Pero hablemos ahora de las cosas del Universo.
![El Universo siempre asombroso : Blog de Emilio Silvera V.](https://imgsrc.hubblesite.org/hu/db/images/hs-2014-21-a-web_print.jpg)
![Científicos descubren un "puente intergaláctico" que conecta dos cúmulos de galaxias - 102nueve Periódico Digital de El Salvador territorio del adulto joven](https://lh3.googleusercontent.com/proxy/8bjMqU6wxDI6MHQenrtG4JQpEOSWvJiMfT8oa3usbRyqmtrcqKSAI6M2_o0guFBHvljknkF9_rzEChp1k05rDeekdoaCtiMzyxW4Fm9sdDTDDzVvf8snoqMfqZB_JjTPjqUU5iOP-Q)
El Observatorio Espacial Herschel ha descubierto un filamento gigante repleto de galaxias en las que brillan miles de millones de estrellas. El filamento conecta dos cúmulos de galaxias que, al colisionar con un tercer cúmulo, darán lugar a uno de los mayores supercúmulos de galaxias del universo.
![Las nebulosas más espectaculares del universo - Nebulosa Dumbbell](https://estaticos.muyinteresante.es/uploads/images/gallery/5911c1215bafe86a033c986f/nebulosa-dumbell.jpg)
Las estrellas brillan en el cielo para hacer posible que nosotros estemos aquí descubriendo los enigmas del Universo, de los mecanismos que lo rigen, de la materia y de la energía que está presente y, ¿por qué no? de la vida inteligente que en él ha llegado a evolucionar. En las estrellas se crean los elementos esenciales para la vida. Esos elementos esenciales para la vida están elaborándose en los hornos nucleares de las estrellas. Allí, mediante transiciones de fases a muy altas temperaturas, se hace posible la fusión que se produce venciendo la barrera de Coulomb, y a partir del simple Hidrógeno, hacer aparecer materia más compleja que más tarde, mediante procesos físico-químicos-biológicos, hacen posible el surgir de lavida bajo ciertas circunstancias y condiciones especiales de planetas y de la estrellas que teniendo las condiciones similares al Sol y la Tierra, lo hace inevitable.
![Piel de Zorro, un unicornio y un árbol de navidad | Imagen astronomía diaria – Observatorio | MENADEL PSICOLOGÍA Clínica y Transpersonal Tradicional (Pneumatología)](https://apod.nasa.gov/apod/image/0812/ngc2264wide_gabany_sm.jpg)
Pero está claro, como digo, que todo el proceso estelar evolutivo inorgánico nos condujo desde el simple gas y polvo cósmico a la formación de estrellas y nebulosas solares y mundos, la Tierra primigenia en particular, en cuyo medio ígneo, procesos dinámicos dieron lugar a la formación de las estructuras y de los silicatos, desplegándose con ello una enorme diversidad de composiciones, formas y colores, asistiéndose, por primera vez en la historia de la materia, a unas manifestaciones que contrastan con las que hemos mencionado en relación al proceso de las estrellas.
![Primeros homínidos](https://cdn.slidesharecdn.com/ss_thumbnails/primeroshomnidos-140211165711-phpapp02-thumbnail-4.jpg?cb=1392137869)
Desde el punto de vista del orden es la primera vez que nos encontramos con objetos de tamaño comparables al nuestro, en los que la ordenación de sus constituyentes es el rasgo más característico. Partiendo de un Caos inicial se han ido acumulando los procesos necesarios para llegar a un orden que, es digno del asombro que nos producen los signos de vida que podemos contemplar por todas partes y, desde luego, tampoco podemos dejar de maravillarnos de que la Naturaleza, valiéndose de mil artimañas, haya podido conseguir la presencia de vida consciente en un mundo, y, muy probablemente, en muchos mundos de muchas galaxias en todo el Universo.
Al mismo tiempo nos ha parecido reconocer que esos objetos, es decir, sus redes cristalinas “reales”, almacenan información (memoria) que se nos muestra muy diversa y que puede cobrar interés en ciertos casos, como el de los microcristales de arcilla, en los que, según Cairns-Smith, puede incluso llegar a transmitirse.
![](http://4.bp.blogspot.com/-0P0l3ojTBRs/TajOQyFSZuI/AAAAAAAAAkQ/BXxn1DFzhmM/s400/MICROS7BASALUMINITA100a.jpg)
Microcristales de arcilla
Porque, ¿qué sabemos en realidad de lo que llamamos materia inerte? Lo único que sabemos de ella son los datos referidos a sus condiciones físicas de dureza, composición, etc.; en otros aspectos ni sabemos si pueden existir otras propiedades distintas a las meramente físicas. ¿No os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte?
![Más...](http://www.emiliosilveravazquez.com/blog/wp-includes/js/tinymce/plugins/wordpress/img/trans.gif)
Pero el mundo inorgánico es sólo una parte del inmenso mundo molecular. El resto lo constituye el mundo orgánico, que es el de las moléculas que contienen carbono y otros átomos y del que quedan excluidos, por convenio y características especiales, los carbonatos, bicarbonatos y carburos metálicos, los cuales se incluyen en el mundo inorgánico.
![BIOMOLÉCULAS INORGÁNICAS 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)
