{"id":26861,"date":"2021-07-20T06:22:37","date_gmt":"2021-07-20T05:22:37","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26861"},"modified":"2021-07-20T06:30:10","modified_gmt":"2021-07-20T05:30:10","slug":"la-busqueda-de-lo-escondido","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/20\/la-busqueda-de-lo-escondido\/","title":{"rendered":"La b\u00fasqueda de lo escondido"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Im\u00e1n y clavos imagen de archivo. Imagen de fondo, magnetismo - 72828971\" \/><img decoding=\"async\" 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\" alt=\"De verdad recibi\u00f3 Newton un manzanazo?\" \/><\/p>\n<p style=\"text-align: justify;\">Las fuerzas que podemos sentir en la vida cotidiana, es decir, la Gravedad y el electromagnetismo, aumentan con la cercan\u00eda: as\u00ed, cuando m\u00e1s cerca est\u00e1 un clavo de un im\u00e1n o una manzana del suelo, m\u00e1s se ver\u00e1n atra\u00eddos.<\/p>\n<p style=\"text-align: justify;\">Por el contrario, la interacci\u00f3n fuerte disminuye cuanto m\u00e1s cerca y juntas est\u00e1n las part\u00edculas en el interior de los \u00e1tomos, aumentando cuando las part\u00edculas se alejan las unas de las otras.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El confinamiento de los quarks | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y  Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQWmX_-oi4HbJiusgQ3MotBUjonGEUEQFSUTw&amp;usqp=CAU\" alt=\"Propiedades de la fuerza nuclear fuerte: Confinamiento y libertad asint\u00f3tica  - VIX\" \/><\/p>\n<p style=\"text-align: justify;\">El descubrimiento de esta extra\u00f1a propiedad, llamada <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a>, supuso toda una revoluci\u00f3n te\u00f3rica en los a\u00f1os 70 (se public\u00f3 en 1.973), pero ya plenamente respaldada por los experimentos en los aceleradores de part\u00edculas, aconsej\u00f3, a la Academia, conceder 30 a\u00f1os m\u00e1s tarde, el Premio Nobel de F\u00edsica a sus autores.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRzMz2oQ7Hg0ifK8GbxqXgnejc8nnSMfk46Pg&amp;usqp=CAU\" alt=\"Quarks\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Recibieron el Nobel de F\u00edsica\u00a0 en 2004<\/p>\n<blockquote><p>&#8220;Ha sido un gran alivio.\u00a0 He estado pensando en ello durante mucho tiempo&#8221;, coment\u00f3 al enterarse de la noticia Franck Wilczek.<\/p>\n<p>&#8220;No estaba claro que fuera un adelanto en aquel momento. La teor\u00eda que propusimos era descabellada en muchos aspectos y tuvimos que dar muchas explicaciones&#8221;, reconoci\u00f3 el investigador.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Tanto Wilczek como Politzer eran aun aspirantes a doctores en 1.973, cuando publicaron su descubrimiento en Physical Review letters.\u00a0 Junto a su informe, la misma revista incluy\u00f3 el trabajo de David Gross, que unido al de los dos estudiantes ha dado lugar a la celebrada teor\u00eda de la Cromo-din\u00e1mica Cu\u00e1ntica (QCD).<\/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;\">Siguiendo una arraigada costumbre de la F\u00edsica de part\u00edculas, los investigadores emplearon nombres comunes y desenfadados para se\u00f1alar sus nuevos descubrimientos y llamaron &#8220;colores&#8221; a las intrincadas propiedades de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Cromodin\u00e1mica Cu\u00e1ntica \u01c0 QCD \u01c0 AT\u00d3MICA - YouTube\" \/><img decoding=\"async\" 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\" alt=\"30 Part\u00edculas elementales - Din\u00e1mica - Cromodin\u00e1mica cu\u00e1ntica diagramas de  Feynman fundamentales - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Por ello, su teor\u00eda es conocida en la actualidad por el nombre de Cromo-din\u00e1mica (cromo significa &#8220;color&#8221; en griego), a pesar de que no tienen nada que ver con lo que entendemos y llamamos color en nuestra vida cotidiana, sino con el modo en que los componentes del n\u00facleo at\u00f3mico permanecen unidos.\u00a0 En este sentido, resulta mucho m\u00e1s intuitiva, aunque no menos divertida, la denominaci\u00f3n de las part\u00edculas que hacen posible la interacci\u00f3n fuerte, llamadas <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> (glue es &#8220;pegamento&#8221; en ingl\u00e9s).<\/p>\n<p style=\"text-align: justify;\">Al igual que en la teor\u00eda electromagn\u00e9tica, las part\u00edculas pueden tener carga positiva o negativa, los componentes m\u00e1s diminutos del n\u00facleo at\u00f3mico pueden ser rojos, verdes o azules.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Cromodin\u00e1mica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Lattice QCD, el estudio num\u00e9rico de la interacci\u00f3n fuerte | Instituto de  F\u00edsica Corpuscular\" \/><\/p>\n<p style=\"text-align: justify;\">Adem\u00e1s, de manera an\u00e1loga a como las cargas opuestas se atraen en el mundo de la electricidad y el magnetismo, tambi\u00e9n los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> de distinto color se agrupan en tripletes para formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> del n\u00facleo at\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">Pero estas no son las \u00fanicas similitudes, ni siquiera las m\u00e1s profundas, que existen entre las distintas fuerzas que rigen el Universo. De hecho, los cient\u00edficos esperan que, en \u00faltima instancia, todas las interacciones conocidas sean en realidad la manifestaci\u00f3n variada de una sola fuerza que rige y gobierna todo el cosmos.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan la Academia Sueca, el trabajo premiado a estos tres F\u00edsicos, &#8220;constituye un paso importante dentro del esfuerzo para alcanzar la descripci\u00f3n unificada de todas las fuerzas de la Naturaleza&#8221;.\u00a0 Lo que llamamos teor\u00eda del todo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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qrGCwDXAXn6zaB6Ycnxi2wFHClAlghfTE6QAR0YBoO1+smOeC8nniC6UgDULSXZlnSAGddLQCTpuVKmB2tDO1aSuQysXFhUjzATazGTN998dSyFKUPiXYwSqiIgSIEgG5uSDvjnU6fIkKr1a5nxKuldU6XYygclNQGwIJPmEyVBuJk+hxepS1eDVGkRdAo1RdBOnq5iB9QMZnNqtOoJMtCyZJ1XglunPYnYjBuSqEgg9RddtVgJgi0k379saOcquyi8Zh2YuajBoa4Jna4iYiQLAjFKQZp1NbKdgBMc5E7fD15QRaNdXj7rTe20\/XrgrM1AFBIMyNiNxvbp8I+d1yfsk7htTwWYmmzSAAJIC9ZsZ+Pzwwq16lVQKirpNwI7kTuYO\/PAv8AVDSCo1C4jVtHI4YIxKIdIClVMyfvS0RMcjtjZdFoArZSCfODf7oX6748Wh\/ab5xi3iYqEtpPurrMQPLCnnv7wwIWbwA5NzI5\/d0gmZ3MnFWIv\/pl5gn4\/wCuJDLoPuj44A4a7atLEmQWk3Mggb\/HAWZdkLOLMCYP0mNsFhQ9CoPwj44mhHKD6Xwt4wsuq8oY\/IgT9cVcDql6VQmbEhb7CJttzJOHewoZpmaZIAZSTtF\/yxKrXVQCxIG23PGT4vUZCIMEiZBP7\/HD\/jidOQf6RGFboKDKWYVpKyYt\/OeK62dVSQQSe0fvhN7KIxZ6jR7um3Ikq35Drivi9OXCiPO5G21zf64Tug0aEVRE2HqdjvB73wIvEgSPJpE3JO3fbEykUdPYi1\/zJPzwGiBUYgFmImLcrQLWnDadh4D85mvDWedoBET19LXwNlOJF3ClQJ2gzJ5DsN8T4skgDv8ApgfLOzVV8hVQxvqB19Gjltz64N2AXXaWCfeNgTEFSZi4vcC1uWGCUdKmfeNzpEReOhgG8G9+oEYHyyecuYgIwE7SQYMx1j54szeYJ07+9pdV394AQJHMkbkESN745cm5UhAuapKEOokqDETJIteRuNzInYd8LqFJ9aqpKywCk2gxv36nDKtnHGl1UhRzMhQ0lYkcxbfa\/bANYUxUFQnxEDRc3ZitzEm23Pt6TFbBCgUorKgIJsOdmi47wemGmTyzCopIXVIhWElmMxYHa3T4XGJZ\/LqtamN9NQgwIMggi247Dti0VJeQ0MHCoAoBJJ3LHlJ3vacbSS7KYoz6LTI8xMgGVUxsDF+kxjsH8ay6EoUdkOkBlYEwQALE7jn8ce4uhivhag30ksdmLRFtwBztN+1sXZurUiGIYTvEenP9MCcPZ1qKpSR1F4mb7YNzYbVPLkZ540qjJEKjuNxp6sOZvzMzt+WCuFObgkGBbl\/viusYWXlgSPXmetr9MBVwASEaRY3mRv0tPeMTdMsdCoCVg37g9O4wTRyz0qT1QDLCwmw88TykcwDOw7SiyFbTOokn7oJjeAeW0E4a1M6WpLquBbSOd1FyCBG9+en44zzSvSJFedru5JqMxaZi8SLGOUxc4syedemwbcsYIMX5GZ233wUlRHIVhot5mqE8ydR7W7bL8xC1MmCBs0k7zB25+knn1vjPTVUUXcZragk09ICgeXYG0LO1got+wwNRzLCYHvgGeciR\/B+l8eVEAVt7m03sNu42A57DEC4qOFkKbyCIUHcxEfLGkY+AD0cLpWsGIAlV93kwERcCb+vWL946OPf0gD3TcjnYk7G8yflhLVrMI80qJ0kjr2vH64MztUVDq8NV7Jtt94TYmxkfLD4qwNIcmUXTULS0k3HIC4H82wyYRQQDpSj08MkfnjMZHOlEA0AJqJ7gfh2v2w3y3FlqjRGmBTieYWnonteLd8FjC+I\/8Sv2pkfRBgCoP+7p6P8A54\/TB\/EPfzHo3+ZcAVx9gn91v\/VYYtAdw2mIqEgSEWD0mos\/lhbnl8p\/vfrhpwz3avpT\/wA5\/bAijz0\/\/ip\/nGGBfxBPtBO4Dj\/qXAXs\/TPgOY++w+lsMuJiaxPd\/wDMMDcAX\/ujH\/xnHypqf1wWAl40hLrE+7FvXD7iy3P+L8sKOJITUQCBqAF+7gYf+0Y+1q8vNUwAJfZVD57ch\/lE4q40hNalHV\/0wd7IrIrGZApL9Sgnb+TiniMCshOw1H6r+k2wWAwRCKUEfi\/PFSUGIEAQeZPwmIvg7Iq1SkNSFVNSoEMXZIWGjlJkfDF1bNBSYEqogmbTFhfn1xnPKoyoXgAzyzHrijLqfFVYHMiJuIPXBeffUQWUqRpERvAE3Fu+K+HK7V0DWF1QqxO+0hlsbCw+eLUrjYMOyqEBje4keYAHsbwLGZ\/bFOazLKX0QVJWGmybgbRzBm42meeDs3T1NZ9MzKmSCOSgRe4\/T0W5qvTjSsEkkhypVATaVnVDdWABgCIxxttysAKtVZ9KlTUs8FJ57gKLLEgk3i2KjmxSaWDlQPxnmQCxkwYkgW6diCs6agpIiBkcGVAUHUGEgMBO5tDXM37L8s9R66eIWLAzBgxpGoga7AjTN7DfG0GCKOIcRetVqMdJFJl0nTdnkAqYIsdLn4CMF0ss3jorMAviICJ7gXI5fph17cuNNMwROgmQJPl6ixO99ueAOHuTWGpYVq1OkFOkMQXGpjA1Fbbzv1i1trsbCM9VDMBUS6qBqVSNVzcwRf8Alsdhrx1NNZoMbC46Dl88e4XJDPnWX4oA06OQ584vy9cFrnBUGwHPvtiWXSlSgoFqCopbS1ig2USZJHPb12wPSosxZkTSrQFEyBM8\/n6Y3ejJfhPO5kFRDc4I6d\/TAtTMXZl03A3B5WtvG3pjuI5EhwoNgNyI5neJM7fPFb8NqASRbtztIjryGEWeV80GJaNJNwFNgfTp8+c74nR4g8EbkiJO+8\/PFtLhgYKGMG5Yt5REwtz3xBOCsxIpsp0kiWIW\/wBfT4j1wuFhaLqVfxCA7BYtMdZIn4\/G+GPD6lOrqBqKhAgeJfVJtebmIHaByJhHk8q8gERqIEmwE8z0iZww\/wCzAKaMHplS4GokqWJPuxp1BbG9zzgTeXC1SAuzj+cg6WFwOUH0+Fx632OI5h1RxN40tsLH+DBFHJga31U5ayq33DqJ3YybJExs3zBzvD6jECkTVEbhdPaIaCwtYid8Vx47YBeYdKrAenITY9fjgw00RlMQBqnbcnv2WPjz2wt4dkWVWeqrDQbgABrDVad7fmMFZsLJUEyiM7E+byiTyP6\/PmnG0ARnHpGmGUkmGPmEE+aBYG58xj88UeOKelljcMdUE+6PL8CTzHL4EQHANULTESNcSJAIPIAwwt362wfwji2WI8KrTAVWadjqYAQ3KFBJg9rScT8bSGqJ5fPCt47DpMbmNS3Pc48zA+wp\/wB0\/wDrPirOcR8StUanTREqfZyZ1INSup8tnJGodrXAjBGezFAUqahyoQaWcrudRbVv5V1NHOOe2Gk0Mjw8eWr\/AOV+bYComWpH\/wAZBcR\/zAMG0a6qraF8royzUNxVV1IEpY+Vyw3AnnbHVhT00nQMYYEmYDVFKHSF0iPNqO5kFecgUI7iP\/FPq3+bA3s605I9q1T\/ANGkf1wyzOX1srF6SNUVWVSxtqMkCxBuY3O2CMrwtKOUWmrqXL1HYySCSlgsAsTopgxE7xyxPJDoyeYf\/vFIRuUH\/Xh77UGKlU\/2qv54jR4DUavQ1VKPlNN6gU+dgp1nQNPMTe1j0GGXtDwapVqMaenSS\/vGD5o7YOSsKYh9in1JmD\/4aD\/6i\/tgXiqaqqiOb\/z6Y0PAeGf04q03D63Wmq3WAQdV5IJBJEEdRY7gOtwZ\/GWozKNDNUgOJIBkiPUR2w7VhTDslTXwqehjemDY7jVqvIXqRsMVVatN2WN5JaImB5gIHqTPQemGuaycUKapp1hdLgkBVmwXqeXrGE3Esl\/TJVY1NQChV0CDrJHkjrpbvJI6HHKscm2wo841qBVjyIjnJi9zvvGPOCOTXpLqmXF\/TDDjtGm1SmCzKHqtTaP+WfDDFzr+7LC5G0HmFwsdaWUqUKq1GqqR4hVQJUSVGo7AxpMDvyjG0IuNiaGpdVZpYA6mEKoLXMbbk97b8+S7P0m0ioxAINoWbzJBltJAiPKADzN8V8RzTAksKiayvkKsshpIJ9bwOccrwfw\/KVMxUpU2MNVp60mCZGoKN7gSrGwtq6TiPiYUAZnOClU1APU1BSA1gCLAqJtzMX5Yn7TcIeg6vWr06lVqVUmks2HguBBLGRMCBuSSCcWcY4fpp5g1GPkqCijKDDMNRa3Ly6Yk2vvy1eQ9m6OYof1XhKGCsQYM1RcyQIEsDBibk4FB2Wo6sw\/tO5OVy1gPsqQgcvs1EDngbIoRmqcqVmshAI\/tA40eQ4TTzBp01qlUop4rl5lSGDeHzspKoDe2w2mv2e9nnrZtDSmVfxHapuQDEagNNrCALz2xooySJ8HntRUIYEA3ep9NMY7Df2i9ga3i66VWkysLBmNPTHpOrffsMdiODKPn6ZoU18PxPKShKtIQkeYuVgkSoQGOo2049zdNmFPVCqytpJuLsSSNTMxJGzGBcAYnxZTmagZxTRAVgUxqJGlVYaydV4O4O+L8zRp1AF8TQszCqzHpE6ABa3Swxr8kU7MdE1VHFWPE8GkE1DXubhBJsJA90fhsByDzy0kVSKlRtyPdZVMXAiGBvMXjBLZqoAlNEilTsC7i551Sog6ib+kLIAGLeLcYJphF1CnSUU6XiaWiBpDkA6S5I1evoMbc1LqhJUCqdJ1CZVgjkRpWCobYRYmCVnf5wzeTWm2nSahCaiRCxMebqY2ifSOQZJ0CX1M4gyJMXAgzAJJBkCbD40azSIbUC1tGgzHKItNrR64T\/R6Y0pNUq0VCKkgqraUFpICltjAUDnyn0orPUDqiS8TNiZDGTTJbf3YsOfOcWcMcOKj1qrU1psryFDFibNexEyotJO1oJPrOiqoaoHV5YkJGlSQQeqkiWIGxN9sP9GvQN4p0rKmdR1MBcrEQBMX326crYPV6KsDFVxKsdhp8ukrIVTpHRRNhfASoP+W4ZTLAtI3Mhb9BHaxuecKtMFjUQyZ06ZhSNpMgWEz8MRza8IGmVZ15eooB8N2JBndAWixFiCo5SMe08xFLSJMSu9wNWxj0n44giqXKqC0xLAaQLxqjpLEXn4E4NppDBvCmmAJIu1mF4BBIJI7emKsqmtAuYUGzKxkHTT8wCkqNBAmbAC3z2wcuSpeGagDANC3YCCBYFSm3OQyxpG+IplH1xURqQMgGqpUHooJFyTFh0M46VV1UOE84OsiFJUCFMAmDFvXBddiJPTZ0lIKKArUxEktMkDdyLCRJGte+IOwUiFLhgdIAHla5IZSPLpI+oOCv6U+EtQVTqXxA6lTCk+VoNzIIBmLjkOa\/LZxUeok6iVXzG3mjTUYXtKs1x+uBgthNPNEICzGPKAOQ0gwem0xHUdsB8OzZfXTLRqLMDEkMV0yOcxA35YlQzXiqyhQEVVAA\/vEx3kD4AYFp5Qq2pfNO\/SLW\/nTCvoT1YzQeI5CuWZWQKNAUO8rAgmBETO1p52tz+aqI1yNYqM2oGSrkqCZki4RbbR64rQdBG1wCpm3RrXG87Yt8NWpspmA4qG7GWPlkkybdO5xCknoLJZzNONDGqKhQhAdI0gaCdMERYsQBew9MG8O4\/UZEIpUjIEEoQf8ApIHyAx5QyqkUqWgIW1XiSNySZO4XYWtEb4H4fUFGr4PitoKlabhJKM0oFKgwZja3vTOCcOStIfXY+y2eo1BNcUAZDSGM6hs20yOV+WL0rZcKyU67LqTQdN4TVrYHy7E+8dyBc7zma+fbL2Gp0MhfFa4mSGGknyi1o6C++C\/ZHP0szQalVpBqimVc\/wBn7QMSIOrUImTM4xWKafY\/A1SllhpjMgEOtVPdDDT5RpkWWVOw3nHq5GhoVErBQKgqW5kOXBnkbxM7YXZfPLNOn4cNTLRU0Blal4ZhXa51amgCDcA+mi\/qqVEU3c00LeamyoRPcb2\/nPGU3KDW2FsDyfAv6hq2vMUtSVKtVgdRhmSHLNYadLmBH3Y2E4WZ1KWumoQs5Hhz5lBRAyqzaT5IkMTB3jnIZPnskCSdEsdRPhtczIPu8uXTHLUyZEKKQBBHuhbEyw2mCRJ9MV868pg5CjO5xNeusXdUZFu5u6Q1Ml2JZKe4IAO5N9g7egKVUV6VRfERKgDRctTI8wiZJhlM2Ac3xJFy+4emDe4fTeIOx6GMWGnTcgkhiNUHxCSJ3M6pPxOGv8iHpi5GfzPHKlWktKoiTVq6nuQQ8sGmDAnVy5Rj7FrTKZVNTaUpU11GOQF\/ifrj5JxPIU0q0EWkxQsxqMiFuYI1aVsLdIg4f+33thKIKdgjq0OoIZl+6VgyJuJ6TAjGsZc1cSk7Yp4XQzLZjMU6TLSpkLVqljpdEOwGkElrCVEd45svYbOClmVDEhWpyzsxBF0MEnseeMNS9og+e8UFvtToqSNw4hwYN7mbcwMaMBVpWMVPDi3mMiJANxG+25AGGmo99lNW0k+x17Re0VM1NCZimVpllH2ixGolYv8Ah0j4Y7HzPNa6kNVekBsuu3IFgAb2kAzz9Mdi7HwRpW9m634qTfADFbez9Xop9CP2x7luHVVuTPcPP6jDFUX\/AJjgW2Yt++PNcpLyjmoUNweqL+HPecD5rhruun7NL86ij\/Mf1w5r0qK7OQdrVWH5zikqrbVPnUJ\/TFxyT7\/4NCl+B1iAF8KwgRVTpbni3itZgxpUgT4WnQFEwEIBciDuTJJ5k9cF1cqB\/wA2nPpOBa6NBXxBpIKnSSsgkE2iDcA36DHVjzSf8tjSET5pmpsKgB1NM9Yv6rffbFq1D4c+Gq8gQOURBPPpfFv\/AGckyWqEjuP2xovZL2TGZDvVqMKFOJCwGdvu01m09TB5WvbVSXg0bTSQj4OND0qlRQfK5pgAtaSqkrsIIaD8cFcfzheBdiekk7dt5mPWMO+LU6YqBEVKaDTTVNUleZW51FrljO8zzwjoZdaNVatZ9KrWC8yXKurPCzsLEtIibSbYUZlqO1QpzlOpl0KVAE8wOiVZpg76SSsAbGN8Wez+ZCP4p87iFpKCQdTEjVYSSIEDqwO4wd7TVkzFYDXDSSIAIgnyoCNiL77yLzuZ7NcBfQ9alpikacliwmWkqIBvCkdBM9JamKa2X8WUqXZyWAANQK8eYC6WOpWkAGIscJeJ5kVhoMgEDzC+lpkbXsPLytgw5JnrsgpsAULEkEh3DEgSTEkc7ySOV8QyOXps6hlVVuWIEEAAsT9MKU36IUd8UU0sg60DUqVG0PUNMICy6gJUsQDEECIMzgcZKn+H6n98N6T16lAtTo01p0yxViRCyR5BrJ8Qydt74Bo5o3lVmTbTA62A5XxMm1s0lj4puwellwtXSoChqTGNpKsD84\/PDn2a4Q1ejUZDLeKUSmqF2ZoDkkhgEQBx5jPPphdXpCqyOSqaA0AKSW1CI3I5dt+eLuKO1GoaUKQiqsRaSo1PbmxmZ3n0wOVxSDDgeS2vAR\/TPf7IEi0qdQ+BDEH1GJU8x4RBY+ExbTTkT54OkkfhBIlr77G+Fqh7FgfMNSmYkSfyNr4q47RX+nSo2oMHqKLyCv2ZBvzkv8sRH+VCljcJUwuvmRrZfEc1I1E3kEgSFJ25fTeDi3geRq1qqoGappBZRVfyqRdWMCff07XO3PAnCcp4VMvV0zUQOouXCEmDtF9Jax2icPPZdKmmrVRSV0BVZJksaqNv2CNPS3bFcmuiatjDMZVqtdxVpswKT4RJIJAFRULKJEwCSD5tMTDYz6cL8aqw0IsyxmyKsaiDuIF+u2F\/GuJNTqjwoBUz7smQxMMxu0mZ5cr3x9EqZWlTo1aocFHpU6bFreY6mJBHcA6e3LBJS7s0ik1RkcnlAagp+INN9RQ2AClzFgJgWntgpcyuYJCggZdAFBKmVVyBEtLmGEiNybRirL5QrpcUiKQ1ipWGqoPMmjVImANRMAHfGo9hOEZUK9QGrUdvI1TUKaopNwRqubSQ+8C3WUlWxxUVF+zJZB6zswKokBWBdU90zcyp\/CZH0xHI8TNSuKNNkZm1QRRVQYBJA8snY8sfSOJUMvSRxQUVXbUdTX8pUr4axEyCQfX5fMOOVq9SqE0mn4Q91gVhphhYQGJJJFgLjlcljVbRnxT6NGuTqN7y0T\/5f+k\/LFq8M606X+HUP\/ugYzeTrK+1SsDOnexbYqrSJvaN8NKTOL+JXHWVJk\/\/ADDHNKDRnQ8pZMC2kcjZmP5nGX9s8lUaBoIWZUnbmCJ5HbeJjDWnnmG9SqP71I\/vhnTqJVy9UVGLEmB5StxTd9j\/AHScGOTg9eTSEU3Rm+Eeyi5UrmK9RSoqQJEKpKlgWYm0GB8fTGh4pTHhOwQTpMW5R+W+POHZ7VRph2nyiV2ExGqOe2L6ZVLqQDtI5Dn6H44JTbkmwWmmYji+T0rSFOmxPhoXABlW8NAQwAsZB3jHY1WZ4cjEMRNouqnYm9wb3j4Dpj3GvzxK5k1yAEwzW7kz8MSPDVPvX9f2GL6TCL\/Tn8vneMWP0IgbX\/b+b44U37MKAW4VSP3d+c44cHpckB9du\/X54Yu1tvl+W\/YnbEQeu3Qn+fXFcpex0L24HTIsoHp+eBM17PhRIaB1LBR9T+WH4BJuQOfr9PXGD9u81mGzHgsClMBQtiNSkTqMn1xvhTk+xo5HpH3agadrx+YGPo\/sxkX\/AKIUV0g1Vq1JOytOlXYjYQgE98fLuFZDUUpoC9QOYCjebft8jj67x7jTZOjToU2Br6FFR42tcjlMk77Y7IRtlNcT5a2VenUerWnXMFjEAg2E7chg7i\/A6lWjl6lPRVZtZNMVF1MWfXIGoGfPGkCxX0nOcdz1avWansdbdZPLUxJk2j6dsMOB8KbQqAjUzHVrsFF5bnYAT8R8DUWXGUkrRUvBqurzUxSIQVJZwTptB96BIIImJ5Y2fCuI0xw56NIJrLCoz1KiICxNlAZgxOhReIvvvjD5euhYEvpHuy0gAACI1ECIjpAwfV4O5prVNVUUKzSAWXSQNNvK072APLBFu9kynZZm+IlGamwfWJAKMIkWMHmOfI7YK9m8pTqVGNeRSCSWg+azM4HM+VNJ03GsHphZlKBKM1IJW1ShF20AwPECBQyvyE9bbSG+Qy9fyqKrKhJXw6lIggRpaCVgSByjf1knOMeyU62W+1PHKbIlJF0UaZOnYFm2BOkQLTYQBJ64T5GitYqBr80Kp0yIvAnlsdxFt8M29ia+YrsQQuXBM1HO4mRbctEAx09MM09lMvTRmqM9QU1bStkBtsdzHex7XxnPJFrTH4FdT2e0qzO8gRAUXa8EDeDuZPQ499oGyppIUpGEp0y\/nXUo91WLALJYFfLF4UgWOLuDihUfwxRRVMwCAbxcSV5jDirwWgTLUVMhRe4hfdAAgWnnOM1mUNSViUnF6MPkOIUqlVEdXVLImkK2gEks0ACZJHU2JJOGea4HVfQ1FBpRg2mqw8x80kqIge6RPTmMa\/KZWnSEU0VAOaKFnvaMNeGZEMjVKpKUkks3No3Aj0\/TfE\/LKcvogcmz577T8KzjIrLSZvKoc0xqhouLcpBj9Jx3BMtUOXpUmqGl4bs5VipkG7LoaLmAJDCCfjj6O\/E2Z9NLL06tMCyqwDqDcH3pkzOwmRjK+1Ds1aWTQCBCkGRAi7MJJ63x1xi62FiPjmUy5YVUpLSq+82gzTmZHkIiNgRN4mBOLE46+c8PK1EpAswVTTIRBqYAwogKxgXJJ6YUccJQMSbcu\/8AttjP5aowMgkEXB6HkcaUl0Fs3ftfxgM7UlA0gkKosqqAIgC3XC3g9bTUEltLQGCmJ\/D2scDcazC16pqyELlnK6TpAIU20yZLahcAWmb2jw9WZkVfeZgqyYuTAvyud8TfJbHVPR9S9k+JqELZh6fh0jCVCQJZphWXkwA3m408wScv7SMmbzL1NqMDU58rNFrADY6SLkEfA4PzGWNbQC4oZSgAKbbGqwgtUQE+bUb69r8zIx3EsvU4mGpoafhopMs4NSqwAvYSTcDYD0xnGVvZbjSMRxvjDO5p010r7u0EgcrxA+WHfszxcONFV5ZYh7jUOk9rCTv+eb4nwKoCQlJwqgli7KNrkkEiI2+GwOAMtmXpqxUEtFgCwsSOakH64eSCmqZmfUl0kdrRf5nv\/PXFGc4jTRIqQFQu9yPEYtTNJQoBII803Fp+WS4Zx0pUmpTqLSMKpdDrZ9tRJaSYBBibAW2xrMhmEqiwK9nDL0gQwvy2xyNfG9qwTplHDKqmlTIuukRYgmBBneNvzwVVrjkWifwsb\/AQcWvSWbAQJMW2+P8AO2K0y4W4ERv5Y\/SJxi3bFsiMwBu1\/T\/THmJLQ6af8Rv+Rn547CoKYRMHYD4n4CwxxImPS8C3PntvgIcSQGJE9QwP+\/piAzyAkgz0k9thyHphtNFB5PM\/HYgWkX+WPEN7gAAyLz9ALm+1\/jit84jG5BmywBbpvN9sevmkHlLXjaQPiYi+3T8sKvQg\/J11QNU0CR7g0sfj5ASp7x1t0WZyvTrBnrl6lQ+VQiOQtrt5ympuV2gAAkHYHDM+GAnPdtz+u8QPhjN+0\/FWqtpBMC3mJ+Fifjy9Mevhx8YJGTdsBymapZXMpmAn\/DfXbcqJBJAMEwTHfB2ZrCs5qM2oMS2qfeJvY\/z9kRCllDKGBUsQef3Um95JJvbynAXH+NaZRG8wIB+V\/rhvsuPQ14gtMvrspAE6Vk6b3MehuemBa9QgipQrQLDRNxedQP7\/AO3uTQ1OGtVLqGNR6ZEeZ9IBLHqArKs\/DlhZkOEZgGjWCyGKmlqAhgp1BYYiQb22InGUuP8AsvYbxriL1fsqzKytpY+VA0zaGCzyj488U8PydAyPAq1IkylQAgXOwQyPXDenUzSl9PhUizF3FPQNBMWuSEUWgC2G9BsyovWoaf8A3nNpMARKrz+m5xhP6qkS+9A3s1kMtTMtTq0pMfahmkWMjQnYbxjYLTpsVId2UkTrpFLTciTcR2\/0U5bPsrCX1WggCL2kze2\/bDbhWWqV3NNWAszEzH5EzeOeOdvlpq2CLeJ8eRkimJg6IQCFtYXI\/hGMnxripKtSsT94z8xYR9cdwjLmjUqUailatyEKMS0AlmGkeed4U+bTE9E+bUh2kMDNw4g\/EH\/T0GKSSLkqZfwhAatKeVRDftMfWD6xjXOw5RMC+5v8d8ZDhGYSnVR6oJRSC0b25jGg4RxqjmcxUVHBUBfDWDLn7yrNy1xK79OhUscpvQuNqxvkWQNqqzoVWZ4HmIAJ0i838sD\/AHwr4x7T1c4r0qdErSpkSqKSReFDRaJHQXHPFvFPbXLURUSnRAqge9U80sI2BkATyJAEbWw39jay10qV6UP4jjxFjn4d12ksahi5jSpP3jPRjxuA1VCj2dylCtWFKdVKqutfE97xFENTJWIiHIiLEbyDi326y60mpIogBSLTHKwBJ67m+NB7M5CkM1UHh0w9MU3U09tTKVeSAJv25TbbCr\/2oQtSks+aKjnsGKhfqrY6F0SfOvaqknhB3JGmQI+8SJA\/6PgJPLGUyz2xrfaqlry7\/wBkq3yMH6E4xNF454aA3uRqUP6JdA05g6qbuJk+Ym4mPcNO4iYIuQYX0XOXYVAyF6cMikatTC4BB5dsKuC8ReiZVUdTZlqKGB6e8D+2Gq8OqMSairRm4JQql+hUeGBy3HXleW4rtibYxre1Ar0XSuhNdnVlqatgN6emLAiYjnpm1wFQ4iAJBjlvB26bxf44qo8AqNdKtKod\/JUki3Mbg8rYsz3Dsw4C1aTVQIhgBqgW06heOUGcY849Iq77Ka+aSp5CpI3HcyNvznt6YLyvC8sN2rCx\/AY7WEkfycV5Dh3hCdBB7jYfz88NMvTi53\/LFuaouEORVleHkKdNWrSBgAw0Na4JXHtLK5lDCZlT2aoTPaHE37YJLm+8YiUDDS0QevLvjCSTLeFV2HZN82QCzUib+UAtsd5Ddb3\/ANMGUKriBUUDurfKxg8tumM83s24fyugG8mQR9B+eC8jkMxTIisDB2Oph394WHocYSr2c3TNAY6k+v8A\/OOxGizAbx6AfrjsRZVmRqAHlPoRPc77en6YoemRJsOduVp37COsX74vC8vkTzjl67bDHrqNXOb2AP8Ar9cdCoQGc2y3A+P539MG+z3ndnadFM2X8Z3uT+GxjvvE4FqaZi5i1+vTlOPaFbTTOry+aeQmQA032tv2x0\/47jyoTbS0M87m2JMwCx63+hOFdRgWUcrk+gBJOPK2YUSAbDmLz2H74BXOA1AIN7AnvjrnNXRnGLOy9fVVqE\/2THQQ2kfLGe42PtWM7wfmBP1Bwflc0Eq1C8mWUQo5CQPpGKaGVeu+urCr3tI\/COfxOMuzXpDbiGdFPL0qa7CknS7OPEck+rkR2AwjObDAamNhABvA6DaB2AwyzVVBYDWbADcC0CeWFC8OqcxHrjNfW7KbsOTjDoNKG28MFYHuQQQe07csG8Frf1FRhXqlR7xJvJ29Jgm8bDAlHgptqYHspk9Lxcb41ns77MkkGohRByuC0gx6CeZ3xGTJGhDzI5+mqgGqkQDLlQd\/h8xhtw3OprBourOJMK0mJ3P854WH2XpBtnWQfv2HLmD64a5HhVOiPswAdpa5Iud46yel8cLS7KSa2Vca47OaWo6g+ERpEc2Rl1D+1J+UdcYjjHEaTVCy1FKmCIEfA2kEGReT3ONTx\/hpq\/aUXTxBt5jDQfdkbHv87Y+d8S4BmUlvCaP7JDc+cE46YOEkr7CRdmeL01EiW7QQPmbx6YC4RVp6QpZlqXaTyKnykGZBg9tsB0cs9yyGIIE7ath8pn4YHpUGBkbDG8YxitEm5yeZy1QA5lGapJLVEYtr5ywLSCeZAG2NPwVqdOk65ctodxqRtXlKmIMiVM2vv0jHzLLsx0iCsHUe55fO+H9Vs5Rru83+8QVAKgRsYBiOQme5xnOEm\/qwPopz\/hZqvUWp4bFECSPLpkBTEHyAsFMC2hjvJxnOP5xq1dmaoKvujWBANh5QOgJItYmTzxns\/wAa8YDyqCBEqSLTMRzHP154ooVnaxqKhj\/mAkTMXIkjnvi4zVfbTBhftDVC5epJuw0jvNj9JOMjk8jrYLMTYHvy+uNHxThWYa7rqC7aBMg7kAX5D6YVvlipIIKnoQZwnkvoAvNezlahJOlo3CmT1sOdr25Ana+O4elT3adQofwayvQzG2xxDL5ioo0iowHY\/LvzOJ5rNvVvUcvHNt\/TafhjJt+RFuay1VWl1Ym0MBPYXHOw3vcYty2azKkBWqiTMGfjY\/GcDZfO1EslR1HQOYE72BjDPK8drff+0HxUmxHIR05csQ79BY2yedqalDgNYmCN53+P74ZVs0s3o37gcu4E4C4ZxhTuhBPftbkJthxl6yOBBBPQ7jvcelxzGFN14N4PQPl87SMSgWewjp\/JwWuUXcKBy5SeY2tGPKaX2tbfbr8IxY1SBpO97Eb9vpzxla8A2VVQLXP+E\/7Yh4YaZ7zBH7\/rimpVY79YtaficTp1Sw3i3MRtO3ziT+uJMW1Z39Op3MejD9SO2OxcgJAkX5wBj3C0KkYijm7XUDmNJ+Q+uJVKvmA\/FPoLA47HY6EgPKtSFk9j39OWB6jawYtv\/LfDHY7FxQgKjlnM+ZdIk7X+kDB2U4MtqlR2Yg+UDaYEE\/P4d8e47GzkxoupcGoxrZdRtP3Zk9r\/AF+eCDw6jc6LX5n8iSOWOx2ObnJvsC\/L5ejTtTpARaTckzvOCTnTNlE9+XO3flj3HYJbGyyjV0wwC32sJHmE8rfXYHBdLPqGghi3WbbY7HYgcQk5ghvJaLwYPOCNu07Ys\/qCw+I9Cd747HYUimRrVmEbST\/qPriqsSCBa9vpM\/THY7EronwVixI+9qA6iTf4b7xOLTw9GPmpIzACSeva1+e+Ox2BNkoqbg+XgEUVBHRiNjbbCnNezYdmPisTMkMBBk\/n3x2OxWOcl5BA+a4XXUlAMuYc30kHfUbkMb7WjtGGXCqFFi2imFKeW4m9xM\/e+I647HY2zPQDNlKkzGxFum+9v58ZoIUaliQATeLenwEfLHY7HI2xHoSkROgSDGwv5Sf0PzxWuTpgatCQYPugE+vzx5jsOwOqcHpNEIo23vPug9IN+XLEafCEDCEUFSRN+X0+mPMdjRN0AU1PoADFxuIs0deuCMsoJFgD2HqPXHY7EpmkCwsAFaJBsOu8X5Yq8Q7EAkGJ25\/6Y7HYRUuimqdrSCBvuLGSO+JUBr32vNuYsPz647HYRighlUkgyYtyx2Ox2JHR\/9k=\" alt=\"4. Instituto Tecnol\u00f3gico de Massachusetts (MIT) | Sociedad | EXPANSION.com\" \/><img decoding=\"async\" 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\" alt=\"Instituto Tecnol\u00f3gico De Massachusetts Fotograf\u00edas e im\u00e1genes de stock -  Getty Images\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u25b7 Instituto Tecnol\u00f3gico de Massachusetts (MIT) | Carreras y becas (2021)\" \/><img decoding=\"async\" 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\" alt=\"Instituto de Tecnolog\u00eda de Massachusetts (MIT) Alquimista Escultura  Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\"><a title=\"\u25b7 Instituto Tecnol\u00f3gico de Massachusetts (MIT) | Carreras y becas (2021)\" href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Fwww.xn--viviendoelsueo-2nb.com%2Festudiar-en-estados-unidos%2Funiversidades%2Finstituto-tecnologico-massachusetts%2F&amp;psig=AOvVaw2bxroWpV4Y-lhLEQgMWXeY&amp;ust=1626843070987000&amp;source=images&amp;cd=vfe&amp;ved=2ahUKEwj-tIrs7PDxAhUZzhQKHTJpB7EQr4kDegUIARDJAQ\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwj-tIrs7PDxAhUZzhQKHTJpB7EQr4kDegUIARDJAQ\">\u25b7 Instituto Tecnol\u00f3gico de Massachusetts (MIT) | Carreras y becas (2021)<\/a><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan Frank Wiczek, que ahora pertenece al Instituto Tecnol\u00f3gico de Massachussets (MIT), su descubrimiento &#8220;reivindica la idea de que es posible comprender a la Naturaleza racionalmente&#8221;.