{"id":3049,"date":"2026-01-28T13:32:28","date_gmt":"2026-01-28T12:32:28","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3049"},"modified":"2026-01-28T13:32:45","modified_gmt":"2026-01-28T12:32:45","slug":"estructuras-fundamentales-de-la-naturaleza","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/01\/28\/estructuras-fundamentales-de-la-naturaleza\/","title":{"rendered":"Estructuras fundamentales de la Naturaleza"},"content":{"rendered":"<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/neofronteras.com\/wp-content\/photos\/formacion_cumulo.jpg\" alt=\"NeoFronteras \u00bb Al parecer hay hiperc\u00famulos de galaxias - Portada -\" width=\"607\" height=\"340\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS_qLfQ7GWsX1_TGowjYRmCw6ifY2bqoiTTIDkV7fAbeJBGYuNb\" alt=\"Resultado de imagen de el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT2pAFmG9lTqvHRb7SYV6vMdBgsGNJ32lrhF1YIP0F2UmQYaQOU\" alt=\"Resultado de imagen de el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza.\" width=\"354\" height=\"198\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p><strong>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.<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/image.freepik.com\/vector-gratis\/set-moleculas-colores_23-2147671523.jpg\" alt=\"Resultado de imagen de Mol\u00e9culas\" \/><\/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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Resultado de imagen de N\u00facleo at\u00f3mico y \u00e1tomo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de N\u00facleo at\u00f3mico y \u00e1tomo\" \/><\/p>\n<p>&nbsp;<\/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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"Resultado de imagen de N\u00facleo at\u00f3mico y \u00e1tomo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTabr7GfWSTZ32wHUkj8a7A4D5EJQ1WfTWro_KAu0Vieb-c3UCI\" alt=\"Resultado de imagen de N\u00facleo at\u00f3mico y \u00e1tomo\" width=\"299\" height=\"224\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQu5pM9NhY5v63gMTh1wk-zmknMabxI9U05jVEvURKYXLzTsY7B\" alt=\"Resultado de imagen de N\u00facleo at\u00f3mico y \u00e1tomo\" \/><\/p>\n<p>&nbsp;<\/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.\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 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><!--more--><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Ribosomas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Ribosomas\" \/><img decoding=\"async\" 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Y3GwMpdplicOMx1LEEFQx7N9jurfhOSTtD9o\/NyZyVU9IZMoBvY6EkXuOwXqqowj98h4xZZdscvI0EfMrzpcZiGOQILkWNgTm0OnCku2OW0pK8wAi5VLZxmOa5ut+wWtfjU5OScHNqjFi4JYupyk5tCLH7osAL+NMG2Xh8qJzKkR3CBgCQL31J33Nz+NGrQj8XKKLKdtDlNiGYMDzYshCWBBuAbm4uQSdPC3ZUPF47ESSlGLAucpQbgH0It5G9XyeBCQSqkqAAbC4A3BezidKgYmRV6bblGa\/gBmPju1tU3i6a2USig7C0cq5hhExIxJbEEqGhyrzRYNl5sJbMGOgzZr3J8qtU2Lw+KdcLi8KyOwMkSy5WuVGuSRCcsgF9NDYHfY1Cw\/InDSYVBJAkeJMSEzKgEqSizhr8SDprvtaq\/tTZcuHxOFfH4nNF9qFeHPERKECorPmuMyySGwN+idaknSqbLaRzO6LVLyFwJRUWJkKszCRHYSkto2ZzcuDYaG+4Ut5QYvC7Lwn0eCZY3d4y4z3nMcjqssuuubJexOgt4Us2FygkaafDRY3LCn2iPKOelFyVMQZzqo3nNci4HGoGzsdjZUxUa4U4kvM2eWNUVXYqtla7dGy5QAdAK2NCaf\/JLYxy6GPIkYWPaBTAKFiaA88B0tEI5tixuVJJI3669ldItSrkvskYXCww5UDrEiyFABndVAJJA6Wt9TTauTEVFOd0iiVkR8fgI50aGVcySAKw3G1xYgjUEEAg8CBWrk7yIw2ElMyGWSTKVVpXz5FO8LoLE8TvqfHvHmP1pyKehJ2e5KoZtRRairEzJqFtXaMcETzSmyItzxJ7ABxYmwA4k1Naua8vNpc7iVw4uUgCuw4NNIDlv\/AKFF\/OQHhWxV3YrSpupJRFW0NqPPIZ5eibEIpN1hjGtr7sx3s3kNwpzyU5NtiCuIxC2hBDRRkay26ryA7kvqq8dCeyovJHk6MUwmlH\/To1kXhO6nUn\/xAi1vvEHgNemotUnK2yOmvWUVp0+D0Fr1RRUjiMVC2j1R5\/2NTag7R3Dz\/sanU+1mx5IBqmST58VPKdwbmUvu5uG4OnC8jSeYA7KuRqjbUU4aaQOCsbu0kcpH2dnOZkd9yMGLda1wVtfWuaHJ1Q5LBh8Tb2\/4a9vj\/H2W\/wA\/\/lVg7biUAmaIA2t001PhY6\/hUjCJiZ78zEUXhLOGjQ7xdY\/4j9u5Qe2rOQ7UfknYvaAAJYgKASSTYDxJOg7daSPtiSbnBhYGl5tQ5ZzzMZDXylWcXkvYkZRYi+vGscp9mwYaSCXGZ54MsgfnNIVmJTJmjXogW5y2a5ud50qu7LWYtM+ClCQuyqFkDspCqdY2v1Fuotu1NiLVenTi455PYRzb2iiLiNo4ObDFZIr49nfMf+\/zlyFVLdIKBlAG4BacbKwE+GBGZJi2jE3jkAsLpn6SsL+AvxNTtl4LmkC5sx1LNYC7OczW7BfQC+6pIP5Xv4DjWVMRf6Y8D06Vt5HjCbYS\/NsDE1tElATMdP4bDoOf9JPlTIYnt8QeFtf9qRiQTgpDEJ13Fm0w\/nnIPOcdEv5ipGD2DiI1IXEC\/BXQvCvgl251Rv8AvnfuqO47aQ7bEf5\/nnWWn\/ztpRI86X5yByO9CRMtgT90AOPdNajtaIAZnC+Dq8bC9idHA\/OsdzU4jWWTT8\/Z2VGgw5mmjhG4kSSHsijIa1\/5mCpbiC\/ZUCTaWYWhR5XtpZWEd+BeVwFAHgSbbhT7kRMAHjlAGJbpOwN0lVerzJ4IoNsp1BuTe96V3FnKy2LVXjE4dJFKSKrq2jKwDKfMHQ1sFZqRASbR5L4SZEjaEKsd+b5omIoDvCmMjQ2Fx2gVP2Xs2LDxiKBAiC5AF9SdSWJN2Y8Sal1mtcpNWbMMAVmiilAzH1h5j9acLSePrDzH604FdNDhkqh7oooq5MGri2L2NJPtmeHMwjmmJkI0KxwxRFwD2srooPC5PCu0tXO+VGGkix3PRsFZlSaIncZIxzcyt\/K0ZiB8ieFNBXkWotpvLyX3DYdUVUVQqqAqgCwAGgAFbxSDYfKeDEdHNzco60UhAcHtXg6\/zLf8DpTwyDtrGmSaae5srF6SbQ5VYSHRpgzdyIGV\/cjBI\/GkuL5ZSMDzMGTsadrHzEcdyfIstaot8Dxpylwi6E0i27tzDR2V5kDXvkBzPuP\/AG1ux9lUnHY3ES3+kYmRl3lEIgiAHbzfSI3dZzuqNs\/CswIwcAZSbF1tFDc31MpHT\/oDGiVJZfqZ0Rw+XebsM9o8u4YwSkMzgC5ZgsKDz50hh7taoOU2NdTI2Gw+Fg0tLipnXNfdlQKGP42vfSpOC5OQwBsTi2WRowz7iIYVXpEqh6zC3Wa57LVBw0b4mQYmYHMdY0uPsEO5V\/n7zbydL2ArlSjf6RpKPEfyTYMTiJr\/AEXFbOMg1OWF2YeY5648yKU7Wxu04dcRiHiXQc5FHh2gvfvNEWj\/AK7DsJqy\/wDLUcwGddRqrglJEPakikMp8jW2fY2PQFY8QkqHS2IiEjgd0sjJnH+oHxJp1FrewimovsrGD5QYwG2ZMQOKyIqMwI0s8QCj8UI\/WtU5wmpimOFlHSbCyRtMAWF7xxR9IA2OsbZd\/RBppgOQLC4kkcoSTzaHmoxc3yqEObIOClyLaVY9m8lIolyqioN5Ci2viRv\/ABp3FfCHqVKezjsUPDRYyRiEgRVG53ZlDDtEWXOOyxIp3geRzN08S5mtqFtkhXyiHW\/rLVeYsCibh\/nCpCi3hWqCRJ1mJMPsm28D\/bs8K9Ns7SwHD9bfKnVq88Nf962xPOxA2E38Oz9aiYiG3l+n+aVYcWg\/LeaUYofl+VuFJJFYyuI5I+HDxpdtCyWkFwUdJAezI129q5lPgxpvijSLbjkwy8fs387lCBUWXW6OgEUV5XdXqoM5wooooAKKKKAPUfWHmP1pwKTxdYeY\/WnArpocMlUPVFZoq5MwaS8pdjfSYrKwSVDnhfeFcAjpDipBKkdhp3WLUfNzU7bnH8SoLcziIlWQb45Mp1H3oydHU8GH42NZfZ0IGsaW\/m1HsOldXxmCjlGWWNHHY6hh7GFQo+TeDXVcJhwfCKP5VXVXyjrWK23ic3gxEQ6EVidBkhUudP5Yge3jTTC7BxktssSwrxac9LzWGO5P9TLXRIYFUWUBR2KAB7BW21DrN8CyxUvjYq+A5FwKQ07NiGHCSwiB33EK9E+BbMR205xygKABuNgOA0O6p5qDtLqjz\/tXPUbyu5DM5S3KfyykvHHFwllGbxSNWlI8iVUfjRspRoP8JrXyvNnwrHdmlX8TFmH42Rq9bNlFx+H+9SpWOm2xcsGgyi1SDUHAzgi1TS4rqOWS3M15Y9pqDidoqoqvbV5QKouzgXOUfzE8FA1J8AKVysMqbZazKL7xWRMvaPbrXOcdtfErG0owk5RRcs2SPS+rZWOcKN5OXgaVNyjxltIoRe51mc6HdbLFurFLNwWhh3Lg64ZB2isGYdo8K53sPE4zEIzA4dSrFHQvKWU713JYgixB4386YnC4\/TXD6f8AlmH\/AOs0rqJbCaVnZllxc\/HTUf5\/nhSfEzj\/ADsqGYMfuK4e3hNJ+GhhqNiIsYCR9HDDtWVDfxs+WkdRMeMUjM8l\/wBKXGMySxwjXO4zeEaHNIxvwIGXzYVITZeMc25qOMcWkkzEDwSMHN7y+dPtjbHSDMbl5H68jWBIG5VA0RBwUeZudanJpFcytZDSisCs1EiFFFFABRRRQBmLrDzH605FJ4+sPMfrTgV00OGSqHqiiirkzNFFFBoUUUUAFFFFAGKhbS3Dz\/sam1C2j1R5\/wBjU6n2s2PJWuUuzmmgKx\/xEZZYr6Aul7LfgGBK3\/mqu7LxqsFZdx7d4N7FSODA3BHhV3IqvbU5N5pGmw7iORjeRWBaKQ9pA1R912F721BtXPCVtjqjK3Jtixml71pwu0izSPmNgwjUX06PWNu0sxH9IpXiVxMSsWwzNlBN0eNk013synw3VK2TycmKBcSwRbaxxMczsdWLy6WBJPRUcd5qrnsDSNTYuTEM0eGAYg5XkP8ABiINzmYddxfqLrpqRTzZWwo4W5w3kmIIMr2LAE3KxjdGvgv43NMMLh0jRUjVURRZVUAKoHAAVtqMptmNmK59yg2L9Ga6D\/p5Gsn\/AIJDciPwjY9Xs6vZXQq04rDJIjRyKGRwVZTuIO+tp1MjuPSqOnK6Od7K2icNIJQLrYLMoGrRi5BHayklgOwsONdJj1AZekCLgjUEHUEGuZbU2WYZTBL0x14nIH2kYsNR31uA3bdT97RryLjw92wzwxE2MkJKIbpf7RLkfcLAj+VwOBrorQUlnR0YmKmtWP8A6XvIew+you0cYkEbyyEhEFzoSewAKNSSSAAK1DZGG\/8At4fhp8qJNlQMnNmGPJmDlMoCll1UlRobEA69grk2OIiPylwodkMhurRqTlOW8oUp0t1ukuvjUjC7aw0jKiTIXYAhMwD6rm1XfewJt4GtKcm8KBYQixFiLtqMoQA66gKAB2cK24fYeHRkZI7FLFTdjYhXUbz2SP7aZ5Q3GIrNYBopDTNFFFBgUUUUAZj6w8x+tORSaPrDzH606WumhwSqGbUUUVcmZooooNCiiigAooooAxULaPVHn\/Y1NqFtHqjz\/sanU+1mrkX3ovWnFuVRmUAkKxAY2BIFwCeA8arL8rHEaEQMZCYy2ZWRMhdVduOUatZrkaX3VyKLZcf4\/pNFH3nzt\/ois35tzY\/GplViPlOC4YYSbNkswOmRAGc6ZesQm7jda0\/83uNWwz2VCSLMGZvsyMosQoszAX3leFNlZl0W69ZpVsbabTmS8ZRUKhQb5j1r5r7joNOF95ppStWNM1is1isAWbf2SMTFkuFdTnici+SQbrjip3EcQTXPoi6m4+zmie9m\/wC3KgvlbvKQbEjer3411Sq5ym2A0p5+CwmVcrKbBZ0GoUk9Vx91t2pB0ta9Gpl2fB0Uaij9MuGONl49J41kTQG4ZTvRxoyN4g6fnxqXeua7F2ucPI8gVihIXERWs4ZRbNk4SqPu\/fW1tymuiYTFRyoJI3V0bVWU3B\/38OFLUp5X\/hOcMr\/w31i9eXcAEkgAC5JNgAOJJ3Dxqi7f5RnEgxYe6wE2eUdaZeKxd2MnQvvIvbQ3pYU3J7GRg5OyH+B5QLNiGSOxhUZQ\/rJLi5T+RerfiWNtBq9Fcz2NBNM+TCgAKLNKbmGO2lha3OMLdRTpxI3V0qMEAAm5tYndc9tvHfT1YRi7IerCMXZHuiiiokQooooA9R7x5j9acCk0fWHmP1pxXTQ4JVD1eisUVcme6KL0XoNCisXovQBmii9FAGKhbR3Dz\/sam15dAd4B86WUbqwLkruOdxG7RrmkCMUU6BnAJUHdvNhvpD6R2mCAcNE3S1YEr0bsN3ONrYA3\/mA8av30dO6PZWPo6d0eypKk0UdQoL4\/aY0GHjJtv3KScxuRzt1t0RbXNc6i1WUX4nXja4FOfo6d0eys\/R07o9lDotgpiainH0dO6PZR9HTuj2Uug+zdQT0U4+jp3R7KPo6d0eyjQYagnopx9HTuj2UfR07o9lGiw1Co7Y5Pw4g52DJKBYSxnK9huDaEOB2MCPKkeH5J4uFmbDY1ELEZrwmz24umfIzfzAKd2vCulcwndHsFZ+jp3R7KdQmla5us7WOfbR5Lz4nKMRjnKi1444o0iLD7xUklvJiR4V7g5F4cfxWln1vaRgqeRSJVDDwN6vvMJ3R7KzzCd0ewUZJ2tcFWaVkIoYlVQqqFUCwVQAAPADdWynPMJ3R7Kx9HTuj2Umg+zNQT0U4+jp3R7KPo6d0eyjQYagnopx9HTuj2UfR07o9lGgw1BTGekPMfrTkV5EC90eytlVpwcSc3mMUVmiqCnHfrPxvcg91v3Vn6z8b3IPdb91UiivWeDh\/RHmvMr+zLt9Z+N7kHut+6j6z8b3IPdb91UmijwcP6IPMr+zLt9Z+N7kHut+6j6z8b3IPdb91UmijwcP6IPMr+zLt9Z+N7kHut+6j6z8b3IPdb91UmijwcP6IPMr+zLt9Z+N7kHut+6j6z8b3IPdb91UmpWy8Jz00UN8vOSKl7XtmNr240ssHhoptxRqxdduyky2fWfje5B7rfuo+s\/G9yD3W\/dSvE8no8kzQ4hnOHYCRWiMe98nQYkgm99ONe5OSjlZDHmzpiRBkkMSaGJXBZs2XNdgAATvFc6hgn8Is54rtjH6z8b3IPdb91H1n43uQe637qruH5PYlywEVsrmI5mRLyD7i5mGZvK9eYNhYh1zCPi6gMyKzGPrhUZgWK8bCqaGD6j+RNfE9ssn1n43uQe637qPrPxvcg91v3VW49hYgx86I+iUMg6S5zGN7iO+Yr42rcnJjFlA4i6JRJAc8f8N9VcjNouupO6h0MGvhfkNbFP5Y++s\/G9yD3W\/dR9Z+N7kHut+6q8OTuK5x4+bAZMgbM6Kt5OpZi1jm4WNeYNgYl72jsQ7R2Z0QmROsihmBYjwo0MH1H8hr4rtlj+s\/G9yD3W\/dR9Z+N7kHut+6qTRVfBw\/oifmV\/Zl2+s\/G9yD3W\/dR9Z+N7kHut+6qTRW+Dh\/RB5lf2ZdvrPxvcg91v3UfWfje5B7rfuqk0UeDh\/RB5lf2ZdvrPxvcg91v3UfWfje5B7rfuqk0UeDh\/RB5lf2ZdvrPxvcg91v3UfWfje5B7rfuqk0UeDh\/RB5lf2ZdvrPxvcg91v3UfWfje5B7rfuqk0UeDh\/RB5lf2ZdvrPxvcg91v3UVSaKPBw\/og8yv7MKKlejZ\/US\/Df5UejZ\/US\/Df5V0akO0QyS6ItFSvRs\/qJfhv8qPRs\/qJfhv8qNSHaDJLoi