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tnk/C0ktbXD3C6NLYAJZVORnuk7k7PuVOXpLQyargzdoEd8oifj97tHXQB3WyuzZYad2bwsAakbm6VBk/QeJ+VYA4oqJNzM/TuD5ZP3P+1N55p0315+YX/asgnqKgbLmFSwSXCMdgf0SfI56Gp0GgO0UUUAVAcf4E880EySKnZEE5ViSBLHIV2YKVITGGVsEqy4K7z9FAUiw5NnheKRboSMsq3DdpEoBmMNxDKV7PSdLdupGrUw7Pdmzs9XlmXF0rSIwnE2Q3bsgMoGxhMgQjPkAcHqDvVqooCnXfKEr20EIuAJIZ5LhHKM3eZZggJLamKtKpLsSzaTk5Oaaxez/TgLMF0azEQm6MWmZCN8HT2oBHiAR0NXomojinMttAdEko1/qKCzb+aruPrUZSUVlvBGU4wWZPCK9b8kSrDNB240yxLFkGcAFbWK3z2Yk0HeLVnGRnrtmvq95IkfUFu2UdpLPGxQSSdqVjSIzPJq1iMKygrpYqUGoFSWlYucrViBqYZ8SjAfXapy3uUcBkYMp6EHIqMLoT+FpkK767Pgkn8isNyzOYux7ZAouZbpSolRsyzSTFSyOCMdoRkEdKXHLknvMFyZFHZqiuMSsz6VlUBmdyG/vAQzAuvfAbDmrLXa2G0KKKKAKjuN2DSrHoZVeORJV1KWUlcghlBB6McHOxwd8YqRrlAU6Pk5w0chmUsnbEfh4XNy8zzbZJAHagR43UK2SdbUnccmzGFrdblVjKSj+6yxaWLs+82rOA3eBXBwAvhmrrRQFK4zyS9xGQZ9D9lNEj/iykdqV1ajK5YqVDKVz+kCMECpThnL7xTK5kUxo91IgEZDlrmTtGDvqwQCzDpv3Sd13sGa7mgO0Vyu0AUUUUAUUUUBG8bsXlWPs2VWjlSUagSDpzscEHxqAs+UZYpBOk0Zky7EPExTMrTu4VQ4KgNMAu5wqkHOrIuBNVbmfnyzsiUdy8o/4ceGYfvHOF+prHYnCEpvEVkZpyOyrpWYbWy2QzH/AMFY0AY4P952iZJGBpIXHdBpRuUJG7MtNHmHX2OIiQdV1FdfjZbcAwouBjqT5YqVx7aGz+HZDT5vNg/ZUIH3p5wv2zQsQJ7Z4v2kYSgfMYU/YGsKaLEtDqEs7S2ty/KBAyyJ2sd1LdtlGCEyxzxlFUNkYE2c53Kk+NJ8D5Ykt5Q/ahlxGGAM0YyqaGxEsmjGegYEgYGTjNQPNHtetIFAtv7VIRnCkoi56do5GQf2QM+eKzfiPtX4rKSVlSEeAiiU/cyajUio1jg2aXlqUpNAsyLFI1wdXY5mAuphLIBIW09DIo7pzlMju7tU5Jcf/ZZtOgJqBAZFuJJyk6RlUdSJCgAUBQBgeFY3ae1Pi0ZybkSekkURH+RVP51f+U/bPFKyxXsYgY7CVMmIn9oHvR/dh5kUBYYuSZAwczqSmooCskg1G6iulyHchFBiCkJpzkHqq1265Hd2eUzqsrYOpYyFAad5pE0lt1ZWUdfiQP6VH8Z9rlrGSsEbzkfpD8NPozbn5gYqEX20vnexXHpOc/nHUHNItx0N8llRNB4RwB4pkkaRWWJLiOILGVYrPKkpMrFjqI7NRkYySxPUAWGqLy77ULK5YRuWt3OwEuNJPkJBt98VeQ1STyV51yg8SWDtFFFZIBRRRQBULxSXXIIh0GC3qTuB9Bv9fSpk1WUn/Glz11sPsSP9KAk7y9itohJIcKXjj2BPekcIowPNmFfTcRiaaS1BPaRokjDBwFkLBTnod0b7VA85WbXVr2CbkzW7Hv6DoSZHchgQQdIOMHPlUdw/hotLy6mQuYpIYEUyTSTMXRpSwzIxYDDL6daAW5mwAay+8u531Kksix5J0q7KCehYgHx/2q2cz8T7RuyB3br6L/5/3p7wXl5GXJx0qpfJyeyJ0HS6a6Yevcu/b7mZSRyKch3B8wzA/fNW72e82OtwtvdSM6OQqO7Fij52Go76W6ehx5mnnMPCFUHT4Vn9/Fg1XUpVyPZspo1dTSS5PUCKAKh77jkH9rUk5tUWSfuN3VZGkBG3e7qnYZqC9m3NvvVtolbM0OEkz1Yfov8AUDf1B9KieZeX+2m4nM2v8aKJLfRcSRhmWF1PaIjgEaio74I6+Ga9KLUllHFW1Sqm4S7oU4zIrKJF+FlDL+6wDD8jVo5I4sZoijHLx4BPmpzpJ9diPpVFu5CI4oz1WONDjzVADv8AMVO+z5Stw48DESfmHTH8zWTWaDRRRQBRRVS9oPOC2EI0gNPJkRIegx1kfx0jbbxJA8yJRi5PCJQi5NRXkn+JcWht11zSrGvgWIGT5AdSfQVWJfaZZA4UTOPMR4H01EH8qxy6v5biQzTOXc+JPQeSjoo9BTmFa9rT9KjJZm/odFpeiwks2N/2L/zR7TlMfZWqusr9WdVGhN8suCctnYZ9T4YNR4d5kkk7knck+ZPjVW4jLi4PyUfln/WpuwudtjXHdZhi+UI9k8HAfiCvGolXH4YvCLVD0qQ4VxV7Z9a7qfjXzHmPWqWqOYYlAPaK0Oo6hvpkRnJOd8hT98VMTy751Hbwzt9RXiem6JqUJc8/t9znfTensU4T55/b7m020odVdTlWAYHzB3BpWoHkiQtZQEnwYfQOwH5Cp6utrluipe53NU98FL3QVxmxQTWQ+1LnNmdrC3bCLtOyndm/5YPkPHzO3gcrJqCyy7pNLPU2KuH/AAneZ/ajBATHbr7w42JBxGD+/vq+m3rVDv8A2m8SkPdlSIeSRKfzk1VVVSgrXnS1MpP2Oxo6Jp648rc/6lit/aVxRDk3CyDyeKPH+QKfzqTuPa9eSII0iiikx3pBl8/uI2y/XVVFdabkYINSjdPGMmu3pmnUk9iJy95ivZTl7uc/KRkH2TApC35hvYjlLucH/Fdh9mJFIMtIutalZL3L1mhp24UV9C+8t+16eIql6nbJ0MiALIPUqO6/0x9a2Lg/FobmJZ4JBJG3Rh+YIO4I8QdxXlaZKm+Qeb34dcgkk28hAnXrt07RR+svp1GR5Yu03N8M5jqHTow/NXwenKK+InBAIOQRkEdCDuCK+6tHhBXDXa+JWABJ6Dc/KgM69qnOrW4FnbtiZxl2HWND0x+0fyG/iKzfgvLrSd5sknJOfE+JJPz60wn4gbq7luXO8js+/gCe6PooUfStK5edAi+gH8qrTllnS01LT1LC5fcrF9ywEU7VVL6x0natT4/drpxms34nPk1hM2xm5LkjrDhZkcnHjU5c8ssi5Ix/X5045SnRWBb+t6t3MHF42jIA6gfLpg1YXY521LfL5mQ8Qs9JqOA3A9R/Op3jEoJOKhY/jX95f5ismlfEaXYcp5XJFR/F+BhPCtKinQLVP5muwScEVVydLC2TfJQZ4NNaR7KedmjkSwuH1RP3YWY7o3hHk/onoPI4HQ7Z9cyAk02Bx0OD1BHUHzFTi8Mr62KlDk9Yg12ojlPiRubO3uG+J41L/vgYf/MDUvVg8AKKKKAKovMhaC5Y/oyDWvzGAw++D/GKvVMuK8MSdNDj1U+IPmKAoTcbqM4jxMlWZjhQCSfSrDc8u9me8Nv1h0/8VQOd79e0FpGdlIMp/a6hfoDk+pHlULZ7I5Lmh0r1Fyh48/IaWM5ZzK3idh6eFWu146AMZqi3Euldvl9KfcGgLyRR5wZHRMnw1ED/AFrzoyeePJ119NbrzLsuy+RM8V4yDVZvQsgyOvn/AL1bYktZ7iWwSFkde2VJTIzEvFnOtD3cHSf/ABVHnbQQ4+E9RUpJ+eTVppRfCTi1h/U5wLi7WdwswzgZWQDxQ9R9NmHqBWmXHFNYBByCAQQeoO4IrJ+KjcN51c/ZldJMGt5DvGNSeqE4I+jEfRh5VY08sPazyurUqa9Vd/JMRRFjnFXjkqywHlI64RfkDufvgfw1823Be0wApSPxJ2Y/IeHzNWeCEIoVRgAAAeQFW2c+KUUUVgHGrzDzXx03t9NcZyuopF5CJCQmPn8XzY16W4j/AHUn7j/9JryJZPjFW9Jjfku6HCnksVs1SULVCW0tO4Lwbg7EdflvuPMbV0Nd8Y4z5Oqq1MIY3PuJ8wWx2lHyb/Q/6famtlfY2NS0l4OzZgNQAbwzuMggjy2qPuOEg96M6f2Wz+Rrweq9OV9jnTznlr7HNdb6StTa7KPzbuWv8ok4OI+tOYbl5XSGNS8jkKijxJ/kPEnwAJ8Kg7Dg0jyxRa1XtJEjzu2NbBc42zjPTNb5yXyNBYAuCZZiMNK3XHXSi9EH5nAyTgVz8ulShL9RYOWl0Sdc/wBVYJzgXDxb28UAOdCBScYy36TY9Tk/WpCuAV2vRSwsI9ZJJYRFcz8T92tJ7jxRGK/vYwo+5Feaw5JLMcsSSSepJOST9a3X2vMRwuf96HPy7VKwaNqo6t8pHWfh2MVCU/LY6jFKvFtTdJKUaaqWDqNywISimstLyNTaStkUUr5LBLKMqD5gfyppLXYZu4B6Uk7VjHJvc8xQjLUfc0/lFR1ya31rk8bWSWGejPYzxUz8LhDHLQloD8kOUz/AVH0q9Vln/wDPSEWNwT0Nw2PpFGDWp16Mexx1qxNoKb8QQtFIo6lGA+ZBxTiuGskDyZYvpIz5CrLZ8YZR1r59oHADaXsqYxHITLEfDSxyVH7rErjy0+dV9GIqs1jg6eN8JwTJfiHGS22aiGlJr5xSkaVlI0zvS4ifMN8UJGf660rPxYkdaieIt+K30/kKbNJgE1vS4PCseZsc3E+aboe8PmP519XMRR3jO5RmQkdCVYqSPTalbaDNZIR7ovD8dIGM1CXvEGc9aZsSTQqVXwdI7YpHQSetdIpVI8napHh/BnmkjgQd+Rgo9B4sfQDJ+lZwVLJbu5uHsvjK8MtQfEOw+TSOw/IirVTXhtmsMUcKDCRoqL8lAUfyp1W9HjSeW2FFFFDAUUUUBwivPftA4cbbiUoxhZGEyHwxIe9/n1flXoU1TvaPyl79ACmBPFloj0zn4oyfAHA38CB61quhvjgvdP1PoXZfZ8MxS9bYH1pV7hgEkQ4ZWV1I6gruCPkcU2JPejkUq6911IwQw8x4U3xIvw7j+vA1RccM6uFylFJlquOawBJcR20cVzKpR5g0h+LZikZOlGPmKrFy/wCF9B/X2rkdtJIRqyB/XSpiDgbSEA/CNz9KnzLuaVGFfEEV++B0IP66Vo/sI4OTLPeEd1VEKHzZiHf7AJ/+qrh4K9zOtrbjU5+I/ooviznwH8+grdeW+DR2lvHbR/Cg3PizHdmPqTk1uqjl5PL6leo1+n5ZKAV2iirR4AUUUUB8SpkFT0OxHoa8k8f4W1pczWrZzE7IM4yV6o236ylW+teuazH2v8itdKL23XVPGNMiDrJGMnujxdfAeIJG5AFbap7WbqJ7ZGJW09Po3UjB9R18+u9QrAqSDkEEggjBBGxBHgc0rHcYr04WryexVev5ifidQNIG2+3z60qbioRLul7ZnldYo1Z3Y4VVBZifQCrcdTGKL0dXGEeOMFw9n9ibniEC4ysZ7Zz5CPdc/wAekV6BFVD2cco+4wEyYNxLgykbhcZ0xqfIZOT4knwxi4V4uqv9WeTntbqPXs3eEFFFFVioQnOPCzc2VxbgZZ420fvjvL/mArzLHJ9D458/WvWhFYR7XeTmtpmvoVJglbVJj/hyN1J8lY758CSPEVXvr3LJ6/StZ6MnB9mUhXoL0yWaumWqXpnULVJoc6qJSMUyaakJrjO1bIwKd+pWCSifuiu9pTNJdgK+HmqOzk2PUpRQ+mkGKh533r6lnJrSvZF7P2uJEv7hCIEIaJWH96w6HH6gO+fE48M1YrrPI1eqWDVfZjwRrTh1vC4w5BlkB6hpDq0n5AgfSrXXAK7Vs8BvLyFFFFDBBc3csRX8PYybMDqjcDdGxjI8wehHj88GsE5m5XurEt20Z0DOmVctGw8Dq/RPTZsH59a9L5pnfjUY48ZDNqYfsp3v+vQP4qi4pmyFso8I8sqNutLWy5IUZJPQAEk+gA3NekbnlCwkOp7K3JPU9kmT88DenvDuC28H9zBFF+5Gqn6kCsbTctQlzg8r8y8Mngm/GheLWFZNaldQwOn+o6jxqGm+Fvkf5V7F4lwyG4jMU8SSoequoYfPB8fWqFxL2L8NkzoM0GfBJNQ+glDEfeplaTy8mEcRH9on/wAab/uNUnwSFpHEUaNJI2yoo1E+uPLfqdhWv2PsfsXPvEsk7mT8Rk1qqgv3yBpUNjJ86vHAuXbWzXRbQJED1IGWb99zlm+pNDCPM95bSROY5UaNx1V1Kn7Hr86SxXqm+4fFMuiWJJF8nRXH2YVDryfw1WH9ittRyQOyTw6kAj1H3qG0sK/3MF5d4bLPJogiaVtunwjwJZjso6da2/knlBbMGWQh7hhhmHRR10R58OmT1OB06VOSW6xmIogVQShCgABXHgB+2Ep+KyomLL3JYXCDFdooqRoCiiigCiiigCuEV2igKrzZyNbXvfYGOYDCyps2PJx0cfPfyIrOb/2dcQhJ0JHcL4FGCN9VcgD6E1uFFa5VxkW6NbbTwuV7MweDlviIOBYyfeMfmWqxcN5GvpcCd0to/FUOuT5bd1fnk1q1cxUVTEsT6tc1iKS+X+yJ5f5dgs00QpjO7MTl3Pm7Hc/yHhUvRRW1LB50pOTy3lhRRRWSIUUUUAVwiu0UBUObPZ1ZXxMjoY5j/wAWIhWP74Pdb5kZ9az+49h02o6LyMr4aomB+RwSDt4/lW30VNTkuxONko9mYpYew59Q7a8GnxEcZ1H5FjhfDwNaTytybaWC/gR984DSOdUjfxHoPRQB6VYqKxKcpdxKyUu7CiiiokAooooApOeFXUoyhlYEMCAQQeoIPUUpRQGQc3exoOxlsJBGTv2MhOj+Bxkr8iCPUVnV/wAgcUiJDWUjY8Y9MgPqNBJ+9epK5ioOtMsw1dsFjJ5VtuReJyHC2M38S9mPu5Aq48F9iNy6lrm4SFsd1VHakH9s5A+gJ+dbziu0UEhLVWSPPN77GeJIToaCVfAiRlP1Vl2+5pO09jPEnI1mCMeJaQt9ginP3r0VRTYjH8VZ7mZcq+xy1tyJLlvenG4UrpiB9UydX8Rx6VpaIAAAMAbADy9K+qKklg0ym5PLYUUUVkiFcNdooCrXPDr3tndJ0UNJ2mjWc6FjliA3Q9cwNjGAyse94/SWXEc595Q9ARhMY7Mg4PZZB16Tnp1OMd2nvE+Bdq7P2hXONwO8CI5IwVfOwxITjz38SDHtytJq2uW06VBPeJyuBjSTjS2O9k5NALXdjfkxlJ0BEahvIyZOs6dGGyMYOwBGdNT9srBVDnLYGojYFsDJA+dQcHLbK4b3mQ4ZWIJJzh9XUt1Iwmd+6WGN9rDQEVzB25VBbqGIkVnyyrlEBfSNW2WZVXwwGJyMVFNPxMDAijJ7/ebRuQpKbLIOrbHpgaeuTiwcTt2kjKqcHUh8QCFdWKEjwYAqfRuh6VA3vBLuTtFFx2aMulVVn7v4MqdevxvG3Xfsum+KAcxXF939UUeAraCCNyGTTtr6kdoSCQBhN9zhTlyS7IxdIARHF3u5ln0DtNWhiAdWdgAPLIpo3B73f+14GXIG+wPwLnG+g/pdX1b9BUvwm2lRWEsnaEtkH00gH5ZYM2Og1YGwoB/Vc5h4fI8gdbhYlKNEoLOhJcOWwysN9SwkbEgRtjGo5sdR/FeFLPjLMO7JGcY3SQAON+h7oweo+tARLcKvCT/a99yAM/qsNRGOhfDY6DdRkUrLwq6aMIbjftVcncZRQMjbzcFtPQZ05wKQl5PXIKysPxRKdQDD4ixCjbHUhT+iMAbDFfUXJsS4w8myqu5DZCsWwwIOQxPeHQ46UBL8Gt5Y4ws0naP4t59PQeOTjwzjoKf0jZ24jjSMEkIqoCxyxCgDLHxO25pagCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigP/Z)
-->
Ene
24
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)
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)
“En matemáticas, un nudo se piensa como una curva continua, cerrada y sin puntos dobles situada en un espacio tridimensional. Dos nudos son equivalentes cuando es posible pasar de uno a otro mediante deformaciones, estiramientos o compresiones, pero sin realizar cortes. Es muy difícil decidir cuando dos nudos son equivalentes, y gran parte de la teoría de nudos se dedica precisamente a intentar resolver esa cuestión. Algunos trucos de magia utilizan justamente esta propiedad: el ilusionista nos presenta una cuerda anudada de manera complicada y usando su destreza –y algunas tretas añadidas para despistar– deshace ante nuestros ojos las ataduras sacudiendo con fuerza la cuerda. En realidad, el mago ha partido del nudo trivial –no hay nudo– presentado de una manera complicada para disimular la realidad de esa atadura. No ha hecho magia, ha hecho topología.”
![Topología de red - Wikipedia, la enciclopedia 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)
![Tipos de Topología de red: malla, estrella, árbol, bus y anillo | Explicación](data:image/jpeg;base64,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)
“… Además de aquella parte de la geometría que trata sobre cantidades y que se ha estudiado en todo tiempo con gran dedicación, el primero que mencionó la otra parte, hasta entonces desconocida, fue G. Leibniz, el cual la llamó geometría de la posición. Leibniz determinó que esta parte se tenía que ocupar de la sola posición y de las propiedades provenientes de la posición en todo lo cual no se ha de tener en cuenta las cantidades, ni su cálculo… Por ello, cuando recientemente se mencionó cierto problema que parecía realmente pertenecer a la geometría, pero estaba dispuesto de tal manera que ni precisaba la determinación de cantidades ni admitía solución mediante el cálculo de ellas, no dudé en referirlo a la geometría de la posición…”
Euler.
![Fibración de Hopf - Wikipedia, la enciclopedia libre](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT9WFwO7J20KbxPcbKJW6zs43K2epYTbQueKg&usqp=CAU)
![Cuál es el problema con la geometría en la teoría M o similares? - Quora](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTM0WdxbzIV5bWV7f9JokTdkCKQwBpQUjHg1g&usqp=CAU)
![Topología o matemática relacional.: Topología o matemática relacional.](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSexvMcyqw67VSGoKS1nGSL2WOKyjr7QdHGtQ&usqp=CAU)
![Topología general. [un primer curso] G. RUBIANO - PDF Descargar libre](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT2wyHj2iQh9bteuwu0xa32G-gndH8K-5T4vA&usqp=CAU)
¿Qué es la topología?