\u00a0 El f\u00edsico tambi\u00e9n record\u00f3 que &#8220;fue una labor arraigada en el trabajo experimental, m\u00e1s que en la intuici\u00f3n&#8221;, y agradeci\u00f3 &#8220;a Estados Unidos por un sistema de ense\u00f1anza p\u00fablica que tantos beneficios me ha dado&#8221;.<\/p>\n<p style=\"text-align: justify;\">Sabemos que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> (hasta el momento) son las part\u00edculas m\u00e1s elementales del n\u00facleo at\u00f3mico donde forman <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.\u00a0 La interacci\u00f3n fuerte entre los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que forman el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> es tan intensa que los mantiene permanentemente confinados en su interior, en una regi\u00f3n \u00ednfima. Y, all\u00ed, la fuerza crece con la distancia, si los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> tratan de separarse, la fuerza aumenta (confinamiento de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>), si los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> est\u00e1n juntos los unos a los otros, la fuerza decrece (<a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>).\u00a0 Nadie ha sido capaz de arrancar un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> libre fuera del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"CERN: un acelerador de part\u00edculas m\u00e1s grande y m\u00e1s potente | Ciencia y  Ecolog\u00eda | DW | 15.06.2018\" \/><img decoding=\"async\" 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\" alt=\"Primeras colisiones de part\u00edculas en el acelerador japon\u00e9s SuperKEKB\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT2qEXEx7cJt5GdayZ_TnXFfFX6hwe_YG5AXw&amp;usqp=CAU\" alt=\"Los mil usos de los aceleradores de part\u00edculas\" \/><\/p>\n<p style=\"text-align: justify;\">Con aceleradores de part\u00edculas a muy altas energ\u00edas, es posible investigar el comportamiento de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> a distancias muchos m\u00e1s peque\u00f1as que el tama\u00f1o del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, el trabajo acreedor al Nobel demostr\u00f3 que la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> act\u00faa como un muelle de acero, si lo estiramos (los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> se separan), la fuerza aumenta, si lo dejamos en reposo, en su estado natural, los anillos juntos (los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> unidos), la fuerza es peque\u00f1a.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que la Cromo-din\u00e1mica Cu\u00e1ntica (QCD) describe rigurosamente la interacci\u00f3n fuerte entre los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y, en el desarrollo de esta teor\u00eda, como se ha dicho, jugaron un papel fundamental los tres ganadores del Nobel de F\u00edsica de 2004 cuyas fotos y nombres hemos puesto antes.<\/p>\n<p style=\"text-align: justify;\">Trabajos y estudios realizados en el acelerador LEP del CER durante la d\u00e9cada de los 90 han hecho posible medir con mucha precisi\u00f3n la intensidad de la interacci\u00f3n fuerte en las desintegraciones de las part\u00edculas z y t, es decir a energ\u00edas de 91 y 1,8 Gev, los resultados obtenidos est\u00e1n en perfecto acuerdo con las predicciones de ACD, proporcionando una verificaci\u00f3n muy significativa de <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a>.<\/p>\n<p style=\"text-align: justify;\"><strong>Mini <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> a 100 metros bajo tierra<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Gran Colisionador de Hadrones, la m\u00e1quina de Dios. | Blogs El Tiempo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSt9ZPYTYYlHXUAd1lcFowfz8aoQL5N8ZvCYSAgIeV-h6AOPDsHy9DSDu8ch6y6mt9TFTM&amp;usqp=CAU\" alt=\"Observada una desintegraci\u00f3n del bos\u00f3n de Higgs buscada desde hace tiempo |  CPAN - Centro Nacional de F\u00edsica de Part\u00edculas, Astropart\u00edculas y Nuclear\" \/><\/p>\n<p style=\"text-align: justify;\">Habiendo mencionado el CER (Centro Europeo de Investigaci\u00f3n Nuclear.), me parece muy oportuno recordar aqu\u00ed que est\u00e1 a punto de finalizar la construcci\u00f3n del LHC (el Gran Colisionador de Hadrones, el acelerador de part\u00edculas m\u00e1s grande del mundo ).<\/p>\n<p style=\"text-align: justify;\">Simular el nacimiento del Universo no resulta nada sencillo.\u00a0 Primero hay que excavar un t\u00fanel subterr\u00e1neo de 100 m. de profundidad, en cuyo interior se debe construir un anillo met\u00e1lico de 27 kil\u00f3metros enfriado por imanes superconductores cuya funci\u00f3n es mantener una temperatura bastante fresca, nada menos que 271 grados bajo cero.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRVm7FS1CwjggeaJ_5ccSbYLVt6l1KTi2YFJPyvkwR0EpzD74gBkugjCIm_o8UC8YHmR5M&amp;usqp=CAU\" alt=\"El descubrimiento del bos\u00f3n de Higgs | Investigaci\u00f3n y Ciencia |  Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTBnY3ywM3Nq6BmB-xMuMjDPtOL7jF2V89NSKjUgpimdP7CyV8XpRnpwYU9ecicin7vl0g&amp;usqp=CAU\" alt=\"El bos\u00f3n de Higgs tras cinco a\u00f1os de su anuncio - La Ciencia de la Mula  Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQd8e-OvLAGaIZbQzlVmiNZ756HwB8Nb3JO-VHmv5BkuvX--JcMz2UhLZuQokPSbfKLjG4&amp;usqp=CAU\" alt=\"Bos\u00f3n de Higgs: qu\u00e9 es y por qu\u00e9 es tan importante\" \/><\/p>\n<p style=\"text-align: justify;\">A continuaci\u00f3n, hay que a\u00f1adir a la ecuaci\u00f3n dos pu\u00f1ados de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, lanzados al vac\u00edo de este tubo subterr\u00e1neo en direcciones opuestas, y a una velocidad inimaginable que pr\u00e1cticamente debe rozar la velocidad de c. la velocidad de la luz en el vac\u00edo.\u00a0 Es solo entonces cuando los m\u00faltiples colisiones de part\u00edculas que se produzcan en el interior del anillo producir\u00e1n condiciones que exist\u00edan inmediatamente despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, ese descomunal estallido c\u00f3smico que dio el pistoletazo de salida para el surgimiento de nuestro mundo y de la vida inteligente a partir de esta materia inerte creada y evolucionada despu\u00e9s en las estrellas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Buscando respuestas : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRVA9u8F8U9eRr-dQp7SWw5qt2gN_CRplnb456d5fprHNqFYj5TVw8BgBD2KU4A9QT114g&amp;usqp=CAU\" alt=\"El origen del Universo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTjzQYfh-v-hJEMy81XwjAMqJMSpylUBAF5SQ&amp;usqp=CAU\" alt=\"El experimento en el Gran Colisionador de Hadrones que puede cambiar las  leyes que rigen el Universo - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0Un mini <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> para saber lo que la materia es<\/p>\n<p style=\"text-align: justify;\">En el coraz\u00f3n de la cordillera del Jura, justo en la frontera entre Francia y Suiza, el Centro Europeo de Investigaciones Nucleares (CERN), est\u00e1 ultimando la construcci\u00f3n de esta maravilla que, cuando se finalice de instalar todos los componentes de esta fara\u00f3nica obra cient\u00edfica (cuyo coste est\u00e1 ya en 40.000 millones de euros y se ha tardado 15 a\u00f1os en construirse), unos 10.000 investigadores de 500 instituciones acad\u00e9micas y empresas esperan descubrir nuevas claves sobre la naturaleza de la materia y los ladrillos fundamentales de las que se compone el Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQMSx9xPkPOQ-N_CgTvMJVs2Xj7noOkE1niCA&amp;usqp=CAU\" alt=\"El LHC se hace (a\u00fan) mayor\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfPudimos encontrar por fin, en 2.008, cuando la b\u00fasqueda de este Gran Acelerador de Hadrones, esa esperada y so\u00f1ada part\u00edcula, a la que algunos han llegado a llamar La &#8220;Part\u00edcula Divina&#8221;, conocida por part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y que se tiene por la part\u00edcula que proporciona las masas a todas las dem\u00e1s?