{"id":4444,"date":"2020-08-01T09:48:55","date_gmt":"2020-08-01T08:48:55","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4444"},"modified":"2020-08-01T08:49:20","modified_gmt":"2020-08-01T07:49:20","slug":"%c2%bfhasta-donde-podremos-llegar-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/01\/%c2%bfhasta-donde-podremos-llegar-2\/","title":{"rendered":"\u00bfHasta d\u00f3nde podremos llegar?"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Estructuras fundamentales de la Naturaleza : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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lAc4k3OpOpJ4rJDUPZqxxb4EhYkTY234nMRYyP\/eK7V0ZCc0kfXG4PqDjscNrmuFL0hl+zWMaNAGMA8NkKZmZ8i40DNymYGqDopVLQSqBulgXIunTJzZ4DWxM+mhA27fXiF73HNt735XXWuuUTj5DoZWnUFjwR9koPG6L6eNT4r5QEREBERAREQERbtZhM8MccssTmMl2urc4W29m1yAdbajXcg6jmWJleI8PcAJ20sM1I\/dtP2LyQOP6QAI7wqjirC3BqVpBBFVUAg6EENbcEcFr5tx1ktRTzUzzeKGBu1YtIkjGu\/vUjnbNFPXUcAjGxP1r5J2bJDdtzWtLmncbkXQUZFvVGETxxMnfE4RSepJa7DwttDce4rRQEREBERAREQEREBERAREQEREBd4ylionp4pQddkNd3OaLH7rrg6sWT8zuoXkOBdE71mjgfaHeg9EUVUpeCqVBwfGI527cLw9vcdR3ObvCmocRQW30pVfPuYW0lHLITrslrRze7QD\/ADyWpiuZYaZm3LIGDhc6nuaN5XEc9ZvfiMgtdsLPUYTvPF7u\/h3BBVyV+IiAiIgLZpqCWVsj2Mc5sQDpHAXDGk2Bdy1Wsrx0eU7ZabEmOkbGHQxgvffZb2zqbaoKfQ0ck8jYomF73aNa0XJsCdB4AqQwLLc9WXbADI4\/ys0h2Iov13njpuGquWQ8vQQ18EjK+nlc0utGzb2ndhw0uO+\/kuf1kzg6RocdkvcS25sSCbEjcgtDcTocOFqVgqqgf9xK36Jh\/qojv8SqximJzVUhlnkdI88XG9hyA3Adw0WoiAiIgl8CzHUUZIjdeN3rwvG3E8fpMOnmNVNuoqDEdadzaOoP8zIfoJHco5PqEngdFTUQSk2Xqpk\/ozoJBNYnq7XJABO0LaEWBNxpoo2OMuIa0XJIAA3knQAK3dGMjn4lFtOJ7ErbuJNgIngeQWTDcr07ZY3DEqVxD2ENHWXJDhoNEFSraSSCR0UrSx7DZzXCxaeRCwKy9JP\/AFSr\/wDK77gq0gIiICIiAiIgIiICIiAiIgyQTOYdpjnNPNpIPvCkv95a3d6TN\/aO\/FRKIMk87pDtPc5x5uJcfeVjREBERAREQFY8tYtFBTV0UhIdPExkYAJu4Oubnhoq4iCdyNiUdLXQTykhjC4uIFzqxwGniQoepeHPcRuLiR4ErEiAiIgIiICIiCwZFxSKkrGTTEhgbKCQLm7o3NGg7yFEYbKGSxvdua9jj4BwJWsiCbzpiMdVXVE8RJZJIXNJFiRpw4KEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREH\/2Q==\" alt=\"Estructuras fundamentales del Universo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Estructura celular\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ9usimmUiigJLXAJr8-fkO8Dz69LMp3PPUwA&amp;usqp=CAU\" alt=\"Biomol\u00e9culas: Clasificaci\u00f3n y Funciones Principales - Lifeder\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR6jgyJrHY5YYhvBARmWztwBg-X8aUjUCASKw&amp;usqp=CAU\" alt=\"Cual es la estructura de los amino\u00e1cidos?\" \/><img decoding=\"async\" src=\"https:\/\/media.tenor.com\/images\/1672bc944e1cfadc7dd75734aa14d6e6\/tenor.gif\" alt=\"Atomo De GIF - Atomo De Bohr - Discover &amp; Share GIFs\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/2\/23\/Thermally_Agitated_Molecule.gif\" alt=\"Vibraci\u00f3n molecular - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es un c\u00famulo de galaxias? \u2013 astroyciencia: Blog de astronom\u00eda ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Sol se mueve? - VIX\" \/><\/p>\n<p style=\"text-align: justify;\">Algunas de las Estructuras fundamentales a las que habr\u00eda que agregar las que llamamos formas de Vida<\/p>\n<p style=\"text-align: justify;\">\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.