“De manera informal, la topología es la parte de las matemáticas que estudia propiedades cualitativas de espacios y objetos. La topología se ocupa de aquellas características de las figuras que permanecen invariantes cuando éstas son plegadas, dilatadas, contraídas o deformadas, de modo que no aparezcan nuevos puntos –no se pueden romper los objetos estudiados– o se hagan coincidir puntos diferentes –no se pueden pegar puntos que no lo estuvieran previamente.”
![El teorema de la curva de Jordan - Gaussianos](https://farm4.static.flickr.com/3652/3519602222_c9bae90f7b_o_d.gif)
![Matematicas: Teorema de las Curvas de Jordan - Ciencia ... en Taringa!](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSEU-DTdCiT6pfJRHPVt95q3MFOZzOmhMUrTA&usqp=CAU)
“El teorema de la curva de Jordan fue enunciado por Camille Jordan, matemático frances, a finales del siglo XIX en una serie de libros denomiada Cours d’Analyse. El mismo Jordan publicó en dicha serie una demostración del resultado que más tarde resultó ser incorrecta. La primera demostración correcta del resultado apareció en 1905 y se debe a Oswald Veblen.
Más adelante Brouwer propuso una generalización
-dimensional que fue probada por Alexander en 1992 y que se conoce en la actualidad como teorema de separación de Jordan-Brouwer.”
![Homeo tasse.png](https://upload.wikimedia.org/wikipedia/commons/2/27/Homeo_tasse.png)
Para el topólogo, un nudo es una curva continua, cerrada y sin puntos dobles. Esta curva está situada en un espacio de tres dimensiones y se admite que pueda ser deformada, estirada, comprimida, aunque está “prohibido” hacerle cortes. Cuando se puede, a través de diversas manipulaciones, se pasa de un nudo a otro y se dice que son equivalentes. Claro que, algunos se abstraen en cuestiones con otras, al parecer, no relacionadas.
![Matematicas Maravillosas: Se me enredan los nudos ....](https://4.bp.blogspot.com/_Bnuz1Fb7STE/Spggz_1KYJI/AAAAAAAAK5s/MIG-_FgpqoQ/s320/Nudos.JPG)
Un viejo amigo bromeaba diciendo que el Andante en do menor de la Sinfonía Concertante de Mozart conseguía devolverle a su intimidad anímica de partida, y que por eso, en su opinión, plasmaba de forma inefable el tiempo cíclico, o mejor aún, una CTC (“curva de género de tiempo cerrada”). Y transcurridos los doce minutos que dura ese movimiento, volvíamos a escucharlo una vez más. Mientras, discutíamos sin cesar sobre el Tiempo, esa abstracción de la Mente que nadie ha sabido explicar y, que a medida que transcurre lo va cambiando todo.
![](http://farm5.staticflickr.com/4068/5161297830_ef303c56f1_z.jpg)
No es bueno perder la perspectiva
Hay un tiempo para cada cosa. Un tiempo para soñar, inconmensurable, un tiempo para vivir, siempre corto, un tiempo para filosofar, misterioso,…, y un tiempo para la ciencia, sujeto a número.
Me gustaría empezar definiendo el tiempo, pero no sé. Sesudos pensadores, como Platón y Aristóteles, lo ensayaron con brillantez. El tiempo es una imagen móvil de la eternidad. Esta imagen es eterna, pero se mueve según número, dirá Platón en el TIMEO. El tiempo es el número de movimiento según el antes y el después…El tiempo no es movimiento, sino movimiento en tanto en cuanto admite enumeración. El tiempo es una especie de número. El tiempo es obviamente aquello que se cuenta, no aquello con lo cual contamos, escribirá Aristóteles en su FÍSICA.
![Paisaje Del Mar/del Océano De La Acuarela Con Puesta Del Sol/salida Del Sol Stock de ilustración - Ilustración de mágico, fondo: 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)
![Imagen gratis: amanecer, océano, paisaje marino, puesta del sol, mar, anochecer, agua, playa, salida del sol](data:image/jpeg;base64,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)
![Imagen gratis: salida del sol, ola, Pacífico, playa, mar, océano, sol, amanecer, agua, paisaje](data:image/jpeg;base64,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)
![Imagen gratis: luz del sol, salida del sol, Pacífico, sol, amanecer, agua, playa, mar, océano, paisaje](data:image/jpeg;base64,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)
![Salida Del Sol Paisaje Océano - Foto gratis en Pixabay](data:image/jpeg;base64,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)
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)
![Miles de surfistas experimentan la sensación de deslizarse sobre olas luminosas en playas bioluminiscentes](data:image/jpeg;base64,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)
Alguna vez, en simbiosis con la Naturaleza, podemos tener la sensación de que se ha parado el tiempo, y, al caer la noche, llegan olas fluorescentes que hacen la noche mágica.
![Webquest Creator 2](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS18AlqcXcZR_Ds7QFTH7yXICpRxOr4GKrC4g&usqp=CAU)
![Movimiento circular uniformemente acelerado - MCUA](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcREADuAjO4z3c50_guTaX-JDA6toVcX--GGFg&usqp=CAU)
Siempre hemos tratado de utilizar el Tiempo en múltiples cuestiones, sobre todo de la Física
Son definiciones muy sugestivas, aunque teñidas de circularidad: movimiento en el tiempo, tiempo a través del movimiento. Agustín de Hipona vio esto claramente. Célebre es asimismo su declaración: Si nemo a me quaerat, scio; si quaerenti explicari velim, nescio (CONFESIONES). En uno de los análisis más penetrantes del tema, sugirió Agustín la Mente como fuente de tiempo: En ti es, mente mía, donde mido los tiempos.
![Primera foto agujero negro: ¿Qué es el horizonte de sucesos?](https://static2.abc.es/media/ciencia/2019/04/10/usdfds-kySB--510x349@abc.jpg)
Aquí el Tiempo funciona de manera distinta a como funciona en nuestro ámbito
Time is what happens when nothing else happens, afirma Feynman; para a continuación advertir que toda definición del tiempo es necesariamente circular, y que lo importante no es decir qué es el tiempo, sino decir cómo se mide lo que llamamos tiempo. En su enciclopédico tratado sobre la gravitación, Misner, Thorne y Wheeler nos recuerdan de forma sencilla y profunda lo que toda medida del tiempo físico debe cumplir: Time is defined so that motion looks simple.
![Concepto de tiempo - Definición en DeConceptos.com](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT5tQD7A8lIgk00XIv_mIiAoWHvAr-CIz7Slg&usqp=CAU)
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Dimensión física que representa la sucesión de estados por los que pasa la materia.
“no hay espacio ni tiempo fuera del límite de tu universo”
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Período determinado durante el que se realiza una acción o se desarrolla un acontecimiento.
¿Qué es Tiempo?
“El término tiempo proviene del latín tempus, y se define como la duración de las cosas que se encuentran sujetas al cambio. Sin embargo su significado varía según la disciplina que lo aborda.”
Yo digo que es un Flujo de Sucesos que abarca: Pasado – Presente y Futuro.
![](https://images-na.ssl-images-amazon.com/images/I/51+snLGx5mL._SX356_BO1,204,203,200_.jpg)
Aquí encontramos que el Tiempo es utilizado por la Astronomía para múltiples facetas
El tiempo es un concepto inventado por el hombre para ordenar, primero, sus sensaciones y actos, y luego, los fenómenos. Decían los escolásticos: Tempus est ens rationis cum fundamento in re. La primera unidad natural debió ser el día, por la ciclidad conspicua de las salidas del Sol. Los grandes avances científicos y tecnológicos a lo largo de los siglos han estado vinculados a los adelantos en la precisión con que se ha ido midiendo el tiempo. Hoy disponemos de relojes que aseguran un segundo en 20 millones de años, y el paso de la femtoquímica a la attofísica empieza a ser una realidad.
![](http://4.bp.blogspot.com/-aSmZLguqykM/TZ3b9Z4xTQI/AAAAAAAADMA/DSpM0K3ieN8/s1600/aEspiral.jpg)
No pocas veces nos podemos ver perdidos en la vorágine de lo que llamamos Tiempo, algo tan enorme que, en realidad, no sabemos lo que es. No lo hemos llegado a comprender, y, por si fuera poco, tampoco sabemos, si en realidad existe.
En aquel escrito mío decía: “Pasado, Presente y Futuro… ¡Una ilusión llamada Tiempo!”
El tiempo antes de Einstein.
