5TMrykvV1yUn5J06iwru2GICQVZsPpwbvjdkRlhb9ELGmfrQpgXmLb5rya5qy\/xMLrtm9Ewh\/eIC5n0MkgeQDAqJ\/5tLfwOoLtYmhAUbbIMpgAXPemJO7jIdGi3brrd9ZuhFoe0EwYIhEZT1IhpyDgpPWmxAFONyLBs4+zGLVKcaP\/vYlZ8ae6KIWTAQ7yKTCF7SJ+1sL9YLHg12kG8KoV1kETFnlm1IZuOqUduwDJl1lEWTYK2TRaBdWFSzraDADRPbTmAIOnWl6y7kV579uPDWg1\/9ynj40ytXHiL0nYuXfoKyvT9u6xcv\/qAhNrAMRk3b\/QzCPgdkPxYhVredhotuegGyeNVFkjqfxOfWYFRlHNpuyzFNQ03JS3Uq\/VEH6dz3n\/1L4VfPfuxXv\/rFs38Lr8OvAqZfXrjwy59cuvRW03F0helGhOcQvKAA\/K0b8I2dr1zFgvg2McyWvWDoVmfvI\/LAJg7LhrzX5UEoZuZwalPtN3\/87MfB2MHfz+gRXwRMl8DdXrz0vVWHAydlQkTuwWDK5PnGyXcz8qMwEgyjxoIIS3o8EyJd7WWnVEyOM6LQMpGVzFyFeld\/86+vkIDo7b8dSXvyAxoQvfejNZKAimsYIYcgWg59Kg664i8qjWAGCd9u0BxZWTa\/3Uoc0SUFnbzPQ4DOMrMYuIYY80L07l98\/mv77LSu\/fCvfnhtvSnS0PdsMF4+xBMOKeLo9YpQXDzHwBA9s2nyiV02IUZqpmhBHdexjYXI3j2GpsE86a3rt1g5Z3zOLsjd\/cAALvDXazuqaVmmWXvyumUtr0RIAksN+86i4jVWZQiu40wfTH4jNNYdM4Z+i\/SG9BlVKUqf81WJV415g84lJpPEiWhbTbxnl1dNyK5SVyTRtPpSTz7xudOnP\/eJMWL27194\/vz5F777xlIoY5IcPwAldZjMTCMI\/cAmua49NhV0wZzs+HZS2CnnuPXTadVZL8ylz32+aH6Ehsyv8L9PV\/S5f6Gv33j\/fEUvrFdrI9m5E8ApF0aoKYh3VY7lzdFIVeZNXm+F5CZYRhC6CsMvy79xytIUyUIoUzVurCGC6O8++fon4YlEuPJvzn\/q14Q+VZVIrUGtsNPJHI4000A8+Ci5pTPU\/Mmq47QMiB+jMIxCl1dWzbdKNG3YQOYcTzSvQQEdELrXYZjg6n9HC9b+\/vx59IYqgxX61PnfrAdpfEjeQLygIiOCkMmgiyw800qFKGTCyFY9py7GXCDBbERlxtPqNI9wn\/7h9OnfIhzzbev\/nD6dk8KN8yiOcbst\/\/r8q2uyaUQOr0Dco6vAqJZHAiDSYN9VRJBMlpci3lmzD6CgmA3GghdHtw4E\/WxMPOifACY5A\/Q60kHy\/gG9AZbh179DuPV\/fwfq9Hh9c+RA5Cyk6jCG53lHNwJNVQLZVgywgKrpysqqedF90lherYfFJgLSzGW9seTXTp\/+xzxGLUsDLv0ZcqhlkLBMn2vHS81k8jByc1kZOSFEYqSJOGtzmR6GChllOBA+Pc7eBAVG7RY3ZzEENrVrApQp0giXohK5mP8kgUS4RCF96vxjc4ncVAvUySV9Ui3bAQC+bDuyH4gEiprUhRUrSIfho0LkV4UY0nV92+dXT9b+E+iSjr3WtvlJYvJY0KXzn5KwRCA9\/3i6hMi0QwbjI1uwNTO0YZjI2gEypG7leg+RxNYrWu\/LHqjQ61KUhvpvT78GEvr\/CHfQG4g8\/eYAJ6HzDFg3CD4E0QS35AkgQCfdbB\/YdPq3r\/\/j6789fZr4WoWw6Z9\/98\/w+OoBe1DpVXk+F5kqS+Iqkz90y9PHo9Y\/jaKH039AX7\/xwih6ePWwfcJ0ZzRx0aRCtMsUVzX1IWZAGts4\/5BLLYR\/eY2EQ58YI1C\/+yoB9Jtj7xNWLUjGWYfcIxX3EV3NSIk5tKTKBgTJU15A9ZLojYMrc6t+qdLCmx5ZgUnWZwq4hXDJk1sNEFLkCC6nVT8QeUKkg6NcdB0L4wqMtq2qlUEiIszhEaReu4ttlHS94UnfYWkFCSpvznoQc+4MrRLZeQXJiOGpa5gEEll4mhpkqelj3hXyJEhSeHV6DDSn80nBpLiCxES0Gy7lktom95hhcZplT7ozYz3JvDoZH89JHobotE\/XOmtElwDIJrFQLGx1jYMtCD4pIiJIbc9s0aNLmjvYJcJJQS0evMJUl8pep++QJhrF4SaYj5d0i1flOcmrales8bwwMSdahdnkaMP25jWtHxTiePVDfCvDJho5mvFsWFWwoe0HKVOb6Jju7XlMNNZ8lvZAm+rxNN3uST2e+8kdB2kqhUSaL7KFrkoUh1Stv4JNWohMsqtmSrp5SJzMIm7NZmlPiASc9DHSh3G6h9hhGWNdIHcICwcB\/bDIAWAZJwNk7pXpEJnbA5Htezsf5JvHkBsaYBSB0vRceYhQZoMH6pqVzJGHUoGoAnUUpUCobypD+iuSpf7AEokI6P0BIUKQ4awjBiAVvaxLLANtYaGoe1m3K5M71ce8Ao9SWZZPrmPKakpCyiUR2KESLnUDgNQeOSwKyVRoAzVyB76BQtgDjFU\/yFxqUV3ScN4tQJf6KQntIAYS8zGXAF7RFQe6uVN2BzTg44fR9gcZEtJ42pqFzO7pHF3nx5KERZVoZKu+lYqqIU1oqaMCNVlFhyz7fEpP6Sk9pX899P8BcbuANm4eiNsAAAAASUVORK5CYII=\" alt=\"\u00c1cido desoxirribonucleico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Si elevamos m\u00e1s el aumento veremos que la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas y festoneadas en una milagrosa variedad de formas, desde relojes de arena hasta espirales ascendentes como largos muelles y elipses grandes como escudos y fibras delgadas como puros.\u00a0 Algunos de esos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> son reci\u00e9n llegados, recientemente arrancados \u00e1tomos vecinos; otros se incorporaron junto a sus n\u00facleos at\u00f3micos hace m\u00e1s de cinco mil millones de a\u00f1os, en la nebulosa de la cual se form\u00f3 la Tierra.<\/p>\n<p style=\"text-align: justify;\">Si elevamos el aumento cien mil veces, el n\u00facleo de un \u00e1tomo de carbono se hinchar\u00e1 hasta llenar el campo de visi\u00f3n.\u00a0\u00a0 Tales n\u00facleos \u00e1tomos se formaron dentro de una estrella que estall\u00f3 mucho antes de que naciera el Sol.\u00a0 Si podemos aumentar a\u00fan m\u00e1s, veremos los tr\u00edos de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que constituyen <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/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<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.amazings.com\/ciencia\/imagenes2\/quark.jpg\" alt=\"\" width=\"300\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> han estado unidos desde que el Universo s\u00f3lo ten\u00eda unos pocos segundos de edad y ahora est\u00e1n en nosotros y en todos los objetos del Universo, chicos o grandes, todo lo material est\u00e1 hecho de Quarks y Leptones desde una bacteria hasta una galaxia. Por supuesto, tambi\u00e9n nuestro cerebro y las neuronas que crean pensamientos.<\/p>\n<p style=\"text-align: justify;\">Al llegar a escalas cada vez menores, tambi\u00e9n hemos entrado en \u00e1mbitos de energ\u00edas de uni\u00f3n cada vez mayores.\u00a0 Un \u00e1tomo puede ser despose\u00eddo de su <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> aplicando s\u00f3lo unos miles de electr\u00f3n-voltios de energ\u00eda.\u00a0 Sin embargo, para dispersar los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> que forman el n\u00facleo at\u00f3mico se requieren varios millones de electr\u00f3n-voltios, y para liberar los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que constituyen cada <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a> se necesitar\u00eda cientos de veces m\u00e1s energ\u00eda a\u00fan.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.sindioses.org\/cienciaorigenes\/biopoyesis15.jpg\" alt=\"\" width=\"584\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/laenciclopediagalactica.info\/wp-content\/uploads\/2011\/07\/%C2%BFPueden-todas-las-fuerzas-entre-part%C3%ADculas-ser-entendidas-bajo-un-marco-unificado.png\" alt=\"\" width=\"400\" height=\"383\" \/><\/p>\n<p style=\"text-align: justify;\">Introduciendo el eje de la historia, esta relaci\u00f3n da testimonio del pasado de las part\u00edculas: las estructuras m\u00e1s peque\u00f1as, m\u00e1s fundamentales est\u00e1n ligadas por niveles de energ\u00eda mayores porque las estructuras mismas fueron forjadas en el calor del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Este es el mini acelerador de part\u00edculas dise\u00f1ado por el CERN\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El telescopio m\u00e1s grande del mundo\" \/><\/p>\n<p style=\"text-align: justify;\">Esto implica que los aceleradores de part\u00edculas, como los telescopios, funcionen como m\u00e1quinas del tiempo.\u00a0 Un telescopio penetra en el pasado en virtud del tiempo que tarda la luz en desplazarse entre las estrellas; un acelerador recrea, aunque sea fugazmente, las condiciones que prevalec\u00edan en el Universo primitivo.<\/p>\n<p style=\"text-align: justify;\">Hemos llegado a dominar t\u00e9cnicas asombrosas que nos facilitan ver aquello que, prohibido para nuestro f\u00edsico, s\u00f3lo lo podemos alcanzar mediante sofisticados aparatos que bien nos introduce en el universo microsc\u00f3pico de los \u00e1tomos, o, por el contrario nos llevan al Universo profundo y nos ense\u00f1a galaxias situadas a cientos y miles de millones de a\u00f1os-luz de la Tierra.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-kN454e7T5WI\/TwSLdGtPagI\/AAAAAAAAAjw\/JWd-f6wWQJE\/s1600\/hubble_stephans_quintet-lg.jpg\" alt=\"\" width=\"481\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando vemos esos objetos cosmol\u00f3gicos lejanos, cuando estudiamos una galaxia situada a 100.000 mil a\u00f1os-luz de nosotros, sabemos que nuestros telescopios la pueden captar gracias a que la luz de esa galaxia, viajando a 300.000 Km\/s lleg\u00f3 a nosotros despu\u00e9s de ese tiempo, y, muchas veces, no es extra\u00f1o que el objeto que estamos viendo ya no exista o si existe, que su conformaci\u00f3n sea diferente habi\u00e9ndose transformado en diferentes transiciones de fase que la evoluci\u00f3n en el tiempo ha producido.<\/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<img decoding=\"async\" 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\" alt=\"Murray Gell-Mann, acu\u00f1\u00f3 el t\u00e9rmino quark y su clasificaci\u00f3n de las  part\u00edculas elementales introdujo el orden en el caos | Rinc\u00f3n Educativo\" \/><\/p>\n<blockquote><p>En el n\u00facleo del \u00e1tomos est\u00e1n los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>) hechos por tripletes de Quarks, all\u00ed confinados por los Bosones llamados Gluones.<\/p><\/blockquote>\n<p style=\"text-align: justify;\">En el \u00e1mbito de lo muy peque\u00f1o, vemos lo que est\u00e1 ah\u00ed en ese momento pero, como se explica m\u00e1s arriba, en realidad, tambi\u00e9n nos lleva al pasado, a los inicios de c\u00f3mo todo aquello se form\u00f3 y con qu\u00e9 componentes que, en definitiva, son los mismos de los que est\u00e1n formadas las galaxias, las estrellas y los planetas, una monta\u00f1a y un \u00e1rbol y, cualquiera de nosotros que, algo m\u00e1s evolucionado que todo lo dem\u00e1s, podemos contarlo aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">Estas y otras muchas maravillas son las que nos permitir\u00e1n, en un futuro relativamente cercano, que podamos hacer realidad muchos sue\u00f1os largamente dormidos en nuestras mentes.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2022%2F05%2F08%2Flas-estructuras-fundamentales-de-la-naturaleza-8%2F&amp;title=Las+estructuras+fundamentales+de+la+Naturaleza' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' 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[&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\/27956"}],"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=27956"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27956\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27956"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27956"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27956"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}