0VK9Gz+ol+G\/yo9Gz+ol+G\/yo1IdoMkuiLRUr0bP6iX4b\/Kj0bP6iX4b\/ACo1IdoMkuiLUvZGLEM8UpBIjkVyBvIU3sKx6Nn9RL8N\/lR6Nn9RL8N\/lSylCSab5NipJ3SHWL5UNNHLHOZHBmE0JzC6WY9BxuZbWt2HWt+J5SYeUyc5FNlfFrihkKAjLGqBTfQ3yn29oqvejZ\/US\/Df5UejZ\/US\/Df5VzeNh\/h\/suq9b+RYJeVEUrBp4pPs8UcTEImXiQcj5h2qNRWMLyojs\/PRvIHklkaE808DGQlh11zR2uNV3kX40g9Gz+ol+G\/yo9Gz+ol+G\/yrPFw\/F\/2GvW\/kPIOUkahJOafn48L9FXpLzRUAqHOma9ju3Vpk2+hVlyN0sBHg9460drsf5TalPo2f1Evw3+VHo2f1Evw3+VN49Dv9ma1X+RYxyrhztJzDZ8sAVxzea0K2aMsytlRiAbrrXpOVMHOSsUmZJJWlaF+ZeJ84F1YODk1G9d4tVa9Gz+ol+G\/yo9Gz+ol+G\/ypPEw\/f7G8it\/IjMfC2u7s8KxUr0bP6iX4b\/Kj0bP6iX4b\/KuxTgvlHM4y6ItFSvRs\/qJfhv8AKj0bP6iX4b\/Kt1IdoMkuiLRUr0bP6iX4b\/Kj0bP6iX4b\/KjUh2gyS6ItFSvRs\/qJfhv8qPRs\/qJfhv8AKjUh2gyS6ItFSvRs\/qJfhv8AKj0bP6iX4b\/KjUh2gyS6ItFSvRs\/qJfhv8qPRs\/qJfhv8qNSHaDJLoi0VK9Gz+ol+G\/yoo1IdoMkuj\/\/2Q==\" alt=\"Resultado de imagen de Ribosomas\" \/>\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=\"Resultado de imagen de Macro c\u00e9lula de ADN\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Macro c\u00e9lula de ADN\" \/><\/p>\n<p>&nbsp;<\/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;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-SMmzpiLFCYo\/V67TsWRkEQI\/AAAAAAAAEHE\/DbIxYwzPT4g_zqfdvBRrRx-S8uf-w-EOwCLcB\/s1600\/adnbien.jpg\" alt=\"Resultado de imagen de la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas\" \/><\/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<img decoding=\"async\" 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\" alt=\"Resultado de imagen de la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de la mol\u00e9cula de ADN est\u00e1 compuesta de muchos \u00e1tomos, con sus capas electr\u00f3nicas externas entrelazadas\" \/><\/p>\n<p>&nbsp;<\/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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxASEBIPEBAWEBAVEBUQFRYQEhAPDxAPFRUWFxUSFRUYHSggGBolHRUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGhAQGy0lHR0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIALcBEwMBEQACEQEDEQH\/xAAcAAABBAMBAAAAAAAAAAAAAAAAAQUGBwIDBAj\/xABEEAABAwIDBQUFBQQIBwEAAAABAAIDBBEFEiEGBzFBURNhcYGRIjKhscEjQlJicggUc\/BjgpKistHh8RUlM0NTVOIk\/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAQFAgMGAQf\/xAAwEQACAgICAgEDAwUAAAcAAAAAAQIDBBEhMQUSQRMyUQYiYRQjQnGBFSQ0UqGxwf\/aAAwDAQACEQMRAD8Ao5ACAEAIAQAgBACAEAIAQAgBACAEAIAQAmz0EPAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAvdAF4BbIBLIAQAgBAbIIi5waOJWcI+z0eN6HfDsFbKTGXlj\/unQtJ6FTpYaUdmpWcjVV07o3ujd7zTlPiq9x09G7ZpXgBACAEAIBbIBLL3QBeAEAIAQAgBACAEAIAQAgBACAEAoQC5V60kj1Rb6O6kwieT3Iye82aPUrRK+Ee2TafHZN3MYcDvT7JSn33tb4e0VGnnQRa0\/p2U\/vlo7o9kIvvPefDKPotH\/AIg29InL9OVJcyOd+z1PezXP8y3\/ACWxZb+TbH9NUy\/yGjGcGfBY+8w8HDr3qVRkKzg5zyXjp4stfA1kKS1oreNGK8PAQAgOihmDHhx4c\/BbapKL5MZLY7yVcbbSMfqLEW46clZvJj6aNShyM9bUGSR0h4uNyqux7e0bkhKalkkNo2OeejQSsVBtbPRKinfG7LIxzHdHAtPoV40xs1LwD1gmCOmGcnLGDYnmT0Ci5GXGr9vyXHjPFSy5bb4Hmn2dpi8Ne57QdLgt08dFswL1ZLU\/kvcj9OwWnFjy7d1A4ezNI3xDHD5BdA\/Gwa2mVc\/DRT4ZwVO7KpH\/AEZWP7nZmH11Ch2YE1ymQrvGTjzFkcxXZatp\/wDq07gOrQHs\/tNuosqZQ7IM8ecOxmylazT0IgBACAEAIAQAgBACAEABD1LYtkPFzwO+C7PzVBu1uVl9XO4eXVRcjLhUueyxxPHWXv8AhE2wzZWKKxLc7+ruHkFTX+QnJ8dHT4ni6KOe2PbKHu+igyyXJ8ln9VL4NgoD0Wt2oxd6G7Hz2UY\/E85R4cyrLxtX1pMwlehip1MyVFcL4LLG+3Y9Nw9tRC6F33hp3O5Ktje6rFIrPJ1K2p7KsqYSxzmOFi0lp8QV08ZKUU0fPJw9JNM0rIxFsgCyARAC9GhV4zwk+zVeafK9vAnX1KuMeuLrNU20Pe8DEIaikhkFu1EwaDpmLCx5IJ6XDVFyYKCMq3sgVJTOke2Ngu5zg0DvJsFXzkoQc30jfBez0i1JqFsETYWcGtt0zO5u81yzu+tNzZ9E8XjxpioxGSoVpj8tfwWGRHUWT3YaoE8JadXxnKb8SLaO\/noutos1V2cvkzUGS+Gg7k+s0iFLIOyOg0ta4+C0ztUuyLZYpdkd2j3Y0NWC7J2EvHtIgG6\/mbwP+6iy9fghTjF9FMbbbv63DjnkZ2lOTZszBdmvAPH3T46LU0RpIiS80YiIAQAgBACAEAIAQCgIEtk72U2JLw2eobZpsWstYuHIlUub5ONe4w7L3B8dtKdhYlNhYAADQANAANAO5c3PKbk22XithBesfg7Y8N7lplkmuWUdDMN7lqeQa3km5uG9yw+u2a3klabdVF6wxA+zE0N\/rEXK7\/w+P6Yv1PyZU2uchugUfLS2dTi\/bok2C8QqLK74IuWv2tEI3mYb2VaXgWZMwSjpmuQ4eoHqr\/xN\/wBWhb7R8+z6\/W0ZMFwh9Q45dGt949Og8VYWT9UV1k\/VEwwnZmLtGtMYePz63VdPKeyDLJeyau3W0dTEcrOwktcOZ7oPe3oplNjkiXVNyRTm02AzUNS+lnFnt1BHuvYfde3uUg3oarINihe6bHJvhqXN0HDoVvryLK+DFwT+4xmnLuJPhyHgsLLXY+TJRSXBLd2GHCWrMhF2wxl\/dnPst+ZVL5i\/6dPr\/wC4n+Nr97OSZY1zVDjH0DE7IzUq7xSTldD7uwr8mIshPuztMfg9rXPb8iPNdLXxXs43yMtF5xUnco7t40UjuOllOFrczU7GbWxhYORrcmYz07Htcx7Q9jmlrmuAc1zToQQeIXnsebKL3nbpOyD6zDWkxi7nwDUsA1Lo+du5eqR4UyVkBEAIAQAgBACAVoQFl7udiM+WsqG6cY2OGjvzuHTuXO+X8p9P+1V\/1lniY6T9pFrQYd3LkrL23ss3e0tHdFQdyjyuNErzpZRjotUrTS7ja2kCwc2Yu0V8TWgk8gT5DX6LfRzZGH5Zg7Geda2q7WollOuaVx8RfT4L7HXR\/T4kK\/wi08f2dNOudyOE0dhi9EnwXiFSXrkjZRx726HNSU89r5JTGe5rxf5tHqpXgLf7s6\/ycR5WP7tnFsTStFMw2972z3ngrrInp6OZyGS+CANc11uBVRN6kVj4eywsJqWZBY8grXGmtFnj2LRV\/wC0JTxvipKkaPbI+A2tcse0OaCegLHW\/WVNi9kyLKXhic42aC7nYdAspNLs2xrc+IkswSDDpIWwVGaCo19s6BxPDX\/ZVuRO+M\/evmP4KjyEc3Hs9oR2vwM+0OAyUsgBOeNwux44OH+alY+Ur1\/K7RIw82GRDrT+UM5UpkxrRbm6egy0Us\/OSQtB\/KwW+d1yfnrt5EYfguvFR52dGNc1HxjtcTsjNQrvFJOV0c1BWGCpgnboY5mP8g4X+F11dMfavRxvklvZ6mgeHNDhwIDh4EXCqp8SaObfZsssTwF6BUAjm3XgKI3zbtxGX4lRMswnNPE0aNPOVgHAdR59yyTPClisgCAEAIAQChersEt3dbKurqsBwIp4\/bldy\/LH4k28rqr8pnRxaW\/l9G6mG2eiaahDQGhtmgWAHJvJfOLb5Ntv5LFWaWkdjIgFo9mzXKwzuF5yanMTMmjFzMS9Za4MHYM+1ld2VDUycxC63iRZW3gsf62ZCL\/IU9nnuj5L7DnLUdF947tDvTrkso7LF6JPgvFUeT1si5Y77b0vaYTUi2rWNl8CxwPyCj+KtcMxfzwcd5KO0yCbDYi0xdkT7bCdL6lnIj1XXZFe+Tlr4E4jqAW27lWzq3yV062zmOPvhNrktWNUZpntW09EK3l7TCq7GFrrhhdI7pmcAGjxHtequqeEWtO9EOoat0TszeP0Wc61MscXKljy9ktjzT1cdT9lI0NefdcOZUaUJUfu+C\/ry6vJr6NsVGXwx3o43z4fUUsntSU7u0YeLgzjbwUOySryY2Q+2RwXkcd+P8gk\/wDLhkGVzrgs9F+7G0XZYVTttYlhefF2q4Pydn1MuT\/Bf+NWkM2Nc1IxjsMTsjNSrvFJOV0NFYuwwV7NI47yJ6e2LrO2w+ll6wMB8WjL9FVZMPWxo5l9j2tABAC9AIDXNC17S1wu1wykHgQeIQHlnersd\/w6uIYD+7TXkiPGwv7TD4E+llmjwhCAEAIBV6tb5ArGkkAakmw7z0Thbb+Aem93OzraGhjjI+1eBLIbal7hw8hYL5r5vMlkZDS6XRLqXqiUFypl0euXJgXrJI1ymYF6y0anYYl69SNbsMM69a0YOwiW9Gqy4bKL+85jPVwv8Lrq\/wBIUqfkI7+EzKqe5FNUq+k+Q6Op8d8DtTrkco7HF6JPg3EKjyeiNlcomU1OJKSePjmge3+6VVY8\/XJjL+Tks1PT2ecKapfE8PYcr26XHoQvozSktHOSSfDJRSbbOA+0juerDa\/kVHdC6RodC3wcmK7VPkBDGZL8yblZRoijyOPHeyOPcSbnUlb9aJKWhLoDZBLlcHDiDdYzXtH1NtNrrsUvwS2hrntkbVwgPuzJIz8Q4aqBbVGUPpy6XRbeZ8Z\/4rUrqn+4xq8Mw+V2Zsz6V7j7kkZLWk6WuO9IXXQWmtpHKyhn4uo217S+S5oA0UsTGm4ZGxnCw0HFcVapSvk\/ydR4jIjfHcfjshuM81Z4x2uJ2RqoV5i9knLfA01fNdj47tM4\/wAkX\/uaqC\/CogfuvezyBUHyUfW85qXZOVXngL0Ah4CAEBD96Oy4xDDpImgdvH9tCefaNBu2\/LMCQvUweTlkAQAgBNfIJZuxwb96xKFhF2MJmfzGVmoHrZV\/lr\/o40mu3wex7PSxcvmUX7SbZvlZo1OesVEjuw1ues0jVKwwL1lo0uwxL16ka3YYly918GPuQHfDPakhZ+KpHo1jz87LvP0RSnkzl+DfjPcis6Rdr5DpnY+O+B2p1yGUdli9Eiw6cMbnOoHTUqluh7S0RslbekTjZrEIp2ua065SCDoRcKqyKHVNSOX8lROPfR5yxSPLPM3pM9vo4hfQqOa4v+F\/9HMPs5VmeCIAQAgFBQ9T0bYZ3s1Y4tPcbLFxT7NtV1lXMZaHXDMUeZGMlOdhcBZwH88lFvpioNw4Za4XkLLLFXd+5Pjkvb94a5gc0ghzG+6R7LrAFpC4mUJRt4IMKZYGbZJQfq\/xyRPHG2urDGO48VlxyFtEZqFd4vZaZOvVjTVLsfHdo43yRde4SfNQTMv7lSR4Zmg\/VR\/LR1ccy+yzVVAEPAQAgBAIQvQeT96+BCjxWojaMsbz27B+V9yQP611kgQ9ACAVevhgt3cJQ61VSeWSEdLn2nfJvquU\/VF2oQgn\/I3otxz1xiRrnM1OeslwR5TMC5ZJGtyEW2NbZg2KGrdHHZrbFyLd\/TDfBW++c2ZSt\/pJHf3QF336Lp9XY\/8ARNw3yV5Sro\/IdM7Hx3wO1OuQyjscXodI6yeMjs4O2ZbXWxv0W\/B8fiZUGp2es\/govJ5WRVPdcNxJPhlbE7sK+AFobL2MzbWcATYh46i4N1R5+BdiWSx7edrcX\/BApyVmVyj86\/8AkpvaOO1ZUgf+xIR4F5I+a6XHk\/ow\/wBI5Wa9W99obHLdp9mL0+UYoAQAgBALdAOuy0WetpWHUGojH94KPmv1om\/4ZnXNqSaL+x\/A6f2skYjcSdY7tIPXRcFj5l0pcvZ1GJfOX3PZD8a7zewsrPHey\/8AH0Qr+xaI1Uc1d43BOyftY01fNdj47o47yJbn7Psv2NYz+ma71YB9Fj5dfui\/4OYf3MtxUoBACAEAIBV6Cjf2kcOF6SpA1OaEnlb3gvQUegBAKsu9hF7bko8uGPd+Krkd5BkbfouF\/UjcspR\/Ef8A9ZpslonjnLnkiM5mC2RhtmpyMw1S66NmDkZhinV4uzFs2NYpteIYtmQYpUMXTMWyrd9+hox\/FP8AgXafpqn0jZ\/wsMJ8le0qleQ6O08d8DtTrkMo7HF6JPgvEKlvb7REy23taHGkZHBWvim9mmrY9HH2WMqW6EE8iRYjxVvJvyPjYyUv7tL\/AO+qOJnP+myPZcFZ7RRUzKqaN2dxbKW3BFnd9+qn4tWQ6ovT6\/BtsyMKyTc12MeI0zW5XRkljhpfiD0K21Tk01IhZuNGtRlD7ZHCtpABACAEAIB82NlayuppH6Rsma9xsTZoNydFGzo+9E4r5RtprcpF0T7aUlQ8sizu14lmVvzXG1eGyY8o6CiDitjFjsbhqWkA8CRxU+ul19nSePtT42RepVpi8sn5X2saKvmux8ecd5HotT9nx+tY3+GfmPosvMrXocw\/uZcyogC9QBegEAIAQFY\/tA04dhIfzZUxkdwIIP0QHmtACAF78Avvc8f+Vt\/jy\/Nq4X9Q\/wDql\/pETIfJNgFUV1tsitmxrVY00bNbZuaxWdOMYNmxrFZV4xi5GwMU2vHMXIyyKSsfhmLkVNv0Fn0X6ZfmxdJ4iHrCX\/Cy8f2V3SrR5H5O38d8DtTrkMo7HF6JRgvEKiyeiLlE4pcPhnj7KaMSsPEOFx5Ksq8hdiT9q3pnJZ0dsoHa1rYa+phjGWJkxa1o4Bumi+o+P81k2V1ysl2uTnJ1LbOZr43MMbyW65mkC\/HiF55DFlC\/3qW1Issa2qdX0rHr+Tnq6WNrczH5tbG4sbqEnPepR0Y349MVuE9nCVsaRB2IvACA2wRlzg0cSbI2ZQh7MnEGFNjYGtHLU9SodsuzpMGjcdEg2Gw4OmIIWml8ljm1+lHBblRgUUlOYXgEEadWu6joVKnUpo5qrLlVarEUZi9K6GSSJ3vMcW+Pf56KJVH0no77631aFP8AKGGr5rrMA5byPRaH7Pfv1n6Y\/m5Z+Z6gcy\/uZdKokjwF6whC5Ee6MDIskjJRMTKvfUy9RO1T1HoV\/v0ffBpf40XzKxa0YOOjzKvDEEAq9X4DLx3JyZsOe3myqePJzIyPjdcj52neRGX8EHJ7LFYxQqKNsiNm5rFdU42zW2bmsVnTjGDZnlVhCjRgxHSAKRGsyUdmh9WFu+m9Gf0myqN9cmZ1IenaD1yq38fH1jIs8OPqyAUigeQ6Z2XjvgdqdchlHZYvRKMF4hUWVwRMssDBOSochr2OXy2uTzttsb4jVn+ncvo+Cv8Ay9f+jm5\/cxobOQLXVxX5C2uPqtGr6aZjJJfitFt0rOZGetGBWgcfAiAEB2YQ4CeMnhmCxkbqHqRZUQBFlEnFnT4k9Iyw\/EHUs3aDVp4hRVuLLmyMbqfX5J3S7aMkaLO1UyNy9Tl8nB1qPyV5tTUCSpmeOBd9FphzPZ1mPBxxVF\/BGKrmuq8ec55HotP9ntmtY7+GPmVn5n\/BHMP7mXG56pEjJI0vmWaiZqBpfMs1A2KBqMqz9TP0MDKnqe+ohlXqiZKJXW\/asAwtsd9X1DPRoJK1WrRotWjz0tJHBAKnyPktbcTXfaVNMebWyjxb7J+BHoqnymP9T1ZDyo\/Jc7GKLj4xXNm5rVdU0aNbZkXAKdXVo8S2ck9XZS4V7N8KWxsqMQUqFBLrxhtnxHvUhUcEuGMyv95s+dsB6OcPUD\/IqZTX6o3xq9JERpVT+R+TpfHfA7U65DKOyxeiT4M4cToPQBU1sJSfrBbZAz5enPwPkG3VDTuDHPfI69vsmZgD+o6JD9NZl695LSONzs2DeolS7R4JVPlnq2xF0T5XyAt9ohhdcEjlpZddVjSppjF\/CKdy9iMLJgF4AQAgBAZNNv55oE9E0wHHWPAZIcsg06Z+lu9aLKvlstsXL6THis5gg36W1UP+3J6ci6rymlwN8VBLmz6sbxN9CfJarLoJftJmPU77NsWpWWL7SlsuciPpDSGmrXX+O7OS8kW3uBbanq39Z2t9GA\/Ve+We5xX8HNKP7mWfJKqxRN0YHM+VbYxNygaXSrNRNiiYGRe6PfUTOmj31DMvdDWinN\/mIAupqYHUB0p7r6BRLnyQ73yVEtJGBACAku73GP3XEYJSbMLuyf0yv0P0WFkfaOjVfH2g9Hp5g4evl\/JWumlopJcPRk94CsoQMUudDZV1fHVTK6yZVS2MdbXd6nwpLOqhjPU1\/HVTK6SfVSNktb3qUquCXGn5I3tbJmiZ3P8AmCk46Rrvq1yMFKuc8j0y08b8DtTrkMo7LF6HCdxLcgJAPG2l+5WXiMGL\/uSOL\/UefJWOmPwN1PQjtWAj7y7OutOG38HDqbbLv2XwhjYwTbgOX05rnsuT24k2plOb6dk46SpZUU7csM9y5o91kw94DoDxsockbitliBQF7rfQFLD4eK9lCUe0ONb2YrEAgOqgkyyxu6SMPhZwWNiTgzKL54PS+KNY5oeGi7mh17DmLr519ez6r0+jocNb7IFjXNWuPJvs6zDSXRGqhXeI2mScr7eRpq12Hj+TjvIlx7lI8mHyO\/HUOP8AZAb9E8g\/axfwihhFt7JxJKosYkmMTQ6RbFE2qJjmQ90KEZ4zMNXh5sXKsW9GM5aR5j3g4yKvEJ5mm7A7s2HlkZpcd17nzUKx7ZXWS2yNrAwBACAAgPS26\/aQVlAwuP20NoZOpIHsu8CD8+ikVJMpsulxltD9XVVlPqrM6KvZbI5X1nFWNVRa0UEfq6zvVhXUWtVI2SzEqTGGiZCowAuspG5QG\/H4rwO7iD\/PqtVj\/aasqvUCOUq5ryHTN3jvgdqdchlHY43Q4R8V0niZx+ifNPORmsucpfJlUstZzeINwukqknDRzkotRX+yXYFtwAwRvOVwFtVX5OIpPZuqmyNb3scZPTRMvd3a5h3WbYlU91Xq9E6L2VOouzI6YYdAdSSbADmVcV41VFCyLOTXKTSf4JFFh0dO5z617L9i4CFvtyXc32Sfwqkzc6WY19JaX5ILtlYkql89kVetjjostGK8Bk0p8aC7PSkFR2lHBINc0DP8IH0Xze6HpkSj\/J0WA9oh2Nc1a4x1uJ2RmpV5i9knK6GmrXYeO6OO8kXXuvi7PDIfzF7\/ACJXmRzYyprjwSV8i1pG9IwC9Mza0LxmLNjQsWYNmbQsWzFsiO9HaP8AcqB5YbTzXhjHMXHtv8h8bLRZMj2z4PNijEMRACAEAICS7B7TuoKtsvGJ47OVt9Cw\/et1adfUc1srl6s12wU1ovCqr2vaHsILHAOBHAgq\/wAdKS2Y0V+r0R2uqe9WlcNFxTXoZ5HklTUlosYx0hWNRs3wibWtWDZvjWasRp80UjeZYbeNtPktNj4PMir2qbIXTLnfIdEbA4aHanXIZR2WN0PUFIXtGX3h8V7geR+hL6c+vyc1+oPH\/XXsuNGmdr26PaW+I0XW4vkKbI\/tlycJdjyi+UR3FpmtBJdbz18lInlrRqjURitq3SEFxvbQX5BU11jnLglRjo0sbdeU1SsbhFbZ63xs7YnGPK77zXhzfIgq4yafTAdd\/f8AiaLI+zcfjQ7bbU\/2rKj\/AM8bZCDydwIsuVwZbi4fgjeOmvp\/TX+JG3KZz8lk9b4MUPBQifyGXzsNV9rhMB5tDo\/7JsuF8pX6Zr\/nkv8Axr4Q1Y1zW\/GOwxOyM1KvMXsk5XQ01fNdhg8R2cd5Hll+7P0\/ZUlPEPuwsHmRf6rGX7pNkCqPB2gpo26NjV4zFm1oWDMGbQFg2a2JUTtjY57yGsa0uJPANGpKwk9GuUtHmfeFtQ7EKx0oP2LPs4h0YD73iePookntkKctsi6xMAQAgBACAUICZbHbVmICmmP2JPsuNz2Z6eCtMHJUZakbK2lIllRLc3BuDr5cl1dXrOO0XdSTiYNC2dEuMTexqwbJMIG5rVhsl1Q2zPs76df9VrkZeicWiByxZZXt4WcR8Vz\/AJDplXjx9bGjvg5LkMo63G+0k2C8QqPI\/cn+SJlvfDOHe3XltNTQg2L5HSG3GzBl49Lu+Cm+Brmpznvjo4jynrGWl8lVOeTxN\/HVdNtlQIE1\/IOtrssdxxJ4rolL+m8fG2tfub5Zp3uTiSipjp6COJ0kQqKqRnae3fs4hpbQcTr15Lj53X5lj9pcIroOzKm1F6iuyOYtiktTJ2kpu61gBoGgcAApFdSqWkWFFEKI+qXZwFbSQ+Fo7aDCJpr9kzN5gf7rH2RtVE\/X20ctRTuY4se0tcDYhwsQstmrRaW6PEM1NPTE6seJB3NcNfiCuX89TqcbF8lv4ufOjuxrmomMdvidkZqVeYvZJyujmw2jM1TDCPvytb5X1+F11uLLUDkM9bZfNwAAOAFh4cFl8kSK0jNiMM2tWDMWbmrFmpmYcBqTYDUk8AOpWuT0a5PRRu9bb\/8AeXGhpXWp2u+0eP8AvvA4A\/gBuO+3SyiTnsg2T2ysitZqEQAgBACAEAL3YFBXi\/gEkwDaEx2jl9qPkebf9FdYXk\/p6jInY+S48Pom9LK17Q9jg5p4Eaj\/AEXRwujNbRfU2RmuDsaF49lhXX87NzQseiTFfKAuUey5RNkYaIptBBabPycL+fNUebNS2V0qvW1tfJrp1yWV2dDi\/aSbBeIVJk8\/7IuYu2QfeViPa1paDdsUbYhbhe5c74n4K\/8AE0\/Sx1vt8nz3Pn7XPfwRJWZCFC9jFt6QOwN+zIK6P6br8e1avng0x5nwSLagGeio6u2oDoH95Hun4OXE4idV9lf+mVuC1VkW0\/6ZElZPRc7BH0F3snGx1S1rr3FtONhbqounsv42QdOhr2\/rIpaxz4rEBjWuLeDngaqRFaKOfbN27nEuxrQ0+7K0xHkLnVp9R8VA8rQrqePjkleOs9LSc41zXPY3R9AxekyM1CvMQlZf2j7u3w\/PWGc+7CwkfreC0fAn4Lp8Z\/tORzOZloX1UnRH1pG1hXjNbNzVgzBmFZWxwxulme2ONouXPOVoHj17lrlJI0zkkUpvC3luqs1NR3jp+Dn6tfKOlvutUOyxt8EGy1t8FbLSaAQAgBACAEAIAQAgFusl6ng44Ti80DrsdpfVp90+SlUZtlL46JVGVZS\/2k3wfa2nks2T7J\/fqy\/irnH8pGziXB0OH5WqfE+GSNkoIzAhw6tIIUyVsdftLyFkJLcXtGuRypMvIaJEVsa8Wizs095pzDv6hU88r24NdtS7GqBVWTyyfjfaPH\/EW08LpncWj2R1dyCr66fq3JFV5e\/6VTZV1TMXuc93FxJPiTddLGKSSXwfPrJe8vY0rIwFabG6zrm4SUl8HjO2jkY6VgnJEWazrcQ1SM\/OvyIPnrpGuyLVbcOx72oxyF8cdJStywRkuueL3dbcuLvVUmHizi3bY\/3SIGDiTjJ2WfdIjBVg1otW0ACNj1b6MmvI4EjwK80eqco8GF172eN7Mo5HNIc02cCCD0I1BXjSfDCbjyi0Y8TbUwNmHEizh0fzXM2Y30Z6PoXicj69SY1zgnQC5vbTiSrHFW2i0y3qstDZHCf3ama1wtI89o\/xNtPLRdXjx1E4++z2mPIK3mBk+drGlz3Na3q4hoHmVqnLRpnNIh20W8+jp7sp\/wD9Uo\/DpECOrufko079EO3IS6Ki2n2pq65+aeT2ASWxt0jZ4Dme8qJKxyIM7HIY1gaxEAIAQAgBACAEAIAQAgC692NgvAdlHiM0WscrmfpcQPRbI3TXCZvqyLq\/sb0O1PthUt9\/LIO8AH1Cwsbl2y0p83fX3ydjds+sPo8\/UKE8Vt72TI\/qOX+UTQdpY73ERHg4cfRYvDb7ZJh+pkl9g24vi757D3WDg0cPE9St1NEa+uyh8j5KeVLXwNakFaxEAIAQAg2LdGPkf4aZojaRa5F1HnvZdYtcHDbQ2YiwAiwsbarZWyFmQipcHEthCBAOWF4rJAfZ1aeLTwPetN9EbeywwfI2YcuOiT4HtnTQvEslI6Z41aM7WsaetiDcpRSqnsssv9QTvj6paH2ffETfLRAfqm\/+FYf1LXRWf1v8DHX70K+QER9nAPyMzOHm668lkSa4MJ5kpIiuJ4zU1BzTzySn87yQPBvAeS0ynJ9sjysk\/k4LrA1iIAQAgBACAEAIAQAgBACAEAIAQC3TQBNnugumx\/0Lpsf9BNni0CDsRACAEAqAF4GdMFc9oyg6d+q8cNm+F8o8I0SSFxudSvVE1zm5PkwXpgCAyXnR7trsEHfIi9PG0CHvDEXh5oF6AQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAID\/\/2Q==\" alt=\"Resultado de imagen de Los Quarks han estado unidos desde que el universo s\u00f3lo ten\u00eda unos segundos de edad\" width=\"307\" height=\"204\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los Quarks han estado unidos desde que el universo s\u00f3lo ten\u00eda unos segundos de edad\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>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.