![Astrología: conceptos básicos que tenés que saber - Buena Vibra](data:image/jpeg;base64,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)
![Astrología: ¿Qué dicen tu sol, tu luna y tu ascendente de vos? - Infobae](data:image/jpeg;base64,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)
![Si te interesa la Astrología, estos son los conceptos básicos que tenés que saber](data:image/jpeg;base64,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)
![Cómo podemos aplicar la Astrología a nuestra vida diaria?](data:image/jpeg;base64,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)
La física nació en torno al tiempo. Las regularidades en los ciclos astrales permitieron al acierto en las predicciones apoyadas en esta periodicidad, y con ello despertó sin duda la confianza del hombre en la racionalidad, inclinándole a escoger el cosmos frente al caos.
Breve historia de la medida del tiempo
![Resultado de imagen de En la segunda mitad del siglo XIII aparecen los primeros relojes mecánicos](https://upload.wikimedia.org/wikipedia/commons/thumb/5/56/RelojSolar.JPG/320px-RelojSolar.JPG)
La longitud de las sombras fue uno de los primeros métodos usados para fijar las horas. En el Museo Egipcio de Berlín hay un fragmento de piedra que posiblemente sea de un reloj de sol de alrededor de 1500 a.C. Los babilonios desarrollaron los relojes de sol, y se dice que el astrónomo Anaximandro de Mileto los introdujo en Grecia en el siglo VI a.C.
![Eratóstenes - Wikipedia, la enciclopedia libre](https://upload.wikimedia.org/wikipedia/commons/b/be/Eratosthenes_%26_measurement_of_the_Earth.png)
![COMO MIDIO ERATOSTENES?](https://lh3.googleusercontent.com/proxy/VWcBKdFN9nhG8L8RlhtlkVK8162Fl1bw_h2I3qTKlJWrJCmNVVkpv_7LD-U1da47bBYWPxP9YOvsHOUo5tZdDVb94tq0aFDooqYTdz--MQ)
![ERATÓSTENES: EL EXPERIMENTO COMIENZA](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR23aEceWlDYsN8BHXqX5kGKMmnOnmNy-z2RQ&usqp=CAU)
En el siglo II a C, Eratóstenes, de la biblioteca de Alejandria, concibió y llevó a cabo la primera medida de las dimensiones de la Tierra de la que se tiene noticia. En el Año Internacional de la Astronomía, una de las actividades que se llevaron a cabo fue, precisamente averiguar el radio terrestre por el mismo método.
Aparte de relojes de sol, en la antigüedad se usaron también relojes de arena, de agua, cirios y lámparas de aceite graduadas.
![Resultado de imagen de En la segunda mitad del siglo XIII aparecen los primeros relojes mecánicos](http://www.desdelaplaza.com/wp-content/uploads/2016/05/inventos-de-la-Edad-Media4.jpg)
![El reloj mecánico - Tecnologías de la Edad Media](data:image/jpeg;base64,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)
![RELOJES - Energía Positiva](data:image/jpeg;base64,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)
![Reloj siglo XV. Modelo de sobremesa de escape centrífugo. 40x20cm - objetos de 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)
En la segunda mitad del siglo XIII aparecen los primeros relojes mecánicos. Su precisión era muy baja (10-20%). En el XIV se mejoran, con el invento del escape de rueda catalina, y ya se alcanzan precisiones de 20 a 30 minutos por día (1-2%). Por allá al año 1345 se empieza a dividir las horas en minutos y segundos.
![Merton College front quad.jpg](https://upload.wikimedia.org/wikipedia/commons/thumb/3/37/Merton_College_front_quad.jpg/240px-Merton_College_front_quad.jpg)
![Fleury-sur-orne-mars2006.jpg](https://upload.wikimedia.org/wikipedia/commons/thumb/2/25/Fleury-sur-orne-mars2006.jpg/250px-Fleury-sur-orne-mars2006.jpg)
Merton College Fleury-sur-Orne
El tiempo físico asoma en el siglo XIV, en el Merton College Oxford y luego en la Universidad de París, con Oresme. Se representa en una línea horizontal, mientras en vertical se disponen las cualidades variables. Son los primeros gráficos de función (en este caso, función del tiempo). La cinemática celeste brinda un buen reloj a través de la segunda ley de Kepler, midiendo tiempos mediante áreas. La ley armónica de Kepler permitirá medirlos a través de longitudes. Galileo desarrolló la cinemática terrestre, y sugirió el reloj de péndulo. A Huygens debemos la técnica de medida del tiempo que ha llegado a nuestros días, y que suministró relojes más precisos y transportables mediante volantes oscilatorios acoplados a resortes de calidad.
![Reloj de péndulo de Huygens](http://eltamiz.com/images/2010/March/reloj-huygens.png)
Diseño del reloj de péndulo de Huygens, 1656 (imagen de dominio público).
La importancia, no sólo científica sino económica, de disponer de relojes precisos y estables, queda reflejada en el premio ofrecido por el gobierno inglés de la reina Ana en 1714, que dispuso that a reward be settled by Parliament upon such person o persons as shall discover a more certain and practicable method of ascertainig longitude that any yet in practice.
![John Harrison, el genio ninguneado que inventó el GPS del siglo XVIII](data:image/jpeg;base64,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)
La recompensa era de 20, 000 libras para el que presentara un cronómetro capaz de determinar la longitud con error menor de 30´ de arco al término de un viaje a las Indias occidentales, equivalente a mantener el tiempo con error menor de 2 minutos tras seis semanas de viaje. Se la llevó casi medio siglo después el relojero británico John Harrison (1693-1776), con un reloj, conocido como H4, que incorporaba correcciones por variación en la temperatura, y que en un primer viaje de 81 días desde Porstmouth a Puerto Real (Jamaica) en 1761-62 se retrasó 5 s, esto es, de precisión 10⁻⁶ (10; 44).
Después se pasó a los de diapasón, de aquí a los de cuarzo, y hoy los atómicos ofrecen precisiones desde 10⁻¹² – 10⁻¹⁵ (Cs) hasta 10⁻¹⁶ (máser de H).
![](http://2.bp.blogspot.com/_W15T4a6NlZk/TJkG_RglnpI/AAAAAAAAAn0/9M-IjUSOlis/s1600/AOSLUZ%7E1.JPG)
Una red de relojes atómicos de cesio, sincronizados mediante ondas de radio, velan actualmente por la exactitud de la hora sobre el planeta. Ya no nos sirve como cronómetro el giro de la Tierra alrededor de su eje. Aunque durante siglos ha sido este viejo trompo un magnífico reloj de referencia, la falta de uniformidad de su giro (las mareas, por ejemplo, lo frenan incesantemente y alargan con ello el día en un par de milésimas de segundo por siglo, perceptible para los finos cronómetros actuales), y otras desviaciones estacionales, cuantitativamente similares a estos retrasos seculares, pero irregulares y de signo variable, son circunstancias que en conjunto obligan a añadir al tiempo civil un segundo intercalar cada uno o dos años (el último lo fue el 1 de enero de 1999, a las 0 horas) con el fin de remediar la asincronía entre los tiempos atómicos y los días astronómicos.
![Este es el reloj más preciso del mundo - MuyComputer](data:image/jpeg;base64,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)
Este es el reloj más preciso del mundo
Publicado el 22 abril, 2015
![Este es el reloj más preciso del mundo - MuyComputer 30 reloj-atomico](https://www.muycomputer.com/wp-content/uploads/2015/04/reloj-atomico-630x377.jpg)
Físicos estadounidenses han creado un reloj atómico de estroncio tan preciso que tendrían que pasar 15.000 millones de años para que se retrase o adelante un segundo. Como referencia para valorar la magnitud de este trabajo, merece la pena recordar que la edad del universo en el que vivimos apenas alcanza los 14.000 millones de años. Este es hoy el reloj más preciso del Mundo.
El día no tiene 86 400 s justos (donde el segundo se define como la duración de 9 192 631 770 períodos de una determinada vibración de los átomos de Cs. Hoy la tecnología alcanza precisiones fabulosas: relojes que en treinta millones de años se desviarían a lo sumo en un diminuto segundo, como el NIST-F1 (Boulder, Colorado).
![](https://upload.wikimedia.org/wikipedia/commons/thumb/8/8e/Nist-f1.jpg/250px-Nist-f1.jpg)
NIST-F1
Por norma general y para mayor exactitud del sistema, dentro del campo visual de cualquier receptor GPS siempre hay por lo menos 8 satélites presentes. Cada uno de esos satélites mide 5 m de largo y pesa 860 kg . La energía eléctrica que requieren para su funcionamiento la adquieren a partir de dos paneles compuestos de celdas solares adosadas a sus costados. Están equipados con un transmisor de señales codificadas de alta frecuencia, un sistema de computación y un reloj atómico de cesio, tan exacto que solamente se atrasa un segundo cada 30 mil años.