<\/p>\n<p style=\"text-align: justify;\">Este acelerador tan largamente esperado, comenz\u00f3 funcionar en 2.008 y, las part\u00edculas que se inyectaron en su interior colisionaron aproximadamente seiscientos millones de veces por segundo, desencadenando la mayor cantidad de energ\u00eda jam\u00e1s observada en las condiciones de un laboratorio, aunque aun estar\u00e1 muy alejada de la energ\u00eda necesaria para comprobar la existencia de las cuerdas vibrantes.\u00a0 Pero eso s\u00ed, nos dejar\u00e1 ver otras part\u00edculas nuevas hasta ahora esquivas, pertenecientes al grupo m\u00e1s elemental de los componentes de la materia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sinc\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSdbpdq_EyfJcAdeHsUl0Mpu0o5nbRYeXoFexL_EMceXRNmFdSuiMFW68-0eJy1IY1MGNs&amp;usqp=CAU\" alt=\"15 ideas de CERN | gran colisionador de hadrones, acelerador de part\u00edculas,  bos\u00f3n de higgs\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZo3GcbAXRvAjUDAdlllopuyvMU074bwm6zuIX1sg_LDR5yl8RnWTJ1XFK2e3N1H0E3D8&amp;usqp=CAU\" alt=\"15 ideas de CERN | gran colisionador de hadrones, acelerador de part\u00edculas,  bos\u00f3n de higgs\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTneVKyu3fMP4ozzAWJzVNBrRhlbHCU9v1gK-tS2aM-SWT9M9WLUsQYpns-lrYUN6Jf0CA&amp;usqp=CAU\" alt=\"Pin en fisico quimica\" \/><\/p>\n<p style=\"text-align: justify;\">El LHC producir\u00e1 tantos datos que necesitar\u00e1n una pila de CD de 20 km. de altura para almacenar tanta informaci\u00f3n generada por los experimentos y, una legi\u00f3n de f\u00edsicos para estudiar resultados. Ser\u00e1 fascinante.<\/p>\n<p style=\"text-align: justify;\">El trabajo que se lleva a cabo en el CERN constituye una contribuci\u00f3n muy importante al conocimiento de la Humanidad para comprender el mundo que nos rodea.<\/p>\n<p style=\"text-align: justify;\">La pregunta clave: \u00bfDe qu\u00e9 se compone la materia de nuestro Universo? Y \u00bfc\u00f3mo lleg\u00f3 a convertirse en lo que es?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Acerc\u00e1ndonos al LHC - Imanes y detectores II\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRGrgi1mr2fnQG_J_qtz9bWIL833XqxhMqWPytO6WmfUtqMn2h3KZlRcwGNUdSv4slqXMI&amp;usqp=CAU\" alt=\"File:Magnet1.jpg - Wikimedia Commons\" \/><\/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 \u00a0Inmensos imanes y detectores<\/p>\n<p style=\"text-align: justify;\">Es incre\u00edble el logro de conocimiento y tecnolog\u00eda que el hombre tiene conquistado a principios del siglo XXI, este mismo artilugio al que llaman acelerador LHC, es la mejor prueba de ello: Por ejemplo, los sistemas criog\u00e9nicos que deben mantener ese inimaginable fr\u00edo de 271 grados bajo cero o los campos electromagn\u00e9ticos que deben asegurar que la aceleraci\u00f3n de los haces de part\u00edculas las recorran los 27 km del anillo subterr\u00e1neo a un 99,99% de la velocidad de la luz.<\/p>\n<p style=\"text-align: justify;\">Por aquel entonces se dec\u00eda:<\/p>\n<p style=\"text-align: justify;\">&#8220;Si todo sale como est\u00e1 previsto y se cumplen todas las expectativas de los cient\u00edficos, se calcula que cada segundo, un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> dar\u00e1 11.245 vueltas al anillo del LHC.\u00a0 Teniendo en cuenta que cada haz de estas part\u00edculas tendr\u00e1 una duraci\u00f3n de 10 horas, se estima que recorrer\u00e1 un total de 10.000 millones de kil\u00f3metros (suficiente para llegar a Neptuno y volver).&#8221;<\/p>\n<p style=\"text-align: justify;\">La energ\u00eda requerida por el haz de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> al viajar por el acelerador es el equivalente a un coche viajando a 1 .600 km\/h por el carril r\u00e1pido de una autopista imposible, o la cantidad de energ\u00eda almacenada en los imanes superconductores que mantendr\u00e1n la temperatura a-271\u00b0 ser\u00eda suficiente para derretir 50 toneladas de cobre.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBQTFBcVFRUXFxcYGR0ZGxoaGxcaGRocGhkcGBkXGhogIC0jGhwoHRkaJDgkKS0vMjIyGiI4PTgwPC0xMjIBCwsLDw4PHBERHTEiIykvMTExLzExNDExLzoxOjExMTExMTE8LzE6LzM6MTExMS8vMTExMTExMTExNDExLy8vMf\/AABEIALcBEwMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAABAUBAwYCB\/\/EAEsQAAIBAwIEAwUEBAcOBwAAAAECAwAEERIhBRMxQQYiURQyYXGBI0KRoQczQ1IVFmJyscHSJFNUVXOCg5KToqPC0dM0REVjlLPw\/8QAGAEBAQEBAQAAAAAAAAAAAAAAAAECAwT\/xAAkEQEBAAICAQQDAAMAAAAAAAAAAQIRAyExBBJBURNhoXGBkf\/aAAwDAQACEQMRAD8A+bUpSgUpSgUpSgUpXuKNnYKis7HGFUFmOTgYUbn8KDxSuksfBF\/KNZh5MfUvOwiUDfJKt5+x+73Fb\/4t2UOPauJxZ2ylsrTN6nzAYAx94rjeg5UCsGusjueCxe7BeXJ3OZXWJenlUiMg4Prj51lfF0EZUw8Ksk09C4Mr5\/e5hCn8fxoOSXc4G56YG5+VTk4PdMAVtbkg9CIZiD9dFX0v6Q+IYwjwwDOfsokGe2DrDA\/hUGTxhxF2y15MSeysEH+qigUGE8H8RYZFnNg\/AD8ic12Pg7gUlqjNOhSZyBpbGVQHyYIJAzlj67VyF7NxNl5ksl2FxnUZJAMdsgNkD4kVK4F4hlthqnWWSOX3XZmZi0ZxhWYnI3wR2reF1l28XrMby8Vxwu+\/vz+ln4j8HXNxOZLSLmKR9p54owr4G2GYdRg7d81Vn9HvFf8ABf8Ai2\/\/AHKq+PXMl03tDxYRjoQ4yBj7oONz1NRZuCSohkeBlUdSUGw9WHVR8xTLvK2OvBvDjxxyvfjyvx+jziv+C\/8AFt\/+5UZvBfEgSDZy7fzCPoQxqjt5Gj3jZo890ZkP4qQakLxW5G4uJ\/8AbS\/2qw9DfP4evUOlrS4z8IpGH4qpFQbm1kjOJI3jPo6Mh\/BgKtB4rvxsLycf6Rv66n236QOJoRm6LgfdeOJg22MMQgY\/jQcupB6EVnFdY3jdpAOfY2MxB2LQ4wPQeY0Xi\/CpT9rw14STnNvMSOm\/kbSB6hQKDkqV1S8K4TLtFfzQtvtdRAoTjIJkQBVHbc5r03gK6YM1vJbXar\/eZVL4xkEo2ACR21E70HJ0qXf8OmgOJoZItyMyIygkHBwxGlt\/QmolApSlApSlApSlApSlApSlApWa6Dg3hWSZOfK62tqNzNLldQO4ESHBkJBGD0OdskYoOf0\/\/vyroeGeDruVObIqW0IxmW5YxJg9wGGo\/DYA561M\/h+0s9rC3Ekilv7qulV37jVDGpAjHQgnBx1Ukmud4jxSe4fXNLJK3XzsSB191fdTqdlA6mg6Bk4Ta+809+4H3MRW2rbbVnWR16ahv8K8v46uEUpaxQWaHtBGof6u2QxxjfSOnauVzSgk319LOczSSykf3x2fGNsgMTg1GpSgUpSgVbeG1Buogc43+OWCMV2\/nBaqa9o+MEEhgQR\/T1qzyznjvGz7TeHPM0+Y\/NK+pTn7wIOrXnbGM9emKtSA9jFEPMwjklT\/AEc761HzRmP+bVdLxuVg2FjRmGGkjiSOQ+uZFGd+\/rWiDiEqNEVIBhDBNh0ckuG\/ezqPX1rW44Zcdy11Jrv\/AJF9d61RIUGpreaKMDY6pAjvIMdDlyR9KjQiOaV2gkkiuH1kpKqmNgwLOutctnAxuvpmqZ7yQqV1HeQS5+9rGcNn13NS5OOTNq8sKswwXWGNZDnqS4Gd+\/rS5S+U\/DlJ0q\/Ttt0pWSKxWHqKUpQKUpQKyh0sHBKsOjKSrD5MNxWKUHRcP8a30I089pUPVJgJUPTbzeYDA6BsfCpC8Y4bcALc2ZtnyPtLEoi423aJzpG3wY\/WuVpmg6w+DhPluH3UN2ANXLLcq5A75jYfEb5X0xXN3lnJE\/LljeNx911ZW+eCNx8RtWlJCCCCQR0IJBHxBG4PxFdNaeMJWRYr2OO9hB\/aj7VO2Y5uob4kEn1Gc0HLkUrrj4at7sF+GzFnGSbS4ZFnA3\/VsPK4xjqe4y2djys0LIxR0ZHU4ZHVlZT6MrDIOMHeg10pSgUpSgVshhZ2VEUszkKqgZZmPRQO5ryi5IABJOwABJJOwAA3JJIwBXZSFeEIFXB4jKmXY6W9jjcZCKAT9swI3+vTGQ8+y23C1DXCrc3xAZbfKtDATjBnI96Qb+UE9B8HrnuM8ZnvJOZPIXP3R0ROu0adFG\/z9c1AdySSSSSSSSSSSdySTuSfU15oFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoNkUhQqyllZTkFSVYHsQRuD13B711EPiGG8UQ8SByABHeRqOdHjAxN15kfXOx+WdxydZBxQW3iHw\/NZyBX0sjjVHKmTHIvXKt0zjfTk4Hr1qorofDnG0jQ2t0DJZyEZH34G7TRE+4R1IH03yDB8Q8GeymMTEMMB45AQVkib3JFI9cEfMH4EhWUpSg6bwkiRCa\/kXUlqAIlP37iTaIehCjLn0yp7Vz1zM8jvJIxeR2LOx6sxO5Pp8u3SrziU3L4bZRKcc6S4nkAGCdD8iPJz5hpDH8PSueJoFKUoFKUoFKUoFKUoFKUoFKUoFbntnCJIVISTWEY9H5ZAkA\/mkgfWtNXXEmA4fYdvtL3\/7IaCr9mfl8zSeXr5evbTr069HrnTg16ezkWNZCjCN2Ko3ZmX3lX1IroOHNbfwZ\/dHOK+3nTyTEG1ezJnPMBGMavrXQ8KS2YcIEQk5RubjAm5RbmBcqDowv6wKR8cd6DjbrwzexI0klrKsajUzFfdX95hnKjvkjA3zjBxUGrTgMl092rQktduXDa8ZYlG5iya9sYDZDbbD0FVYAAwOg2Hfb596BSlKBSlKBSlKBSlKBSlKBSlKBXV8Kf2yxktGGZbVWubfG7NGD9vAB32wwHXcYHlrlKufB94Yr61fOxmSNsnA0yHlNn4AOT9KClLf0D+ilS+MWgjuJ4+0c0kYwMDCSMgwO2wFKC14whax4dJ1AW5hbY4Vkn1qCemSjZ+Ok+lUFdX4cX2u0uLHYyqRd246lnjXTLEo7ZTGAN8ljuK5QHPTpQKUpQKUpQKUpQKUpQKUpQKUpQKueHeJ7q3jWKN0CKWYBoon3c6m3ZSdz8ewqmpQT77i0swZZGBDSc0gIiDmaBFqAUADyKNvXevDcSkMcUWs6ImZ4wMAqzEMSGHm6qCN9iKh0oL6bxbdOrDMSySLokmSKNJ5F7q0qgHfuRg1Q0pQKUpQKUpQKUpQKVmp1pbq1vcuRlozBoPprkdX\/ABAFIzllpApVnwWzE3PGnUywOyAZJDjGCAOpravB5EguZJYJE0IhRmR0GTKFbGRv5T+dX21nLlxxur56\/qnpV3fCG2k5JgSXRgSM5k1s2AWCFWAQDOOhr0nDoZIpJEkVFW40rJLlSI9GdJABy2SO3rSxPyzW9XSiqw8PWpmvLaMAnXPGDjrpDqzn6KGP0qPd2jRNpbByoZSpyrKwyrqcbg1f+E19njnv2AHJQxwFuj3MilVC\/vaELMQOx7YNR0llm4qOOzB7q5YZw1xMw27NM5H5GlQMf53xJyT8Se9KK22V08UiSRNpkjYOrehH9IPQjuCRXS8f4fHcxHiVsuELYuoR1hlOCXXHWJs5z2znudPKirDgnF5bOUSxMM40urAFJEyCY3BG4Pr1Hb4hXkViuwueBRXyNccOADgBpbLOHj3OpoWJAePI2XG2dsbJXIshyRggqSCCCCpHVSDuCPQ77UHmp3CuHPcyctCq7ZLNnSB0ycD1IH1qDV3YBIrV3dnVpn0KUClgkXnYjLDHnCjPwq4ztjkyuOPXlAg4ezvKhIVoldmzn9mSGAx32rVYWpmkjjBAMjaQT0BwTv8ADaum5YkmkmjBKz2kjdMkyadMgxvvrB2+NQPDtjLHd25kikQc0DzqyjJVsDJHwNa9vblObcu\/Ov6r7bhxdWdnWKNW0a3DHLDcqqgEkgb1uXgsjSxxq6MJcmOQatDAZyemoYIIxjNbpYXktIygZxDLKsgUEsvMYFXIHYgYz8KlcGsXiuLUvkOxZhEwIKLghSRnbXjOMCprtm8l1bvv6\/wqp+HxqpYXMTkfdUS6jv03QD86g4q2uoXCE+wmLb3ws3budTEVVGpY7ceXum3mlKEgbnYetR0KzirvhvhqWSRY2+yd11LGw1Ssu+W5QOUAxnMvLUjv67uJcOWyEeuzZy58kk0itExXGQEgfSDturSNsfnQc47AdSB89qnx8GuXBK28xAxk8qTG\/Tcj4V0V5wzi8MbEQvDGo84tvZkI05Ys3IbmEDJ6kiqay4PeXiF0jeVNWNbyIFL4yQDK41sM9s0Gi44LPGQHWKMkZxJPaI2D0OlpQR9RWyPgrEZNxZJ8GuoCf9xmqvmt2jZo3QxupwyMNLKR2I7V4oLNuCMBkXNi3wF1CD\/vFa8W3BZpG0IInbfypc2bE49AJcmq+sMMjB3Hx3oLCTgd2oy1tMBnGeVIVz6ZAIqv2yRncbEdwR1BHUGvcLsnuFk7+UlfrtjerBeN3JGl5DKu50zBZxuMHBkDMuwHQjpQVuKYqx9rt5M8230MfvwOy\/u9YpCyHofdKDzdq9RcHMpAt5FmY\/sjiKb1OEdir\/5juam0tVgq04VLFyp4pXMfN5RDBDJgxszYKggnOr8qgXMLxtokRo238rgqdiQcA9RkEfQ1rNanSWTKa2toJ4YeaI5Wl5kLRg8p48MxGNiTtjO9R7W5URTxuWPMRFXcnBWQMc79wKgg1inuY\/FO+\/r+Lq5a2uG50krxuQOagiaQuwGC6MCAurGcN0Jr297bTI8bMYMzcyPCF1VdATSwUjJ26iqKvofg3g8JtxJIiSNLnrhgFyQMDt0+dax3lXD1GWPDh7rbdeNa6c7DYNfzKkLaIoIUR5pAFSOOMHVM+TtnfC53wegBI8+KeLJLot7ZSlrb5EYIwZGOQ879SWY9M74O+5qZ4rvjCvsESJFCuHcIzM00h31yOdyvQBDnGO4AA5TNZvl6OKy4zXjTFKUqOhSlKDbbXLxuskbMjocqynDKfgf6u\/euobj1rfADiEZSYLpF7CpJxjbnQqMOMnJK7+gWuSpQdDxjwlcW6GZNNxbdRPCQy6SCQXQMWjwNz1UZHmqr4ZYS3TCOJdZwTnICqM7nJOAM04TxWe1cvbyvE7e8VwQ2+fOrAq\/fqD1NfQ\/C\/GReGSVooY5xpEjRrpMgIyJG+Ocjqa1hN3Tz+q5bxcVynmPnl\/ay278uQMjL0wdiCTggg9Dio7SserMfTJY\/19a+jeKfDkt2YxAEaWJSSjSIkjq56IGO4UqepA9DXA8S4VPbNpnhkiPq6kKds7P7rbehpnNXS+m5Pyccys8o8UjIcqzA+oJB\/EVguSdWTn1yc\/jXgUJrLtrtsaZztrYj0JOK11isihJpttbZ5XWONdTscKuQMnBO7EgKMAkknAAJ7VYi+W2Om2bVICQ1yVwx6eWFGzyUGCNfvt\/JHlrxCpjtHlA3mk5Ge4jRRJKBv99miU5HRGA6mqwmirngd4yLcs8RlgaNUuMS8p1V5VCOr+8TzAARpYEHfArbcW0fscjWk7mFZ4TJBNFGssbsGSKQSJlW1aWyF0nGM571nDeJS27mSGQoxUodkYMrdVZHBVh8CD61uvuN3EyLHJIOWrawiRRRJr28zJGgDH+dnqelB1HEeIW1nxS4uQZ5JkllIjVEjjLMpXDSayzIAd8Lk7bVTtNA9raQXscyCNGMM0TRvqjeVgWeFicAOGGQQx0gY6VSX1080jSSNrkdizthRkncnCgD8APlU608QXUUaxpIOWpJVZI4ZQpbc6OYjFcnsCBnfFBs8UJIs4MkwuA8UciS6OWXjeNeWWTqp0gDck7VE4Xw8zyBNYRQGZnIJCqoJJIB37D61qvrySeRpZXLyOcsxwM4GAMKAFGANgABVhYNHHauzhjznEY0FQwRPO+CQRuwQfSrPLHJlZj15+EVrBUlkimk5XLLAtyy+SpxsoI2PXNSrzhEaMsYuQ7sYyF5TLkS6SDq14Gzg4+FPEAWRYp0O0kehskFtcQ0FmwBuwAbp61s4k392Qkb+S16H0jiyPyNa1J8OMzzurv4+vmKq9tzFJJGTq0OVJ6Z0nGcdqkxcLZrd5tW6nITGSyAqruDnopfB+VT+N8CuzLNIIH0mRmBwOhbY9fiKn+1RRXSW7K\/2cfspIddB5v6xiunOzvnqPdFSY9pebclxst83X6+FBbWKGPmSy8qPWUGI2lYsFDHyhhgDPXNar+z5RA1K6sA6sARkHoSp907dO1XFlZ3ccbpEEnWOVlkiaNHAZcASYJzhhjcVC4\/axxtHpQRu8euSINqEblmGNySMqAcEnGatx1GseTeWt7iZw\/xC7ARTu5UgKJcLIyDoObEwK3KeobzgDCt90w7tUido5rdCxAYSQyGNXRgGSRAVeMow3BCr6EAgiqxFLMEQM7HbSoJYk\/dCjJJrsLfwldPaL7QqWixyZSWd1QcqRWeRNGdXlkUOAQD9rJ0rnZHfUc2sMD5POkjA7SRahj0DxuS3z0L8qncM8NS3TMtrJHNp64S4XB\/dLNFoVvgXqfp4TaDrJxGUEdddvbjBPzZ9h\/KVvrULjHiy6uUEOpYYANIghURx6d9jjzNtsQTpPoM7hYCxsbDPtLC9uR\/5eMlYI2z+1l3D9Pd\/Fe9WXDfHSvzGnUI5OQI1OjAAVVA7YCgb9fhsK+fDYAdh0oTWplY5c3BjzY+3JN4rfGeV5CMZOw9ABgD8BUKs5rFR0xxmMknwUpSjRSlKBSlKBUqwv5IG1RMVJGD6EehFRaUTLGZTVb767eZ+ZIdb7bnG2OmB2q54b4yv7caUuHdO6S4lUg5yCWBbG52DCufpQkkmo6gcfs5STc8Ojyc5kgkaFiTvnQoClic7kmticK4XOcRXstuzbBbiMMgOfL9oulQO25J2rlBQ1nRr6rsJ\/0d3fvQyW1wh6FJQrEfvaW2Azt7xqsvfB1\/ECXtJSoIGUAlBz3AQkkfSqa2neM5jdkOc+UkdNhnHX610XBvEk6kgudCozsUZom0xoWCYjZEOWwu6ndxnNN2JbZC6tXdHstDCS3VXj8j\/aOiu13Ep75aRmXrnlED3hXLB1J2YH5EV20Xjm62IvpIyv3ZYYpYzjoDJGgk+vLq2t\/Ec9xCyPFYzSYzuiywuMk\/aIpEkDAfeZShwMlDvVlWV82xWK7S749HC3LueC2QbtpXlatsllYKwdcEbqxFQ\/4wWI\/9HhHyuJR\/yVVcvSuuTxFw7G\/CI\/pPKf8AlrJ8RcM\/xSn+3k\/6UHIrV34e8Ptd6iX5canTq06iXIyFAyOwz+FTT4jsP8URf\/Jl\/sV03hXiMM8bLDAlsFcHlI7SZ2B5mSAd+nf3fjW8JLdV5PWcmXHx3LH9f6fPeLWLWsrRSEbbhugYHo29Q0TUPKuR\/JGR+VfQeP8Ai1rW4ZIYrZ20gGSSMtIh6aAdQ8owDj1Jqom\/SFxEgBJUiA7RxxjPz1K1ZymrXX0+WWXHjll5sims\/DV3KRy7OZsjIPKZFI9QzgL+dXMX6POIEAvHHEuNRMksahR182nUR+FVt74qvps8y8mIIwQr8tSP5sYUflVPKS7anJdv3mJZtunmOTUd3VHwxYw49o4nCGyAVt4nmK5GojUudsH3tP8A0o97wiD9Xaz3bZ96eTlIdzvpQfADdRkHeuVArfZWcszhIkeR\/wB1QTjPdj0Vf5TYA7miOin8dXQQpbLDZR7+WCNAcbk5dgfUnIAORnaq7iskghUTM7zTOk5Ls7MsSo6xA5OxdpZX09gFOwataCG2bUxSeUHKqpD26eju3SVww9xcx+rNutV08zSMzuzO7kszMclmPUk0GulKUClKUClKUClKUClKUClKUClKUClKUClKUGRU6LyQO4IzKwh6nOhMSy4HxYwb+mod6gZxU\/ig0GOLJ+yjCsuchZHzJIBjuGk0H\/J4+6KiIFZHY9wcg9wexHpWKVVWUPG7hUMZkMkR35coEsfXOyyBtO5z5cHNPabeQ5kheI75MDakOen2UpJGPhIB8BVbWc1NRNLAcPjf3LqLG364SQvv6gq0e3wkNev4BuSCyR81dRXVC8cy5H+TZiNvUDtVZmvLIp6gH5gGqqc\/C7hThredT8YZR\/StESeI6gssZ6ZxIh36jOBWlbqQDAkkAHTDuMfLB2qV\/Dt5gD2y6wOg582B8vPRLNoyW8jnISRz3wrMfrgVtThlwxAEExJ6ARSk\/ktbBx28\/wAMuv8Abzf26im7kOcySnPXLuc\/PJ3oqZ\/AVyFLNE0SqQC0pSFRk4G8rLn6ZrJ4Win7S7twucExmSdtu6hE0Hfbd1HxqqVADkAA\/IV6zQWazWse6RSzH\/3mWOLIxuYoyWbuMcwDBHWtVzxSR1MeQkR3MUSiKMnAXUyL77be8+pvjUHNKDJNYpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUrOKFTQYpWcUFBL4XErSpr\/VrmSTbP2cYMjjHqwUqPiwqPPIXdnb3mYs2P3mOpvzJqZanlwyv96QrCp9F2ll\/JIlz6SH1FRrW0lmYpFG8jDGRGrORnYFtIOkfE1PlJ5aKVaLwOUECRoIdWcGWeBehwfKHZ\/92o7WcYOParfb+Tekfj7NvVVDpU6KwjYhfarYZ7t7Wi\/Vmtwqj4k1tTgU7\/qxFKNWnMU0EmSRkYUSa\/xWgrKVsngeNtEiNG+M6HVkbHY6WAOK8EUGKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQK6jg0ULCwk5ttGYpHMwleMOym4LDKFTqHKB69unauXpmg6qJreWJ43lijk5bLzdKkZfiLM5GkZZljVXAXqr42GK3zXFpIzSW7wRSyKqpzo4wkfLZg2pWWVYy0JhQMcazG\/3mIqhtpYpE5UmmN1JMU2MKNTZMc+NzHkkhxlk6brsPbcK5WWumMShioAXmSy4AJaJcqpiwwPMLBTqGnVQepgvsi\/aQO3MZgqqiSxjLqw0qiuyudLefAVRGABnC1JrtYPD9srkct5YypOppZdaiPlB8RRWoaT9evusy4U5YYqOnArSeKSYCaKNeav2btKq8oKzs\/MgQgkNsrupJGNt6CDdiG3jgV05sqx8zltlY4mlIlDShcNLJp5Y0ZACquSegqrric0qaHkJjHSJQqRDpjESAJtgb4ztU3xDb6pGuYvPDM5YSAEaZGwXhkH7OQMdgfeUqRnNU5oLDgPDvabiODXyw+vzhdWkJG8my5APuY6963ycLt2hllt7l5OSiyOkkPLJRnEepCHcEgsMg461t8EyBL+BjjA5p82NP\/h5djn8KjXXiGSWB4lit4lkCl1ghSMvp8yo7Dcrq3x6j6UFlL4bgil9mnuzFc+QMOUGhjaRQyBpdYYjDKC4UAHPYVzcsZBKsBkEqwBDDIOCARswyOo2PWvoCW91rQMLe\/sAUVZ5xARHE2A+ZSyyRMuSCDkjQoFcHdrGJJBES0QdhGW6lAxCE\/TFBvt+KyxoEDh4wc8qRVki65K6HyFBI+7g9wQa3z28UkTSwgxsgzJCWL4QlQJYnO7oCcMrEsuc5K9KzFW\/DYjDHLPIAFkikiiDDJlaRdDMg7xorFi\/TIUDJOAFPSsmsUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUGQcVZW14rRrFcK7xoG5bIwWWLJwUUsCrRlh7hG25Urk5UoLGW+tZZHmkucMQqxrcQz5QLjHKeCdimMY7Dc7VLueP2znU8vtDfaFZIoJI2Rpo1idcyTgbRqACY39Tk5ypQUsvGHXSsI5UKgjR5XD6sa2nBGmYtpXYrpAVQqrise020hzNE8ROBm2K6O37GXODpDe7Iq9NhSlBrSyhdlRLqMFjjTNFLGwOSP2ayoQcddX0qb\/ABWuM7GFviHk\/rjFZpQeP4pS587W6\/ymaQgf6sTH8u9Qkt7cHz3QfDYKwRSOcdyWl5QHwxqpSg2e1xRn7KHWcY1XJWXBxjKxKFjG4b3+Z0HTvDurmSRtcjs7HHmY5OB2H7qjsowB2FKUGmlKUClKUClKUClKUClKUClKUClKUClKUClKUH\/\/2Q==\" alt=\"Diapositiva 