<\/strong><\/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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTH_Cq_JfJ7QvdLsZlvt0SIBn-qzfZVy-jvG0Ua3Jih34PhrPWu\" alt=\"Resultado de imagen de Los Quarks han estado unidos desde que el universo s\u00f3lo ten\u00eda unos segundos de edad\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.dw.com\/image\/60594240_605.jpg\" alt=\"Detectan ex\u00f3ticas part\u00edculas X del principio de los tiempos \u2013 DW \u2013 28\/01\/2022\" width=\"694\" height=\"390\" \/><\/p>\n<p>&nbsp;<\/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;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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uvjkBXRpoIdsSTxtNyyxjmRf7RrGSfULEETObEqL0UnmVRrqkRAkQ9vKqbUvK237SK0Mh8kM08IKo6O1JfSpG+LROgXQH4\/QGl25efm2Q6lYJTo52War2oEx\/GcufV9mx5ODNdm+unL7Cs0ZdWd1nYliWcDVVtsNAdz179Px4SHd36FCBDQ3RLk7HdYoQweqwsqiQSajllH4qZ2mouQkC1b9DqlWu4wAgjb+3AGCUe3YMjXTOQPDxYf0pqSGLt+8Xb2+yyErIqPJ0VFcK5W2DSJ90KdjoV0Oo\/LrlEdUmrse1kKMC7EoKyEW2fz099V5NJFnCBBjpWvRtf1kBq1reMQ4Yd\/J5cnxk+OzL0gTEUzYwAaNFmWEHLehUrt5ncgZ5qEVitBbt16+dYuKGVIKLFAtd\/iRIhpRCCoFq6uh\/z82oB36RGgPq9OFuAMapZoPyjKAJA1wmgtQh5pNMqak+YrayKH9+w+hUjRGDh3SDhbqzZX517\/5xrHB9lyjz0BubWWoFlhSN6T2b36G1A9NOck92aXHLd\/6pAIhf1KVhz3pki0Qx\/CTT54hdr7GjCXEa5eeGHsVC4uuOyU5TK1J6dyuEMdJclW31MmkgBHltGw6MqxnptFVanwpNlFoWp5SBRlwhykPXR6+TIYxxHygUvYWeMXy75UIFTVDRjQNR1jAMZx489uXPmGOUF7PxyQ3AxZCxZhfkpIJFV+i3YXCDt9s8kM7zdPXFt+uYYmPVtqGcO+SlJzXm0MMWiaCHyMkj8vg8nWKEK5cU48QYno30HRHNsgGhIcc3wF\/MvxX5gi5y3rtyiXQ57AMS1tMISt\/V0YoLzIuJUKRsglAmlnhhkOBfRc19FTbKHqvUojChiaoFS0ns0T37Dpzhg70holuX6BS9rLlewShXtSz5HXrgtk81UOOTykR6temM3gViZlLqegdJ890HZAq5fjZqpQqGWJ4GSHWUk+ZLymKCvmrtaEnXIRqtqIxhGkzJIwnnEJo0q+\/i7beFTKMIZM7kiI6eOstykO9U8gY0kmrUPaTKqp5SNfHRspGgp6DtkNDBug73z9T+ncPSYC9uCAhlAgrEKq3eGC+LO1VSIvWCEG2sM6K6cUdZkSnIwmxAaQHqJA4nryMEJIsGXZBApsg1Iv0ZspgvjuUcB4mFXzqL898mSCkHQrBWgYM57wEwMsIOYYfe3P4KRmhronWKE0VL\/ujMkIra6LRrDulnnaH2adVbbt29WnHUrRejGmWLswTI44uqgPwqJPSWZrFW5fAW2h0D7VQKGmwoZct5qmYOW47KA89pOvs8wYrrrjyxTZC3wZvOhQIjVyVRsv2YDEnI7T4efPVMkhRn\/RHh3QdADRkDXYJjKJu3XSDXQ6b6X3UwHLsV80OtRRb5xZQPsb7IoVkdJ9Uxy9\/QmJnTbnNlg2cwM84pLcvKXloV6PZao\/rbRIsU62EySI7zTApMRHVQlD3y1bavlE9QEjMjLddEKoQHc5Cu2pE2\/BoYovM2WB9Zk+aWCF8NUQn9q48+eRth4GMpYHpPq90lT0sMVHsE46YjBDUq1clXc04fYAUtN7668T6E+ohafmUDmCH\/+bJy7E\/IRfDTQmXRx65dYusGsDxZsRgoUMme2EdoWZG59dgL7+G57S6K6YbkXjwucOSvjcCKLTeptxMfkRenbhyW+YhxIfWljwrZbdjHmIX\/9YcbEJWuvmDpQg99QPUy0oIUbF4+avyugpESL8DSknO6noQtamnYrbOySA5jrfnurWmEBuvrndspQekFfMLMkLYehm1LKkYZnRxrbRubRC5CIYUoeFPfgL1svRCUq7fumV5RUJoJexbf8uWUIh3sA7kjBlP2kuPMzF+ZP\/h4cP7Z7SP+Jhv\/b2ZPPh7SfU4vn39+psOqlQR1RcXmnLp6iuWpdSGuxih9Uc2TNFZ4ccUCB226hGy\/FlhowMeQiy14eZ9V3UdXYYpCoJGubjjYMNG94K\/c7S5iAC0T8JlpbU43xyt10ebS63FprhBc2NiiyJKRQdDT\/2gS5IyKLl0avmRtpS9dWnjTefWrH6vpjpBGGy80VsQq1lezY1WPlsV19uoTolrQyR1Om2L0zp1tdVagLTU7BYrHZ0wtMfQALZBEDr5N2\/KeqghjaYOPvI4RejgDzs6LMIVxHU4zR+rdHT+jc8mYzmv245gYu1ufy6W7PBwIXfpO4oRQpdDMwHH1kdHYWfhTKU6PIIpJIKsNG8JuZJKGZ6PlYdlRMoO\/nAj4ZCyzJodtbP6U8abhI3I6c3HSqWEKIqJUqmS93Z8DjTyWP7QYQeh4f3GS7+ekskBIgNyx\/Ld8oT18FMAKzes\/OvSTopbaAUcAtTx7gXIAEVOWyPWFq2Uops6O8sKvJ\/jOC8vbGrjhJCqePoIGU2bwi4vXO24oRjEbz5BnrC+ffs2+iKdrATRwYMHLa9c2sx5LEaIppLFsAdKCZr0tDpt3niqUOQe0GluNlrNmncYLJdIbe6IojUOlevIsCRou9pWCDu\/0EtM4Zc30L8G5bCFspVCspIpFlO+QiET9G7uJOa9kS1fCBqr9W7Ol+jsKJ+SuKQoSOMp9YCqPrV0dW3tb39Y3NLxYtZpi\/gh8fd8MH3zxOfLBpLO5xKx0FYK48yWc86+kf379u3X72qJpEqbB\/0PgIRoLJkJu4Qe3B9CSeeysEP0d6yhNcQXy3EjPunxZsrhB+5O4H6RG4ESi\/lSqVglkcxEXfd05N8WTMbCanFw+qFVEvrQ4kOoR7DxkNzO+yAH3Z5sqZSKh7xId3BRMVaKhR+UD4EPDbFuTyib8sViqWIw7fqQc88OfTTJvjW+7LkfWuRDQW6w7tSQGTlLvgfoeOb3StnUlnghGnuQBvk2k2CD1EN+IYlyomv4w4kGAayLR48EVF+bRt6sNhuLkgtMN3rF5kYjF5rIhT084SwEJVZunJKlL7D4yyb\/JckNkR3nzbjR9gtbN37Rriir4Ma3lLnC96RikNLaGZo7zJSMZ3psNistEItrTCosKCssGNgCKbT7pEh+oe0HeXSdFJhcFW0NBAAdLBXRbDzQDIV5gOaE8yDFRAAmRvDBN+F40A3zLMPUYXTgP6UQU3sZJ+TJC0kXfS+Ir1CFcwBvfUmXAKi4GDYRREtBaP9tEk\/j4bImupl8Ek1OSosL3Ql0O8eQ7JJMEZULRJ0kdzsTBQWUjAsAEIMF8oloHYqTKyyiVCWBCZaRiwIDpZLyRTxB5JrADUS0aCgG\/J4Q\/D+IkAACXCQF0RFBzAihZJxxFqo+5B0CGmQeJgs4VwnAlKWQR4RVCoMyq0KI9XiKSa+32wOQCRfp8UeqRY+XiYMI\/Es0m1XNo2VOL8h4uRhwthHigYh2YvgqHk8UZgwRggBJ8t+dFD2ePBB4kEa5MhmQQQgx\/kig4vGyKFMezfH7vN4KsLURghUuKSocrMKK6E42I4TyqBRpyA3VNGooEW1xheBChHBxmWSJEauQG\/QI5crWUCCDECJ3fMDrtLqYED5CmyqwYZAMqRCCFEc1bR\/nraJWjJfR0cM8Wjnywy9rBe23E0CckRFKJTnEj74iSggRCkRAe7NQdzKH6sxLy\/uZJEQEl9aHlmi8wFtNoSygJHVDHpERypdVFQ4mI8DQS06qGotVS3aGDYSZooiYLlZJlrGUpfB+4BBgxFg8ZoCQq+TKR\/MIoUAMuelyQSmLeaCooMdp0BMupQGbUSOURRsqPCAGX0DzM1VU0SD6S7RqBP8\/nGC7yTJesSgjZIUVQtPPPpiwXLJiTdBewIM85HJhHiLFyOTzGaYqI5SNQTmzMkk845oNyAixiWi7wgUnlnUjFmJSpWA8D3mSA2lXHIIvFoKgAplPjRBs0YIOIVtCLKSzCKFsPJ5F6sKe8wF7GCPEwR8FppoRDRFCL7gkhOIgCNBWWR6EIyHAsTqEosCPIGB8ySCSIIhQlmv7LCF6yAXlKI+LkREFEE5KCDlBMMLB+hGE4gkZIWWF0SpKEIheQ2cySMqYbAnqN0RhxHTIaRJCKIeX56AqhkogDfQ8JIRigZ68LGU2PFUKQn7skSUQYMJlmBVQL3JRhKRLglAVpssiPU16jWLS7g+GoMooYYT8TAA\/SCMpc2GFkIQAytsZu5Nxq72bkTdiQa7lAF6HQgiF8LsxyCpOHuNaoQhpKwz1EJPXH1+ACMXSoSjICoC3drO5AiP6kOhGEELOKginy7CkYoJhkwYIpUGBzVcgQtFQKJSGfUMunYWoJkA8FIBlyEH9UjRGiLzQRohBegaE2G6rFwguUAoHQMILeSWaTgE3D9zd3Wy+xFRwjd0YIV5ub6yHGIRQmBQDcm1BRgiEYaYRwNtAIewD6NgUrBTs7miFk3KFEUKCkS+gDEIyI5DTYH7A51HbFCq4em7YE6ZcSN0jvaJHyA4lD\/MQoirymQYQ8\/dkAaof4iFYbDVCcbThxEP7ZYYpY4TQxrtkxYNZ1g05MQIVWhEUulFPXOWZHD5UwAEBa30oZxAsJGo9WoRwv414CJYWIZTKQPZAwuyEBeVhTWF+TtjlAghISK5wilQY9fZQ4PVjAeq+xsrKV+jLSvcwKz515xhZea8zK\/nAkQ47mr8mPZFfkD+synfhh+CVMqSzjFZt2dR5yrmSVPQBS17GX\/DSmZYzNa7wVmc0d2iHdmiHdmiHdmiHdmiHdmiHdmiH\/vDJ6UqH41lIuZDXtoXYBx9tYiO52PUvPPfs88\/+p\/8czRVjpYKY\/gitGd4zCblkKc+dIg6+r51+gmHsfDQFMl7tjNEfKQl5IPprRy62vRoSd\/zuaOLDuRvwPhObA3kbwxw5rnDvLUUs6OYCgc1GT\/nIUaRAXA6dVvs\/l5w8W0PV7B93BK0wnft\/WA3Q3tNyCqFo5JaxI2Ktdrv1wy2m3UXJieIprQt9hdvh0EYBCwyIFdLZVCwAQCCWinP32itCqHt+LzPwzliR\/u8eTZwKZewUtKKyuZg+aON0tRjykEBu\/qivWtny\/l0SNK+SDFQqojJ21gMhZ0xeGpecPD\/73Be\/eE7v3JsvbwYiW7Yq+lUWp51LlXNbYSQh6iv4wl6X2+22RdLZRFL0PkCt2OMTZR3xBPXx\/Be7vwIIQmrf1baOoi9hsofLeYOd8nyxENqsoNiyhaIaEVs0ENjSGYctkdKNAOWh\/\/Jx7JN\/tya4DIPiy3QYi4uvmB3z8QRSHZxobJM9p4aaLgh6K7FOAsPcB4qWnGxjZqQfnxoh\/vh3f+s5GSFZDzVmJiYGG0xa7xDeiNIF87BhPdnCJoyrSEwF9ej84sLaCsrbGio8EAOEr3760LBjV9cux+ERVgrl8bUvyQiRuCDs4PjYhfHx6bHxCbGTPbOh9c90baJXTFejSqibrYX5qaVF4ubBnalsihu3Rr5PSf6NupAzVOJJ\/dwXnqV6iMTLaYyPDfXXWLbWOHZh9gcbq6JQ0lAWa\/LpJq8uhogJhasqURolDj8lRWYNrhsr675Q+rri\/HLXcIN299euER4iQtY\/dkD2hVEbWv7LjXjbaxgdp39icHJA8qzs3cgpA6GwJtnSmkZ2o9sNkfWvzihPeHcN16QwDF8Bz0KALiIWGpCd4mKamPv79TN160UM1qsxcbTWP3CyQbEOrRvpiBKnAaje0vluDK8TTux+UOj72iPwNETRtWeffx4ChIMMjB9QvzS0PGCUl0xa\/0XssdrRl15fJtwzJIWKyW\/sl4FXexKZWmv96O6L9KJ2gHoQzK\/jh+PeiVWzEDmLfUKOsXgKAzQ4qQGEvXDUKDOJQgrPogPw1ZmBGaZv6sc\/JjWqSZk5zSMdSVRQOoJgVy3zUz+Zm3uDXEoe1Znu9T2e3CN5r8vI7KLOXA5Bo+jExf\/63\/7hn\/7hvxMPyZIzbHRajrhrGNTGwlCSsx0UY2Jw6MDMyWMIk+Y7F96ndyV3Q+nABjO8OZU\/xnnk7Oqny3fmCBc1JiUvlLyJ68\/7QsUr9Dg\/OYuN3YrA21MLC0tTzan5tdZqnRkgUVlYsRQIBEh4lNqkLvRhm0iAkIE+dqAxNFGr9b\/9E+RGxfqjD14lfuXqkutu1rf+EEZQefQbxf51rXen3yABi05ekFspuKUzOx2Rs0z9e565DIm6pmHra7Inl9HV1tQM9YfP2qLREG2t6b8zzxP5aBkaPHp0Ymwa1WH0ncnX0P27B6gKmbJITOSNrctEotIvpXXlXSyejcnX3r\/DIF3Ydl9jECvrfpH3+9TbAbjiADcpQvWFVcW4aar1s2nyS4jFs9KQ4+ibpgZzKMXMDB4brNUa49hvbf3dn\/0P9D3x9ns\/R8\/PWmQHjD2x9YwiJQudXW29OzeGGXdm+e3Jxkuvv\/+iIml425go\/inCQleUCK1dVaVpWl4jP6BWcMsIfdbMCmFTHDOEFfnAq+\/8FH3fvYOZh33v1R8z7Oi8ZbWdOLdedxZs78Wfsqw1f\/rC+5OYbWYuvP3u+79oLiq8frsNnZneDwp8WkZouEpMR8c3FY7bMM3\/hvCLmKcbciEd+KxZ67uTzgmipOo\/\/\/lPkMY49j5hnsG3W4uLFstq86z8B\/x6AXbbQ+Szlnmkge7eIT6mj92dH2CZs8piZrapO7OXhGGihsBlB\/gMdryy60dam6xO4q6i7dQyD124bFakdAoqIfzLeuHO1z+A37XfvPp1dLn6bnOt19JaaLVaa1ME9J6AuQLhq7IgL2FnijNzd2aRBup\/dU2XeJ1QZ\/dEtkAPcd\/mePL6kzcB7tHuEBZy5tGaK3HjMk\/Ezg\/EIEWof+xzZvKhiHT2xt3XX0ffL\/64NT81v7DQXEUBFVi2fnZ+YZE4whfN21524Tr6y\/fv4PHcsbmx5ZdqE2P\/KMtXv2RbucvbY1h7oGknu125TBB6ncBhz+biuSDpjc+2iOaOhCR3gkcPmLmOZhUBX0Z\/9f5dBPfoj9YWFxZXmq1VWTDq8yR4gEnoMETUA7x1yfKrublZDMXQ3NzY3fd\/srYm6XopOBDDJLdnrcqbUTjkv4n8xXbtW3zB7CMAAAx4SURBVJOCLWR9xSxBpt56ib5AT1g0lmciJu4Su32KgdQb7yCGbC7A0SYLc5lXJpzC5o2RU3ZKpDGsi62p+uzdsbv47yaWh15frcMMr47iNP2ySSRuxmtR58ShEQ31Nu84g51QslIXEc8I+QQ5+cAu3KWjzWAq1Y3s\/ZNQQI1nUp3KoXbtF71Q7fSSWBxX1V0ks4Ic8kdSZhOydnL8Z22hjobKLy7jscaB8SloqbGvv\/bzO+i92qxsuJrErbhXCuExX99h7GIRTaIdkr3WW+GYMV2SEHqNdCIM4gWmNg0tQbcpQmievkn8QTct0DCnoeybFk0XySBu5X1mNqO7gJ5M9Y6iizuTd95uYitxCfuoX\/rN6iqaLWjzkGm4vHsjjmbb2D\/s6HIcRgEtmSUiC92QySWE6gv1o3PHJKkaxGELzHkIITS6sDA12lzq\/TWKXYLd2DNX57VJm5CJ+JjZYX0bdmNONQ47\/cLcPx6bnRxc+e4v0f+O\/vqX3+hj+pfb7rG5yqZq3il5DYCfIu6i2WqQCVEpQ079Z2bnDkwMDg4eXV7G2tGjDTlBiSDE1Jdavb2\/uuOQpy6tJIoLG6uWy1USk7S+cJbhTaWMINSiMs++8cLb02\/8orm00kvCP\/3s3ZfGJhTD521CKKIPgMKMUnfRXhCoBAhCV7Hy7h8an50dP0ol3yj2JKK2f\/b9sq9fKL4jZ1vkr3gXx3mpEQTz9Zi6QSAILUqcNzhnZdiVOjRf3\/sV6tfYfrZfOb\/AGYZYu2eyqU3aI+cfffTR81JX2s1yCawkRrVGNqKoiT1kTVGbUh03wPFTGraEzScT0rzh\/JJRwDVKbhx5cJQC2Lc8BI0OWI7aS\/MfzNdRd6p2QJ\/eHoTsyo7n\/MW9pyFCp\/+nFMWnp0gWJNaWmvNLS\/NTKpyyZqZekZgxI2q\/2o5vUjs4mpRc3mKEcqaOJO103NoYn6kNTCyPM9aBnyKmqS+89+5LTGOwoWY+o0gl94PavtT3XLx2nv76X1TOnOEoQmipt9WLyaIMAGca85lEE9Z494cIUR7KZNsIwU5BNJ8hoqka4y8sL88NMc3W6G\/mEUS1Oz\/69ZAc812izPbYQ+0AsHuOKxaflxSxoOqK0Eu97SBaTlNn2F7snl3DQnAwQzv7jAjNTorQ4pR9nf02KQm8gRmocVZHm7Xf\/OxdVLDaBx\/o5++2yaZmvJKqvqhae16xrJEIbKPzLZVL\/l4JIq+pB3KhgCT3sOytW1LXFPUwiEjrF7BPiKwztg8rVRQLrU72u833cKzH8WO6xMJ2LXg4aVSVE+r49kz9f\/+TBQ7BLa1Frbd5GpzOILCLRIjfJSFznLxy+yQx2X9CFJE1XxEpQvOLTHwdf7a8InRenayxfnfhPSis\/YMNxhYX89FQ25\/9NnX2jCS+e65porczT1wbhdbw2fqSJqoDCerA9FTNtzdwkC9p9BIUmSNGHP46DvRKokulrG5p2kvrzZ4qtlDU8To9U\/\/1O+8NzSw3mN+Cf4YD6tI\/ywlS27bc4cWG33nCQgKHiNgzF\/FyvT5mAaknFzDfcoeiMFGEUOSTT4GH6MychRqHeYAGd8zaKhMyiqQrk2ICsj5PQ3t\/cPWNvgFm9IeX0ZVLRmj75hih6Ywa6hTZ3+EK+HypClGQJ7Dm1gUGoeFlKus1WTRDEXJ8+7E3ZYS69i1Ru8qNfCmxVxeZnsC6C2ZCO2BHfY2aGoNHEaa\/Bf+iTprbvsUONO8OGUba8BrKhmiv+cQ19CnH6XzllYMH22LmWTfYSE\/BQ5zXqxHaD\/GW+8Jma41logYmvZJE\/Xh9EIdExQixbUcFTrCdO5lh5nsu0gD3xYwnSW3TI7vRp9TVf++Vg+AR8hPNWfjWd\/fsTVrbzuufogiheLTNlmWpOTranF9AdoOw0V4tp3K9bGCyv3+ALrMihNjffgv8Cx13xLeRhaBKKbEMRQiVKE4R2qNE6BVw8OClNkJcYYNddmKWhsBxnLkt8RAJbNlcWrBYWquIl9jUhlM6YUXUcHZwYHaQDsXY\/\/P9Pob53WeoHuK3Twth8uUkKfPD\/jVLEVJJ2ePVNkJrjH1Dh9j2ZGi\/FASSuvfXRzrLraumCZVN9F39d5\/i+d\/dJL29df34OfdONuCimhpFqZYQUmlqBQ9BTd3BHrR2AJ1v37z+5i6jaKvR9ULUtMtmZg7YvF6JcbZ37wei0PV\/owZjphoM0L+7iEdpUuyU7738FtVDvc1QoYO9g97HPjesMKr1wUSj1Y42WGn3DxlQrrN9lfdE+f97jYiZ1euiPPTwbrw5T1bVbx381iOkK\/N3tncMQnRYnh5y7NcIFJvrDCAUQWWDhNu+Bw2R9akvSqMOawaPlPYcpztgz0qBwKS+7M+rHe6njpTyg\/uIjt6njXYlZAId72fR7GPUFj3+IABC4YDO0ZGrXxRRgU7J512mKEKPP\/IIMog+X+h4w7lQjHF9jZGRhlbArKFCfhObfNPAfNuxGwWjeCDk\/Ncbp\/bIV3tOXWxfTMlhBC29rb8udwwQFKV0KaW35Lq5WGBz52dcAZOt62g\/9QPz2mv\/13PHzxNY9pw4rkALjs2W6Axa6+r\/M503MyZnuFQJuRUcYLXlEoHQZmtlz1Wzeql8gHvyMbHR524cP\/3000+fPn76Gc2z0amlpdWlqWamsunzZXZOLFfyIT\/a3+eNirFC3ruVs9e2fLnoV0omawvHNg\/1PZIr8LV\/O\/HoifNHjB9Dlo5v6YiA0xPN+gLJUiCVDUW2fMgAx6\/IeXlBENwuLl8piFuC+t6IjV7Km3UMVi7h6\/DEi0kG935C0cYFUzFMYtTzezpQ6gxWix4D1hWipcqDFPk\/ZHJGA6U8526jxDpd0VShuG07KT+ExPJhXyKRiSO3otFcPpYI5O\/5dOpHj5yw38mKopjPpT3uHb8fO7RDO7RDO\/THSXbXjomwPvm288zXR4H4\/A4LGRPrcaMAj92My8bY\/B6PH3KSG357eAb7eke3yBSK32M+EmbTiVISrY5TFxromCbaTCEmEokSWs3kUyU0DWeTwo27E8ntiAhoR\/sYsPOuHi6N1gvwxgbY9hz6NxeHAoqyaKODPW1nvDzjQtNn8NvG4R+cUZnsyK2\/DdjYQhy78SfBfEiAiTRgrPgnh5aL4Ldp+GgRZHJFkIIIkU0EIIdyjjC+RC4Xg+LLgWTOB+Io0gp5gStvKpJwp2QDJEwR\/oWG7iQsgpMBWYbFIS5CsFxVm1TjfNLKMPAb1tjGOAEwWjLFCLmBG8UByibsrBvmHwU9rFDIEITSrDULH4MUb01XTRbe\/Di2Ep\/WI5RHa9kcm0Qv5lDYCYKQNebLdLJGtXmEvCj8CRx35QM+HFEnhNxNRJhyEP59iBFEwPcUIFw2WKVSjsmiLTGlIKxxIMR4A8Bok5UdhO12l4SQYLcBlN5pd5eLBCEkNoUcOUETNtHmOcAyrNNu1yMUi0YzVZsbvy2AtIQQrAnf2SLVZhFKO51ZYEXRZKKosCDsdCIfCRAhHB5KqGatVdgpuTUIVeMlppJNGiJUwIyIEYqTn0TKYs42QslgCEeCiZgghGLtoDgf3VqEcMguECG7hZxthLJlwVnaht0NRMryaL3FzqBQQegSrZQjhPCUfSVvBdGUyGt5yAY4YCsYIlQV0+kwRagQSqcDJciW6RSqShuheAhvrzFbUEWriE4ujhDiZITQQRMUB4jNVNw44goHOBvJwE7Cl93\/pVcoARyHHMQFgChWYZlRECMkbQghtFnAXoIIhVwgqEAogRASQBwIZWMpC7X1ENrflgYsZBg2laAIedFuf78N5FjGXTE5G2IHCc7mrYAeyNUoIC5TSvA2FNnIl7HxrkSKyYOcLVRIsDxIw+dOiBXHecH9399Atg1Uc27gq1R8wIN42oVqCOuOd2OGgbcHXgcBQSiPlGEZaWpGLKdIPDJ95WhfBnktC3ypFMjA9CwOp4QRCsBbIlJ\/iRQAZjO7LhRiqsTRvqPCCAXcGbIxfO1hrKgfqdhQbD7U16DYQpDh7\/9mTxtIxmJJIESxUqjmsabOQd0AeykBao4klEBUYydCCGodHhTgPRtCKAcfGfZlPWhLvhAT0Im4UCqTScUFcgIpnurxxBjWB2\/h\/a+eVMp02QAFdXRFkBkSccEfKD5ixIXkiYfXxEcc\/AU\/u13ouUDC\/9rv\/z40QYRU5Jk8VofeIlP0oiX1KL7hDOP16R4R3osWBTYL7\/EwOSyuV2QE+J3fpFu9HdqhHfpjpP8PvMqDigamg6sAAAAASUVORK5CYII=\" alt=\"Resultado de imagen de Detectan los quarks dentro del los hadrones\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Detectan los quarks dentro del los hadrones\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTYrQ06fzV1B4Kj7E2r_ONQm1M0rJkzIoXE5qUnhj4UpIJYTE39\" alt=\"Resultado de imagen de Detectan los quarks dentro del los hadrones\" width=\"619\" height=\"619\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Hemos llegado lejos y&#8230; \u00a1Nos queda mucho camino por andar! Ahora buscamos estrellas de Quarks<\/strong><\/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>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imagenes.muyinteresante.com\/files\/composte_image\/uploads\/2023\/05\/09\/645a08d9d7d6b.jpeg\" alt=\"Las galaxias m\u00e1s hermosas del universo\" width=\"737\" height=\"413\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/e00-elmundo.uecdn.es\/assets\/multimedia\/imagenes\/2024\/02\/12\/17077461110651.png\" alt=\"El telescopio espacial Webb desvela detalles asombrosos en una colecci\u00f3n de galaxias | Ciencia\" width=\"732\" height=\"719\" \/><\/p>\n<blockquote>\n<h1 class=\"GW0XC indIKd cS4Vcb-pGL6qe-fwJd0c\" style=\"text-align: justify;\">El telescopio espacial Webb desvela detalles asombrosos en una colecci\u00f3n de hermosas galaxias<\/h1>\n<\/blockquote>\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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"https:\/\/media.istockphoto.com\/id\/508139163\/es\/foto\/atom.jpg?s=612x612&amp;w=0&amp;k=20&amp;c=GH4pXr5QRZXLT_QNcDv53N-Zy_SU4WjItqLwr89XvjY=\" alt=\"24.000+ F\u00edsica Cu\u00e1ntica Fotograf\u00edas de stock, fotos e im\u00e1genes libres de derechos - iStock | Mensaje claro\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 No todo lo que sucede en el &#8220;mundo&#8221; cu\u00e1ntico, lo podemos entender<\/strong><\/p>\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.<\/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<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\n<p style=\"text-align: right;\">\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F01%2F28%2Festructuras-fundamentales-de-la-naturaleza%2F&amp;title=Estructuras+fundamentales+de+la+Naturaleza' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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