![](http://www.asifunciona.com/electronica/af_gps/img_gps/00020017.jpg)
La posición que ocupan los satélites en sus respectivas órbitas facilita que el receptor GPS reciba, de forma constante y simultánea, las señales de por lo menos 6 u 8 de ellos, independientemente del sitio donde nos encontremos situado. Mientras más señales capte el receptor GPS, más precisión tendrá para determinar las coordenadas donde se encuentra situado.
Incluso hay relojes de pulsera comerciales (receptores de señales de radio) con precisión de un segundo por millón de años garantizada por un reloj atómico en una lejana estación. La naturaleza de altísima precisión: la estabilidad del púlsar binario b1855+09 puede ser de unas partes en 10¹⁵ o incluso mejor.
El tiempo en Newton:
En los PRINCIPIA, Newton empieza con una renuncia a definir el tiempo: El tiempo, el espacio, el lugar y el movimiento son de todos bien conocidos. Y no los defino. Pero digo que el vulgo no concibe esas cantidades más que por su relación a cosas sensibles. Para evitar ciertos prejuicios que de aquí se originan, es conveniente distinguirlas en absolutas y relativas, verdaderas y aparentes, matemáticas y vulgares.
![Resultado de imagen de El Tiempo absoluto de newton](https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTK1JiMykkyvT5xJvH55oM8-yWJHq-iFO_9p8IufAlDEPpPytsXkw)
A continuación, sin embargo, Newton se arrepiente de su primer impulso y aclara: El tiempo absoluto, verdadero y matemático, de suyo y por su propia naturaleza fluye uniformemente sin relación a nada externo y se llama también duración: el tiempo relativo, aparente y vulgar es cualquier medida sensible y externa (exacta o no uniforme) de la duración por medio del movimiento y se usa vulgarmente en lugar del tiempo verdadero: tal como la hora, el día, el mes, el año.
![](http://4.bp.blogspot.com/-4heHskhruT4/UeUBzS89OpI/AAAAAAAAA1g/FpvQPKtwc5M/s640/universo-6.jpg)
Sabemos del fluir del tiempo por el cambio que se produce en nuestro Universo, en el Mundo, en Nuestras Vidas. Con el paso del Tiempo las cosas cambian y nada permanece. Por eso sabemos que está ahí
![ємσςισиєѕ ѕιи ∂єѕςяιρςισи: Fluye a través del tiempo](https://1.bp.blogspot.com/-G7oJHNC2Qeo/XIvsr4k6-YI/AAAAAAAAAFI/GSLz73RuzoQ65DVBC7SbU517jMg75R04QCLcBGAs/s1600/fluir.jpg)
¿Qué significa que el tiempo fluye? ¿Qué el tiempo “se mueve en el tiempo”? De nuevo la pescadilla mordiéndose la cola. El absolutismo del tiempo newtoniano recibió encendidas críticas. Leibniz opuso su idea de espacio y tiempos puramente relativos, el primero como un orden de coexistencia, el segundo como un orden de sucesiones de las cosas; ambos, espacio y tiempo, son phœnomena bene fundata.
![Espacio y Tiempo en la física de Newton - ppt video online 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)
Los argumentos dinámicos con que Newton arropa su tesis de la naturaleza absoluta de la rotación y con ello la de un espacio absoluto, apoyo posterior para el tiempo absoluto, también hallan fuertes objeciones. Para Berkeley esas razones de Newton lo único que muestran es la importancia del giro respecto de las masas lejanas del Universo y no respecto de un espacio absoluto, que él no acepta. Ernst Mach, en la segunda mitad del XIX, insistirá decididamente en este punto de vista, y desde su positivismo acosará los absolutos newtonianos. De “medieval”, “no científico”, “metafísico”, tilda Mach a Newton: No tenemos derecho a hablar de un tiempo “absoluto”: de un tiempo independiente de todo cambio. Tal tiempo absoluto no puede medirse por comparación con ningún movimiento; por tanto no tiene valor práctico ni científico, y nadie tiene derecho a decir que sabe algo de él. Es una concepción metafísica vana.
![](http://img.webme.com/pic/v/vichadasiaprende/ab23.gif)
![Minkowski](data:image/png;base64,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)
El tiempo en Einstein:
El tiempo newtoniano, absoluto, el nos es familiar, tuvo que dejar paso al tiempo einsteniano, mutable y relativo, con tantos “ahora” por suceso cuantos estados de movimiento mutuo imaginemos.
El tercero de los trabajo enviados por Albert Einstein (AE) en su Annus Mirabilis de 1905 a Annalen der Physik lleva por título “Zur Elektrodynamik Bewegter Körper” (“Sobre la electrodinámica de los cuerpos en movimiento”). Junto con el quinto, titulado “Ist der Trägheit eines Körpers von seinem Energieinhalt abhängig?” (“¿Depende la inercia de un cuerpo de su contenido de energía?”), constituyen lo que hoy se llama TEORÍA ESPECIAL DE LA RELATIVIDAD.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/6/60/Speed_of_light_from_Earth_to_Moon.gif/700px-Speed_of_light_from_Earth_to_Moon.gif)
Velocidad de la luz desde la Tierra a la Luna, situada a más de 380.000 km.
Da Albert Einstein un par de razones para justificar su tercer trabajo:
- La insatisfacción que le produce la asimetría en la descripción maxwelliana de los fenómenos electromagnéticos: la acción entre un conductor y un imán depende solo del movimiento relativo entre ambos, pero la teoría de Maxwell distingue entre el caso de conductor en reposo y el caso de imán en reposo: a) En el primer caso el campo magnético móvil engendra un campo eléctrico, con una energía determinada, que a su vez produce corrientes en el conductor en reposo. b) En el segundo caso, no se produce ningún campo electrónico, sino una fuerza electromotriz en el conductor, sin energía asociada, que engendra una corriente como en el caso anterior.
- La incapacidad de la óptica y del electromagnetismo (EM) para detectar el movimiento respecto del lichtmedium, es decir, de un inercial privilegiado. Esto le sugiere que la óptica y el EM tienen las mismas ecuaciones en todos los inerciales (sistemas en los que las leyes de la mecánica de Newton son las mismas). Y AE eleva esto a un principio, que llama “Prinzip der Relativität”, y le añade un compañero, aparentemente incompatible con él: “La velocidad de la luz en vacío es siempre la misma, con independencia del estado de movimiento del cuerpo emisor”
![](http://1.bp.blogspot.com/_WPUmv-bs3KA/TDTFW5Mv4qI/AAAAAAAAANw/IGKrsoIVJ2I/s1600/universo1.jpg)
¿Será ese de arriba el rayo de luz de Einstein, o, por el contrario, será un asteroide que se nos viene encima?
Siendo todavía muy joven, en 1895-1896, ya le preocupaba el EM y la luz, como recordaba en 1955: “Si persiguiéramos a la velocidad de la luz un rayo de luz, veríamos una onda independiente del tiempo. ¡Tal cosa, sin embargo, no existe! Este fue el primer experimento mental, infantil, en relación con la teoría especial de la relatividad”.
Este tercer trabajo de Einstein en 1905 no contiene ninguna referencia a otros trabajos, ni suyos ni de otros (como Lorentz o Poincaré).
Consciente de que su postulado de la constancia de la velocidad de la luz choca frontalmente con la ley galileana de adición de velocidades, Albert Einstein revisa los cimientos de la Física, empezando por definir físicamente y con sumo cuidado el concepto de Gleichzeitigkeit o simultaneidad entre sucesos. Considera un sistema inercial, para el que supone válida la geometría euclidiana para calcular distancias entre objetos estacionarios a través de sus coordenadas respecto de sus ejes cartesianos. Si A, B son dos observadores estacionarios, provistos de relojes iguales, y A (B) manda una señal luminosa a B (A), quien la devuelve sin tardanza a A (B), diremos que el reloj de A está sincronizado con el reloj de B si
t(B) – t(A) = t’(A) – t(B),
donde t(A) es el tiempo marcado por el reloj de A cuando envía la señal a B, t(B) lo que marca el reloj de B al llegarle la señal de A y reemitirla, y t’(A) la lectura del reloj de A al recibir la devolución de B.
![Resultado de imagen de determinación de la velocidad de la luz por Galileo](http://museovirtual.csic.es/salas/luz/img/galileoexp1.jpg)
![La medida de la velocidad de la luz por Galileo. Museo Virtual de la Ciencia del 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)
![El experimento que sí hizo Galileo](data:image/jpeg;base64,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)
No parece el mejor método para medir la velocidad de la luz, el empleado por Galileo. Claro que, en aquellos tiempos…¿Qué se podía hacer?