<\/p>\n<p style=\"text-align: justify;\">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 big bang 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hubble capta una galaxia a 13.000 millones de a\u00f1os luz\" \/><img decoding=\"async\" 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\" alt=\"Hubble capta una peque\u00f1a galaxia a 13.000 millones de a\u00f1os luz\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> capta galaxias situadas a 13.000 millones de a\u00f1os luz del Sistema solar<\/p>\n<p style=\"text-align: justify;\">\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.\u00a0\u00a0 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;\">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><!--more--><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ribosomas: caracter\u00edsticas, tipos, estructura, funciones - Lifeder\" \/><img decoding=\"async\" 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\" alt=\"Centriolos: Funciones y Caracter\u00edsticas\" \/><img decoding=\"async\" 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alt=\"Significado de Lisosomas (Qu\u00e9 es, Concepto y Definici\u00f3n ...\" \/><img decoding=\"async\" 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\" alt=\"Mitocondria\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSKJ28dbcK4dpdRQaxkf7DBE1oGG-6XA-UQPA&amp;usqp=CAU\" alt=\"Las mitocondrias tienen un papel clave en la salud, la longevidad ...\" \/><img decoding=\"async\" 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\" alt=\"Macromol\u00e9culas - Concepto, funciones, naturales y sint\u00e9ticas\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diferencia entre C\u00c9LULA EUCARIOTA y PROCARIOTA - Esquemas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para determinar d\u00f3nde obtuvo la c\u00e9lula es 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/EyGsbwqVvaFkv8_zQ0CCUFeDv30z_Thdp_e5_eEAMDdT86qf15mvSzeHCK3CQXV8yDKfTd5etmw0aLmW3qB_6ab6qx-DenefT1FL1RuPTo-8Mv9eHKMkxMmnHJWCrOxe9znlp1v3Ea8eK8mVQnjH8z3Klf0HNrt-XfjnbA_7Rb3PR4YRcY6KoOn031Ev0txmx6Itn5moKEWA6tnRZFlHUQQkkzqn7gzMRct9GikAtA\" alt=\"Nucle\u00f3tidos y\u00e1cidos nucleicos: La estructura de los\u00e1cidos nucleicos\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"2. Nucle\u00f3tidos, nucle\u00f3sidos y estructura del ADN - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La explosi\u00f3n de una supernova cubri\u00f3 el mar de radiactividad ...\" \/><img decoding=\"async\" src=\"https:\/\/www.areaciencias.com\/quimica\/imagenes\/estructura-del-carbono.jpg\" alt=\"ESTRUCTURA DEL ATOMO DE CARBONO - AreaCiencias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\">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.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ed.fnal.gov\/samplers\/hsphys\/activities-spanish\/graphics\/collision_emc2.gif\" alt=\"Ecos del Big Bang : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/teoriabigbang.com\/wp-content\/uploads\/2019\/01\/infografia-de-la-teoria-del-Big-Bang_0.png\" alt=\"La Teor\u00eda del Big Bang bien explicada, resumen del origen del universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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 big bang.<\/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: right;\"><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%2F2020%2F08%2F01%2F%25c2%25bfhasta-donde-podremos-llegar-2%2F&amp;title=%C2%BFHasta+d%C3%B3nde+podremos+llegar%3F' title='Delicious' target='_blank' rel='nofollow'><img 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