1\" \/><img decoding=\"async\" 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voY0asTKyR9Yis\/ieFe38alff8AerY0fPEo40XG1AfCyiCPTIyD+lLWLalsQ47E6P1qJ4dcgyCPkWH1WYodriSpMIhBGzCQPXNBO8ZbzhNGNoMT7yfzjAqt0IRDBidg20dhpBIIqicRmU5TP3SVHTp90ftR3MA8uozliSQfYkx84mqXS8lBwoIBDKZMETBAxnI\/KdqFxHDFYgHPsfyJmmTwdwiRb325lj6R+tVexcRlDBlJn7kwewg5p5jiQfG+KqWraHD3gfLVCYkgkKpYd8zIk7T8qy71pi0EAH3A\/WP+q1zHEDVXmqrNaI+v952oLU7GhNVSh1Kgz1NEkUAVdTUR19KNZGc\/rS6tWhwXDXHkohYL8UCYGcx+tFMgjcERBDBlPUSI95FMWrmkAHY++39zVuEtHTqiflgA7\/P9qas8MrNC5JjlwD\/yBv0rla3orpYjUoJHoD1\/s07ZLmGLgyYCsTJG8ATNWu8Lbt82pXgZW3mOmWyAd8CfcUt\/5HSsqwtzMKmJzHMTkjfDE1bOm09i4IDsiiZAYzHoVEx8xSHGugh+dycdEH\/21DHcUJ8w9wEgzpUyAfWdj\/1is8uMj4SCfaiGtThPEXWdFtFjcgfq0sPka1nvC6gZiTEAgtkE9wTO4\/Kuct2WDgJcUyJYg4A9T+3anE8wKNLi4DvvpmSPiMSffvTbFNnhbBGmBAmJmQfpv1oaMLZxJ2kjb0z29aQvcfpUh7YV5giDqPWZJ222oFrxgwAVkDAGoiOnT2o0ttl08zUVIZRvyExOwmd6zuIQpDNb32jV+1F4bxFG+zcsuZgnHpLbyPWg8XxFvWAH1r8Uzme23SPxq9r08s3yNx1PRdvnnr3ol7iltghQrEjA0nA7Tq39hXpdCJCiD1J3yBiD37TVuKsAATbdCd2J1SI2AJBG4qoZL8WzCDpjtgx7TMfKq2LkEcxUEiSJwO8DeKdcIkhkLZ+JtIH1AOPY0J\/DCAGmARMQxgb5IG3rWpWdOg4awq22Nm493UDzAqCp9plenrQ+F4ny58xA7D7zsjsu0gTJHXasjw\/hMMWu6BtAJBJzHTI9OtVu8KykEXNY3wD85G\/4UNti7xdpiLflxiCQAcRgwZJPzFG8K4ZbZlLiup3R7XMcdMTPopNJ8Jbt6Qyox1DJLDfqQCAY+tMWFKhg7sR0+JtJ9j0rO9GQTguHtW2uMyAlm+zVTzIM9DzA\/tQbtwaWXEFi0tOsbY1Zx6e9GdmZhpJYSQ6MQY7FchlSesgbUJUtMdMNqyFDnB6QrTpP4fOkUvdsKoItNqMCV3n1yCBSnnaC3mDTjl+9zduUiPnT\/BoFdhDyBtI+hGPSgcS1vXJVmUgaST37EiR9apRoqnFTlWCnuY39zmPaqByzS8GME4iegmI\/H51Z\/D5MqHKxIO0ekkkR13ojrbXlOggAZDM0d8K29Oxord4cqA3KPbOOkilbtnUuoEE9VG4+XaK0TcRVnlmcxjl7Y\/ec1nqJYwBBBkem+CdqZRYV8th901KeuXnJ+Kdt\/apTzXFzaNRFNAWjJtW2B7dMrA\/H0q3hqWCH85roaOTQFKg9C0mSs7gZ9aY4DhgZd8osCJA1Mdl9O5PQA9YnGVaxg3Dq5QM7abfT+p46KP1OB64FGHFq6lQfLHVZGYM8zE6mPyidgKt5uppnT\/lBgADYATAA7V5\/Io5wY9V\/aue43pbhdzDkdZ1EAes9aqEUvLMWzzHv6waSDshNtiQJjA3XOR6bU41+2J+MgbZAM+uIp0TL8So0ppJUbGckSemQBPpVE4JbrQoIAydUE+sHH40tZLOSVUsFjAIJyY9JPtRwty2XORpOk9CDuV9\/WKk1F8PtIYKrq7agPT1M+1B4khV5GNvB+IgAjO2M5HUdqzX4thzas+u5+uf+6CeN1jnBwZBnPtmszG+zbC99GJ3LMckAftXnDAq6lsCRPtNGe\/oJhY9GznvNCbiiSskGNvQTMe0mtxnTS4jnXERO+JMe\/wCgpELGABPqYo5eSrE5ETgYkxHr\/wBURrSsCxeW7GB+HtMVnbVjxLrWpZQpEdSCR6wDUtXkcE3Lmhs48smfQQY\/CqC9A0ruO4GPkRtQmsM8nYdTGNx2xPp6Ug55zXFkgnTAiVAif6RkjbpQhxOnUEaATtA\/KN\/artfMAa\/hE5YkY6CQM\/Oq8LdRmyiid5Dbd\/iqWjHAOTILMuMEEDrtJiB6UULpJ0luxJxJ7Yz1r17IJOlAw\/8A1tq\/EbfOiW7E4MlYxzEHYbjAOY\/CjktFBxREKwJj1j\/v2OKtbvEk6UmdwCVIPWSBFXuPpY5g433g+sYG3ehXkb4pVlP3l2HQzgEd80J6zMj6o0yR8TTsM820Z99q2eGe21vTyaxp0whI1SCwMYXBwRE5zisI8C9walI0pLNlQQPUTP8A3ROHBJ5WgMfvIrAlACBBwOgyfrWoKfv8X5ca2OmI1ADUMjoY5d8e0bk1OL4cvAUE8oOvABkwG0qP0nBnas\/jLlxYRiCBkMJ5gcjB7H+zVOGusUZATIDFILDO5WOzbR30+tJanD3zb0h5aYggg7joZ5vn2NLXntuZVNMnfWpMeqjANYh8RuTM46SA0DJgT7ntvRrXHKDIGTvCxM77VcdeBvbY8U8MNsaltoWUwSrg6TEidJgHrmsq\/eEAhS7bMGWIIAkQPUrn0roOGeTbcgkMPKuxkxEAxuSBDD1UUrxPCrbcqyEQSsS0Eg7gdM5kd6LVGMvEL\/6Z\/CpWo9vhiZZbgPXc\/jOalHI8XFWrc\/3+1MImY61r+BLbvXgGfTqDaz8MYJLEtqBH0mfWq8RbTUFtkso+8x0z6hd46+1auXbMwmifDWgd9\/afaYrYuJDLbifLEYAI1n4mMx1ET2UUTwrhh5iQwPMAZK\/CSASM53I75FVZSAGZTLGZ5o1bjvOM0W7bk1HvCtn4FnrqU6ekZ70xoQvyhQ0ZUjlEYJ7z16\/OqvwYMMLjk\/5VJAjpmOp7UkyQ+rJj5T6n51ncWqnE24AIAeTB\/aTvS\/DKVeYIU9oB7gAkH0NMurFS2nb2gdomqWpA+IyQcD3ncdDjr1rUos7NPfMEq7jIJJbMA7Y3Mke0etIX+La5Gox7\/n7mBTRskqBpCqfqfnOBV+G4UAMCoJOFOvC+sdf+KOR47Zd15GmM75j57UxY4IeWbnmQymRb0kkqIlpGAoJ69qYvcIbZKwjSAZMev9R9zjvXo4CQTbYltJnSyhT6e1XKLjSXE37nlhSCEmZg745Sfxj1pVIJltvpNaF2y7KDIAIA0gdoWSe80Hy3tOA4DA5jfBke81SiylXZvWKNwd9iQogkmAIGfnFPpwqXPvaDEmcD03\/fepwHhnMx1gBSRIk7Z7Sux\/8AiaeUp1Yo5KmcSw04iIO\/TeBNQAKunYHf89xn5U5w1u0xKamVgB90NnGMmBgkzFA4q0wdhqJU4Dk5YCBONvasogt5SY0Fh6nr3o3DJqnAUD\/N09JNVHCAFgG1eoBABz9R61e7wz7eWYGNQG3pincGmgqqonMT3IJ6jMxMT0ohtszEKhzMyQZ3PWMiOgrKth0yNYxuQ3Qgx7SBWt4e9zyy63CryQYGWGCNQAnvk0Fe+kBR5faW5vmDzEdug2rMtFQzKwwQRiRORiTkZ9DWm924V50kb8se+QduleI63CqanljgFVz\/AFEFoAIE7nBo2dFLROc8scxJJwSB0iTn55plvLRJTSx65dY7HPrmZ3oHidtUkW1IUMc\/EGPwgFhjHYbTGd6zbfFEMOXAMyRO3p+lMFOG6cTmZyc4xAB+tCvhgwKxIIZTEGR+BrS4fiLZhn0aQxwV35cSolonqT+WWr\/g\/mNaW3cVLcEFiJIxIJUnInscautMTmuPslblwANpVm7wBJj9KX1nqa6vxzhPKuFRDyZN1dQGdQ8sg4JGM1m2rJDYQlhBgA4PXFPJm4nv4fus6tbkhriMAe7jK+2oSvzra8O4dr9vWumVXS+qd1jSfmsdsoayOJvFLgKYWdaSqyOonG4mN+hrf4VCboddJt3VD8sB0YZyMagDqWc\/Fn1Z30vDNveHqTIuW8xvA6D1qV1f\/hrbZDHPdF\/apW\/8f0OT4twNxQI8ssZBmcdgI+vXtR7dwz8JnoARG+w\/vM1fw+4bcFHbJMjowEj4epgnp1pp38wjDRjc\/F8gMAbYrla3J0e8IdPNth8AOsweuodfT9OtHa2WOk4UEgFsmJ6nEmlbNq2i6ZPrnYnoM\/33rSv8Jaci41yA\/PpzM\/ejOMyK52xuQpYsM7cnQkTnPsKqbR1lSBPWOb9SB8zWpwHEKwcMjBBhAqlgV9T3nvWfxAQAuz2rctoFrUdWIJ1EfAoEGczMAUY902agPE+JMylWMr+eZGIpDyzcGpF0qoydh3bJxP8AxWl5du4D5dtmjLadTR1z226itix\/D3kFb3EWkNnSdSamDqSMNCxkYBE9TXTFmxzX\/kdQWIG2\/TIH5VpcAmvA0jTMjm1A5j0MQKFxZFt9Ok+US3kqxQiDEy0aj8W0Ykb71a5fuIZB0g5gRE7+01nL6M89j8VwDzqd1JAnm6wdgPafcmlSmpnIIMZkfFpGJJyB+cmmeH4+3pJuXGDDs7me2Afypmx\/FCWrZ8iypc7uYAJ\/q5jrbrv65qx34py16IW7nJoLKF0gw2eoiMj1Py7mgcdZBUNrUQI3GPT4j+FC4liAMiSCSJB3kzjA3Ox60myyhx6HIwTRrvY31oqrsW3947Vu8BwDMSpBDKFhQVMycCczvtOZ9KyeF4ZmYGe4ABMzONvX8q6l7QtqdTMOaXIPOxP3Q09BIJETnpvvLKCRnJ4RcsXIe8qSTOka2AicrGMHuDXr+XJ1FrpGAS0Aj2CgqPSa1OA8f4EsNdtl0\/fZZn1MEmfX8qe8b\/h9PLF+yeSNbamjliRAj8zP1qsyvhnqOZe8oUarVrSSczd399frRbPlsAdAUHqC\/r1Jj8DTHCeJcMkq7ujKCMawGb\/24j1PSKr\/AOO8wzb4q05Y\/CdxJnJBz9Olc7b7b4\/C6cAtwFUuEbHm5hOwEqJHXoaVu+HXLY1k8nVlMxO0gwR7ECqWeIa3cuW\/LW6wgfZM0SJkCRk+noanGeOkDStu5bachm6dsj8Nqv8A14XRrhuH1Nqw2Jk8s5PQg5jePrSnFORNy38KgY6LJjVBpb+aS4CyppdcsoAhh1ZcYjqPmMAga\/g6i7KPaAVhnIBYqdiJ1f8AVV3LumdzQXg1pXtwR5gLDVLMIwMadMY70Tj\/AA+0jL8QDAgCRBIiBP3f+af4a3w1ttKsqTOqXIkgYyxxVS6nTIAOogEnUDGDp09euYGfSiW27isknbJfhFJJClfugARq9Rq9c0xwXD3LT+YA+lVJOoEbRA3MyYGO9P3GDIy6HbmCmGUgknBGMjB6dV71T+duW7flDS4CnVB+E7dIhRMA9TOdq32zNMscWWguDcgEFGBIkfeM7Gi+GcYi3NTswUiHIMnGczM5C\/SmrXAm7b\/xALmnSpeSSIBBDTkGe1JeH29NxkuOjRsROG6jYdKpZPA1a0\/E7du4oa2SQoGonpMlcDOc9KHYZmtabb\/aWmLoVJB0t8SiY+8AfnS7+WG0JBJPMRJKevqM1Th7ipcBnlJ0tPY4M9wMH5Vrl7GnQ2PE0Kgs7BuomIIxt0r2sS9fuW2KG4eUxnt06doqVrnRxYXC2tTZAY\/dAE+\/uf2+jF6UIVQAQN2ADAQcHoO\/fIofABkIg6Y+9zKc75G0zQrmXbIb1knf16\/8Vx9uvofg7cqSq6mzOOu0Dv1k+w70a24dTb1AGTpbYBtiCdobA9wOk15Y8RFtNAUKT19O0dBEjekX4hc6hEnAAgegFU3arqRuvxyWbJUkh0BG0EttH171xzuTkmZn3n1rZ4lkuqBcJWAIuQTtgKwHxAdxkbZEAZ78K1sgGYb4TEq3+lgYP1rphJixlbTHgnErbcXLlkXlAMIxhdWIJ7gCfwrd8T\/iq7ekG1ZVCZICSWI2DMcmYUGIkCudfQpmTIG3T86vZvaxkRO2Dmm0Q94h4sHCqltUcNIKs0DVg6VOFB2IzXXcN4Zbui7bfUseVLapYBkVj8RgtJI22iuGNkDUNU9JIj9a6ngBbNqy4Ae5ohs62gFQBiPuhgc4GDR01253xXg1tXHthg6hhBnJBAO49426Gpw1oJOAcEkYyN8EqSp9f2o\/ifEi5ee4VhWIMAk4ELuc5ifnT3AcKmg3uW0oxJbJ6Erjufai1SMMWBccksqLiFLkjI7mtJ7yW00KttsATMmTGYIz8jQvFOHRbkIQVAClhsxGdQzuVKmB\/wA0rc4gC2bapzMZydgCP+fxos2ZdHf4VuBrzQoGlWcfCIKg\/e0\/mDRP4nd7flwykESRj4ukicSsEe5qn8MWwjXWaTFt2MbaQMrneRIrJ8V4htZQgAYII2Ybhh6EQaZ3kPGJd+ILCIA9RineD8TugeX5r+WAx0aiV5QXAjaJUVlTR+D+KO4Zfmyso\/EiujAU01wXiD2wyrBDbgj070pTPAcK124LaRqaYkxsCfyFF1rtTe+jVq8qt9ogYH\/07gn3hTBPvU4i6W1CGZcaDcHMo7A\/t9K6LwrwfyyfNVLsgQpAOk7mCZ\/Ch3+ERbmfs7bScKpA\/wAuk\/tXHnNuvHov\/Dvnq1tVsq1t3EkgEkHBzO0A7jvW8OP1C4NYW4NQUE\/eA3yMiaT8M4i0rkrclFAlSAonVjoBk42+9XviPBI6wqQ8jZcn3iaxbLe2pLJ0xrHDm4xFxGFwtMBgBBzOQcTNdDwdtW5EuWiyArGkFlG8se4g5xuanDcHFtUuOFZRsok77T8O3z9KV4xfLUhWCqxEjSF1ZkSYJYyp7D0zWpkzY0uGQCzctiHdZlhmVI3DTPee+REbo8U4ZQwAJAUabe4w0nv16b1n2rK25YahjoSMYO4PpUNwCeWeZNRLSREjGQDiB8j0iuky2xYaSwhtjUHDm3CC4OUgnUCMY3x06UnxHBgoHWAwAkAxB2IA2ifXb1kUbheLXyxL3Lb4AYMQACigkLv3659BR34pAtyHZlYvpJn4ivZSRMluv5Uhn8MSjrcYEjZiBEqQZ33jH0qnFFTzIZDE\/UR+YM\/I034PxXmXCLly7aUrGpU1iBEHPsMjsIqcVZtqzgXAQCG1KAFON9M6lPSPU74o0duk8J8Z4U2bfnWkNwLDGN9PKD9AKlcUOGByHXP+r9q9rXKs8SXmqom2SxA3jAPeOppU3HZiWBDf0gR9ZGT705xvBtbCq4CT1DBiQPY1S0U8yeYKFE7knOMz799qxjZrbpZ6S3wdydZIPoMx1zGxrwwckCOlONetERoJxsCc59TSaOVIIxnG2O2+9UtqskRHZCNJYLPMMmO5jp617w\/FutzUDykyy4KtiBKnEjGYmq3maSWBk4k+u5\/OpdTGAcwNxMdaQbZbVwybb2x3XmDdIAeCPcN3xTXh\/g7XHhYY7KVYrHXIuRiJ+GaS4jis6VwFAXYEA9VGYgYE96J4P4u\/Dl9GkliCdYnAJjrMZmqG6N8d4LdsmHBDsyrbETzETqkEjAk5g4+mgynh7a+XcKuMgFVJk\/FEiZyc\/wDEYw8f4m65uPcMf0gAKTAGVGG26zmte1xyXLXmXdJuwSohkGNl5IB6fWjLq9HHuMzieAefug\/eBOR6went+1ahslbdsFSU0g7mOdionpuD0Jx86vwj2mOohl5WY8ynBJSV1aeaSY3\/AAol3wkIlp\/NnEnWG0iRqGFkD4tpOZirSY\/FIVtsJIXWukAaSV+FmUdWY4HoopTiOEGstbLMsY1kSIwdjAE7R6Vp\/wAQW1uKpt3FLBiM3LYUgCCcldsDrV0DqAotoQojDoZ9RzYot14Ux35Y4a6iXCvKGATI3BmYn\/SRSlshl0XMgTBHxJmTHRlMzpPWSCCST1XjttnS3bRRpQYIYQeUCeaCMbjvXMt4bdJE+Wv+q7an6aq3GbtRPCbjqzW4uqm+idQBnJQ8w23gj1NJISrA9VIPzGa6HhvAOILBkZFIiG1wZjcFJxXRNwJYAXbwFyIJ8sOu2ZV4Ax\/TGOlFzkUw25y\/\/D5LSg5Wblgg4J5cH0oVp04e+oKZRhqbUcdGx3g13drj7VpAWRbunSqsBbAZhEERhfaZ9KSa+1921WLKFdLKQoJzpySRnece3qCdzunxU8R8Ba64dHCCOZjsO2R9PpQeJ\/h64toa76xhmJlsCYAiSSJ2FMDib1wc1wKqyC6DSMf04LE9N+\/cUnxXBPILHzNudtQMz8UhJJHecVmY6iuUtBe\/atoqwYBHx2yA5AHNpAnqQJYRnByavxvFuyp5bDmMgAQCAJkgDIEH8KD4nxGtEZ8r94hZGuIgSB3MTvj1AUto7D7JXMbwwAyTIg9TPQxWbPdal+GhZuXDPNaZfRjP5GacezZVF5JBMxpJBO2AAc9KzkbSBM6jiInJ6esfoacR7pVE1q1tchghB3jJneRRjjtZZaIXfDFuKzWgAQTs+4HQAmO1AuXPunXI06vLAJwIwRu2IOSMHbq5e4fQ\/lF9KlpAUkA6jAMA4OdiZyKHesBCV091bLHUCJkAnGQMV0t10zJvt5wWkCWuarRBYcyB1IyJIk\/ER8xHUUS7au5m35ogQ63TIwQJDnPX8aUu8OsLpZMtthYkKYIBY6RkZAyRk7VOA4O4X024EnmlwAGA6HHU\/KD71vbOj9rglZAxYhkYfZsFmDHwtvAMnfGc5oi8CrXF+zCjTzGMQAcwsTO0yOuZorW7iI+ts4+I9RnUNI5t99+UClGvsyCMIuSANyOb59d\/xjJatJcayCQJUSYAYkAdIx2qUpf8XDMW8kGfVxXtG6dMKw6m7bDOqW2dQxXTCqSJxlRA37fKtK34VbNvVcu2rTkkModWjTtpHmTqOOpB1GBXvhCWF0vcIZeUXGMwRI1EErtmMdvnXnCcAtwqXuBWIyoKuu9wzyvEaFReX+odappqwzw3h9pMi6rMVwX0AfCjaRznJLac9VbaKVvcLa1Wma4jI162jhQtsKrNljDHZQSZ2xTScJZIIF4KvKDJAgHUCTJEwykY+6yt6Uq\/AWypZLwkyQp0huUMQJLQuqFAJJjV0gy4z3pUdPBVhFe4utwhEkLA8u5cZQNUMR9lnEa17gFzh\/ALarbLX11sASz6Qq6gRoC6ssuCZyJBo\/8ALWyy6mU2g7roN3VFsXFVW1M0qdDE94TGThPwq3bu+UGuJbuTDksqsVJcSo1QIESGWTg6jqgVEi17gVQsj3LVxTaBVlcRPmIpBOtYIQsTPvBjOX4p4GgZAl8HWr5BtwSillB5wV1EFQYIkdcT1Nm1wkeX5jPcldQZ0IAItgiBGpeaO5IOcVjL4CS51uqFQkoq2wFJJDKWEEgKA5wDDLO804\/Svwv\/AOJtBSvnW8MQpBXmUYhV15P3vkdxBI+J8OW3ba4L06cCFBDtycoOozhpkAiFNE4Hg7eti3EIVwFnCrIDSRq5oIZYGCVJJEirLxy2w6gW2ZSohiiDSQ7OUgw5VtK4yZJg9DRINcOlUnSxOt+VmKjTpJbmJmOgAifWj8Tcc21t3GhQBDcxlDkAnAGSDB\/70rTWss10SSQ0Mg5denVKnYrzASY1AHYzneKWlci2\/EKGIU7iArIj6wNRkc5x8RC9ZxaQfhxQ2zrZQNb+VqkmZEAGI3BOd5+VVTgiWOQMkj1HetDgvBrRAPn6\/LL6TKbnyzMYzzN1PwQDiaZ4u2ia3turc7qFU6tKqYX1771yzt9N4Y\/LEbg9TaYyDCxP4zWlwnA2Q2sNqZdoZYLAkGYI\/UzO1LsWtI7f\/kuNoTPU4X6DNOW+FS3bAgEIu8HMCSTij\/JpX9Pfs6t21BOXJGRq+HGesnbtPasji0QtKFYwSVOBOY5mOTt0Ijas+34jJABUz\/Ukfip\/ShJcdjIcROwXp7xit8vpjjr2d8O4hlYgldHOJQKSYBJwfiG2HxnoYNbvAPbBJ0yW1aXWTBg4dNu8gGN8VxSMxnbYnftn9CPnTPDX3UFdxBAB+7JE46GkO\/RzBIXW0c7KsHfZioGk4A+DPckYHxrobJ02wCAGEHVpk5UGMycb9q5hb9+0GddIACglWBB+EZAbOf3rzw\/xNmuAXBb0uGDT7E9TvP51TPoXHs74u5uIUWybenpqUktI5lAPMSeWBtqml+F4lUIS2rkllEuynBI1bb4noN\/SieJX\/tbSWz9mCpEEEzJBMjt+XemLXCIHkBuUyJOP7iueecbxwqcVaRbtsO+hZZtWDEDAMgjqelN2+GhYVmhQ4IzMDmAbIET6daT4niE8yHgApvE\/ekbeqitF7guIQXdySWLfCGWF6CIJEbjrWv071oZ+dsZAouarkEkagWyQWJkwTykRjEbUb+VtKJAa5PfE9NwAB\/1XnDo4Vrltla3MEFI6aieYA6RMTjI2pnhPElNxdXOcAJCle2cZOFrVm\/InTIRULEroVZkq8774O2\/51osGgs1whcYDL1JORiTIPQ9N80BkFpmOkw5kLGBJLQJ6gEDboOkUz4baa7cUuohASsodGmZI1AZO0\/8AdUnfaoViwxXWxLA4hmO3Qx0qninNaZQukiCNJ6j8aZvakuFNJInGgyIzvqiMbfpU41SBhdYIM7AjG+d65W2ZOkk0x7RuwJtH\/wCA26dO0VKY4XxfSoUsMSNz3PpUrW78M6jnb+LSxj\/D\/wDtRbLkbEj2MVKlavhY+SfHmQ05wtPeDfD8lqVK1fxE\/I1wLHW+fvD8xXtsTonPON\/cVKlZyaaNjkv8vLyP8OPuntQPGbreYeY81q0Tk5OpsnvUqUY+FfJHiTFwRiZmOvMf2H0pQfePXOalSujIhOCOkJj515wRl85wo+UbVKlZ9GOq4P8Aw1\/0v\/ualLHw\/M\/malSuE8\/26\/tOeHqCmRMKCJ6GNx2qcZ\/hP\/ob8qlShOSbf5N\/tNH4ff6f7alSuziFwvxD5\/lVh8J9v1FSpUo96D3P6UTi\/ve\/61KlXtNjwD\/D\/wDe3+1K0LPxfIVKlcM\/Lrh4M+Esf505\/wDwf\/zWffcxbycnOd8jfvUqV3n4OX7m9waA8NxEgGEMSJj7M7dq5GyPtD7H\/dXlSmfjFl+VF1kukknB3NOeDOfPCydMfD0+m1SpTPIvhqcX\/iD\/AE\/qaw\/G\/wDBf5fmK8qVyy\/2N4\/gw0cxuetSpUrq5v\/Z\" alt=\"Diapositiva 1\" \/><\/p>\n<p style=\"text-align: justify;\">El LHC est\u00e1 dividido en 8 sectores de 3,3 km cada uno, y, de momento, s\u00f3lo se ha logrado el enfriamiento de uno de los sectores a la temperatura necesaria para llevar a cabo las colisiones que simular\u00e1n, en miniatura, las condiciones del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">El Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el tesoro m\u00e1s buscado, ser\u00e1 el premio.\u00a0 Una part\u00edcula que predice el modelo te\u00f3rico actual de la F\u00edsica, pero para el que hasta ahora no existe evidencia alguna.\u00a0 Se supone que este &#8220;ladrillo&#8221; fundamental del cosmos (cuyo nombre proviene del f\u00edsico escoc\u00e9s que propuso su existencia en 1.964, Peter <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>) es crucial para comprender c\u00f3mo la materia adquiere su masa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"John Ellis (f\u00edsico) - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">John Ellis, uno de los investigadores del CERN, dijo entonces:<\/p>\n<blockquote><p>&#8220;Si no encontramos la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, esto supondr\u00eda que todos los que nos dedicamos a la F\u00edsica te\u00f3rica llevamos 35 a\u00f1os diciendo tonter\u00edas&#8221;.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Esperaba que no fuese as\u00ed y que la dichosa part\u00edcula apareciera.\u00a0 Herman Tey Kate, otro f\u00edsico del CERN, se atrevi\u00f3 a predecir que, la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> aparecer\u00eda antes de ocho meses a partir del comienzo de la b\u00fasqueda en los primeros meses de 2.010 (sin embargo, hasta el 2012 no pudo ser).<\/p>\n<p style=\"text-align: justify;\">Creo que me he extendido demasiado en el ejemplo, cuando me introduzco en temas de F\u00edsica se me va el santo al cielo, pero estamos tratando sobre nosotros y la manera en que evolucionamos para adquirir los conocimientos y sensaciones que tenemos.<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F20%2Fla-busqueda-de-lo-escondido%2F&amp;title=La+b%C3%BAsqueda+de+lo+escondido' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a 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Por el contrario, la interacci\u00f3n fuerte disminuye cuanto m\u00e1s cerca y juntas est\u00e1n las part\u00edculas en [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26861"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=26861"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26861\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26861"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26861"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26861"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}