Supone Albert Einstein que esta definición no lleva a contradicciones, que es en principio posible entre cualquier par de observadores estacionarios en el inercial, y que la relación de sincronización anterior es de equivalencia: Si A está sincronizada con B, también B lo está con A, y si además B lo está con C, también A y C lo están. A esto le siguen ecuaciones que quiero obviar para no dar complejidad al trabajo.
No existe “el” presente
Pasa Albert Einstein a enunciar con precisión el principio de relatividad y el postulado de la constancia de la velocidad de la luz en el vacío:
- Las leyes que rigen los cambios de los sistemas físicos son las mismas en todos los inerciales.
- Todo rayo de luz se mueve en cualquier inercial con una misma velocidad, c, independientemente del movimiento de su fuente.
Como consecuencia, demuestra que el concepto de sincronía, y por ende de simultaneidad, es relativo, no absoluto. La noción de “presente”, “ahora” o cualquier instante determinado depende del referencial inercial.
![Energía Taquiónica](http://www.planetaholistico.com.ar/Secciones/Taquion0.jpg)
Algunos incluso hablaron de ernegía taquiónica
¿Más rápido que la luz?
![Ciencia o Ficción Alfonso Treviño](https://image.slidesharecdn.com/alfonso-treviociencia-o-ficcin-1226798868119459-8/95/ciencia-o-ficcin-alfonso-trevio-53-728.jpg?cb=1282150305)
¿Existen partículas que se muevan con velocidad superior a la de la luz? Sí; por ejemplo, cualquier partícula que lleve en agua, a temperatura entre 0 y 50 ºC, una velocidad ν > c / n, n = 1.3, irá más deprisa en ese medio que los fotones del espectro visible. Lo mismo ocurre con la mayoría de los rayos cósmicos que llegan a la atmósfera; son superlumínicos en relación con la velocidad de la luz en el aire. Precisamente en esta posibilidad de rebasar la velocidad de la luz en un medio reside el efecto Cherenkov. (Es una posibilidad como en el caso de los taquiones).
![Resultado de imagen de el efecto cherenkov](https://t1.kn3.net/taringa/C/5/0/8/3/2/HomeroCubito/22D.jpg)
Lo que no se conocen son taquiones, o partículas que se muevan más deprisa que la luz en el vacío. Si existieran, podrían utilizarse para mandar información al pasado. Violando el orden causa-efecto. Por ello se “decreta” su inexistencia.
En fin, que la velocidad de la luz en el vacío, al menos que sepamos, es infranqueable. Es un límite impuesto por la Naturaleza al que habrá que vencer, no superándolo (que no se puede), sino mediante una artimaña física inteligente que logre burlar dicho límite.
Aparte de algún que otro añadido, el artículo (parcialmente expuesto aquí -se obviaron partes complejas), es del Físico de la Universidad Complutense D. Alberto Galindo Tixaire. Fue publicado en el Volumen 19, número 1 de la Revista Española de Física en 2005 Año Mundial de la Física
![Museo Virtual del Patrimonio (Virtual Museum of Heritage) del IES "Pedro Espinosa".: 2005: Año Internacional de la Física](data:image/jpeg;base64,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)
![sobre primer dia. año mundial de la fisica. 200 - Comprar Sobres Primer Día y Matasellos Especiales Españoles en todocoleccion - 121981307](data:image/jpeg;base64,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)
![c) Portal Fuenterrebollo 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)
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)
En realidad, un Homenaje a Einstein por haber pasado más de un siglo desde aquel acontecimiento memorable de la Relatividad Especial en el año 1.905 y estar a punto de cumplirse otro siglo desde su relatividad general de 1905. Dos acontecimientos que marcaron el camino de la Física y la Cosmología. Precisamente ahora, se cumplen los 100 años desde que Einstein diera al mundo la segunda parte de su Teoría.
emilio silvera
Ene
23
![](http://24b3f6.medialib.edu.glogster.com/media/2c/2cec0faed8e90e5c43b250a3deef3367daa3ce4f9474971ea5ab053f968a1471/materia-inerte-natural-agua.jpg)
Lo mismo que desconocemos la auténtica naturaleza de la Luz, que según creo encierra muchos secretos que tenemos que desvelar para conocer la realidad de la Naturaleza y del Universo, de la misma manera, tenemos que llegar a desvelar los secretos que se encierra en esa esencial y sencilla sustancia que llamamos agua, ya Tales de Mileto nos hablaba de la importancia que esa sustancia tenía para la vida.
¿Cómo es posible que, a partir de la materia “inerte”, hayan podido surgir seres vivos e incluso, algunos que, como nosotros puedan pensar? Que cosa mágica se pudo producir en el corazón de las estrellas para
que, materiales sencillos como el Hidrógeno se convirtieran a miles de millones de grados de calor en otros que, como el Carbono, Oxigeno y Nitrógeno…, muchos miles de millones de años más tardes, en mundos perdidos en sistemas planetarios como el nuestro, dieran lugar a la formación de Protoplasmavivo del que surgieron aquellos infinitesimales seres que llamamos bacterias y que, posibilitaron la evolución hacia
formas de vida superiores?
![](http://recursostic.educacion.es/ciencias/biosfera/web/alumno/3ESO/Relacor/imagenes/sentidos.jpg)
Los sentidos: las herramientas que utiliza el cerebro para
estar comunicado con el exterior
La percepción, los sentidos y los pensamientos… Para poder entender la conciencia como
proceso es preciso que entendamos cómo funciona nuestro cerebro, su arquitectura y desarrollo con sus funciones dinámicas. Lo que no está claro es que la conciencia se encuentre causalmente asociada a ciertos procesos cerebrales pero no a otros.
El cerebro humano ¿es especial?, su conectividad, su dinámica, su forma
de funcionamiento, su relación con el cuerpo y con el mundo exterior, no se parece a nada que la ciencia conozca. Tiene un carácter único y ofrecer una imagen fidedigna del cerebro no resulta nada fácil; es un reto tan extraordinario que no estamos preparados para cumplir en este momento. Estamos lejos de ofrecer esa imagen completa, y sólo podemos dar resultados parciales de esta enorme maravilla de la Naturaleza.
![](http://4.bp.blogspot.com/-mUNoB6E-C7Q/T10tqs86ybI/AAAAAAABCks/apZt5MvzPBA/s1600/brains.jpg)
Aquí se fraguan los pensamientos como en las galaxias lo hacen las estrellas
Nuestro cerebro adulto, con poco más de 1 Kg de peso, contiene unos cien mil millones de células nerviosas o neuronas. La parte
o capa ondulada más exterior o corteza cerebral, que es la parte del cerebro de evolución más reciente, contiene alrededor de treinta millones de neuronas y un billón de conexiones o sinapsis. Si contáramos una sinapsis cada segundo, tardaríamos 32 millones de años en acabar el recuento. Si consideramos el número
posible de circuitos neuronales, tendremos que habérnoslas con cifras hiper-astronómicas. Un 10 seguido de, al menos, un millón de ceros (en comparación, el número de partículas del universo conocido asciende a “tan sólo” un 10 seguido de 79 ceros). ¡A que va a resultar que no somos tan insignificantes!
![Más...](http://www.emiliosilveravazquez.com/blog/wp-includes/js/tinymce/plugins/wordpress/img/trans.gif)
![](http://4.bp.blogspot.com/_UVI5t7-bkhI/TEBoambTnDI/AAAAAAAAANM/1TQiJMure4E/s1600/redneuronal.jpg)
El suministro de datos
que llega en forma de multitud de mensajes procede de los sentidos, que detectan el entorno interno y externo, y luego envía el resultado a los músculos para dirigir lo que hacemos y decimos. Así pues, el cerebro es como un enorme ordenador que realiza una serie de tareas basadas en la información que le llega de los sentidos. Pero, a diferencia de un ordenador, la cantidad de material que entra y sale parece poca cosa en comparación con la actividad interna. Seguimos pensando, sintiendo y procesando información incluso cuando cerramos los ojos y descansamos.
Con tan enorme cantidad de circuitos neuronales, ¿Cómo no vamos a ser capaces de descifrar todos los secretos de nuestro universo? ¿De qué seremos capaces cuando
podamos disponer de un rendimiento cerebral del 80 ó 90 por ciento? Algunas veces hemos oido comentar: “Sólo utilizamos un diez por ciento del cerebro…” En realidad, la frase no indica la realidad, se refiere al hecho de que, aunque utilizamos el cerebro en su totalidad, se estima que está al diez por ciento de su capacidad real que, será una realidad a medida que evolucione y, en el futuro, esa capacidad de hoy será un 90 por ciento mayor.
![](http://uechi.typepad.com/konayogacom/images/2007/12/12/neurons_big1.jpg)
Aún no conocemos bien
la direccionalidad de los circuitos neuronales
El límite de lo que podremos conseguir tiene un horizonte muy lejano. Y, llega un momento en el cual, se puede llegar a pensar que no existen limites en lo que podemos conseguir: Desde hablar sin palabras sonoras a la auto-transportación. Si -como pienso- somos pura energía pensante, no habrá límite alguno; el cuerpo que ahora
nos lleva de un lugar a otro, ya no será necesario, y como los fotones que no tienen masa, podremos desplazarnos a velocidades lumínicas.
Creo que estoy corriendo demasiado en el tiempo, volvamos a la realidad. A veces mi mente se dispara. Lo mismo visito mundos extraordinarios con mares luminosos de neón líquido poblados por seres transparentes, que viajo a galaxias muy lejanas pobladas de estrellas de fusión fría circundadas por nubes doradas compuestas de antimateria en la que, los positrones medio congelados, se mueven lentamente formando un calidoscopio de figuras alucinantes de mil colores. ¡La mente, qué tesoro!
“Durante siglos el hombre ha intentado responder a una de las más complicadas inquietudes: ¿Es el cerebro humano más grande que el universo? Y si bien la respuesta aún no ha llegado, muchos expertos a lo largo de los años han intentado esbozar sus teorías.
![Resultado de imagen de Más grande el cerebro o el 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+yNUqJwLYXF3KmuT490XW2KkqwoAcubWAHDPTtjWjTkl1nuGVs4bDjdEuon2QcEhRYYiey57eEG06VAEdGkpLh17wHYTrFbjQhIAHeT9GnfA5rFrWblgDGrSnsyHqqJc9NgG6APlOBDqfbSgbkKbioi7ZvclooxMU7fBI15gv+OyHrVhFmL6wslHudWaXKLtSxOJWkg33+L6NxBivmysLAkYrl/nHKG7FrFIWSjNs9Mmd/wAZxlNGtRdacKbl1Fu+Jxy6XXYeS9SN9wXot487ZGJ5mynlpUCC+IsM7fTBkhEollKKh8gXHjBcpIAYOEm9yM+JEVc74Fh067jPIqnAm8+iV4YkQov/ACfRJRN1cyzztiHDLshRnlkt8GbNhUZVZoNQxmTABkpRD8j9UH7Nm4ZsoFk7ub5guQOV4xtKjUSteTKUFWyY5sLsYdRsqelsJShJLgZhIfXV/njy5O0e1ji4yX5DxMKFJCd2YoqVMA0AduQtfwiLp1TQ5TxLlRyF2vk2VoglT8Spk0k4jaw0Od+LWEH0qZQC+jKiSgjAsOocwRYQr2KRk5PZ7Fbs6pWmYkJJYnJ9HvbKDZ2+gpJWVYy4F37C/CK9Usy0szLLvm4S3HneDEFMyXvFWJAJObksGvDS5snjbpxZVTWxatzzhqR7bRYppApBcbw6pBsX0J0MVxdu+HTszzg1u+40Fnbs7owYInKPD2ZvlDJSLEs7eHfDWJp3onkkLAxWwhgXAfgD7bwNMJNz9kZCibaPkMngwyZiAnfCb5FQsRxGkc4H/mQGkhlWc2Yvle9tYloKfGsDLue2piecoKYKWLFiQNPp+2FUbTODo5Ywp4/CP1DlHLb4GUYp3J/5G7VqwshKQyU2GXjaAIQjKUuWEMkkqJyk5ythFBS9IpnYZk8oI2pVA+rSnClNg5L8z3xmatMuUZYfpFdb5IF25mK2FW7seT0R0rl8/sWfkv8Az2l/xEj/AFEx0p5yP+WVX6AbtxJaObfJke7aX/ESP9RMdJ+cZZGzakjPAP3kxoxHl9T/AMsPvuc/polLBezJJUzB2uDpYu0YmVCcKRhSwPfpZ84EmTFKSXId+PgzZw9NLZyUtmL300F8zGtNvk32uyLiXtNJSEy04cNwMRLnjyMA1GzhMBUgthbEDkIAkgJD4zjB0yb6ItUT5akG6kzLWDMRq/OJtaeB1JSVSKxVIUqw4X5peJaZIfTs4QSmdbC9xdj3ZcPbBkylfeSzC7EAubW5wPJSBYlyjFBLdSs8ste6JVoRIGNSQom4ByMGbKRvOoNYC1uz2RXeViRjxJUSLsOA0/hyiCyxcqKSdIqdp7XMxb4QCxDWs8R0UvGbkggW7bW9pgeRSjMlxnb2wRPn4nZWEGzX+YZ9kelFUtjBqbdyBamVhJc6HmSTy07YbThyBxNyzMNYmlSA5d7NyOfjE0ilUlJUUm+TDPixzMcckhVjbfBmlmhO8uWFB8icxwtbKEivlAsJQYnJ3Yc9IynZ81YBTLISrInKLKm2AJTFW8rOx3QPm9sZJUzTBT7Fls+dS9Go9F0arYTo/wBUC7U2UVoStdQk8iXYQ0VEt1KUAoB2S5Yc7ZkQJQqQosrquWN72y4G7QiwyTuy7rgdSSkJYCY/ABwH5cYeWvZx22tfTP7YEnVgBdKAlINg/gzm8V1RtMqYEAAWtwD2eNkYvuQlmhFUbF5OVgXUqIDHozZiwujnCgfyORinlQIPq1agHrIzH0woSa3POyyk5WV1cFCcoknGSSk5a2fttnBmwQD0iCjCvD1vZloYAkT5nTqLYt8jeyAfnl2xsOzakrmLQE9Wzi/2x42S1sfR9Oov4jXZdEvolpCCSFg82DhwGuItdlbPBxzFrKSpDi2p77Q6bRqSsqAdzqbcbcIMlJOBQsVNZRfw0GcJKdorDCk/wNRnSJiVYiFAl78eMOoZasYse927+UGLpEo3itWK9gHc2fhaMUEuUVMnpFEB8gPZnq0V1bGRYvjX7hVJSqSsqTaWOLEu17Wt9UQy1SmWWXiN2AbwA+mLecpKUjEpKbuxtbQQEqbLDlBSSxNt4xJNs1ygo7X9/Ir5YWskhACdWS/KxPdlElZKCJYLpKnw4QPabZ698PkzgF3TMukqAKrcrXhhrUI6qQSeLm3G5cGH3vYzSiq5IScCAov0he2WFMQLkqOSbqzUTrrcsBFlJnlQ6RaUoT8YDeLHIXd84BqKuWsuRfipy/c/4aGV2LNRrkgStMsn4ZuPk9x4jjAxLuWiymVMoMECWQ2ZQX+eMyqlaSoo6NTi7JHPRnhk2TcVxf8AYqmi7Thp5XWSZitGdufItEStqoOHFJTiFnybsHGIAuQS6hMufkwO3yhoqMN4tN/QBWpy/GEkdkWXQUxcdIu2W7D5OzpSspyTyIwx3Wiawyb5X90N8mf57S/4iT/qJjpDzl/8sqs+oMs+smOf/J/ZSxWUyhhKRPkndLgesTZ49+85ym2XVH5A/eTF8LTPN62EoZY6l92c5erUQJhUnmLnwOvfBFOkscK0klmBLG1+De3WKxaXBvcctPxrGaZF3Y2/GcbdLLLJvwWUyQXuwD5sx7xDk0xDk4cvxnGCVsM7liQfB4IVL3sKTjbXN/CwjklsXikxlOlyzgsMnDjsOvZGwbHpVLOFar9v4aKiTs4rPvaRiI3nYjjZ+eoj0DYOykoI6yglnJ+bsjyerzOC2FzZJQWwRL8nwACBkLxr3lJsYBQSlTuLgDLkLZxuu3tpJQlkcG7T9EaTXz1Zh37RrGPp3Jvdk+nbnya8PJ1SH6QM+Qh0uhRLuyXyuzjnElTLViL5MAc7c884BWkZAHtUTl3R70E5R3ZsqMeEWM9aiLolm74lMVct0GGUm0lJOEJcF3YYQ+lzplwiahmdUFO64dhnfMEjPLO0AV06oxEDEWJ7W425R1QjdHZOlYTO2jUdGEHd1w6ufp+qAJSd7FOK2vbMvo45cIn2emYrfmKCW3goqwk8h3xHtyrSQFS0KUk9aYS4xa20784dOKdJEpPbUyPpC2QAGQws+vB4jqqpSuucvlMfDsbhFTOrVKUCqYo6F9AOHLSI+mBcvn7ItFeTLPOuEEqqUp0J00+2A5k4G4S3cYhWptAfZEkqpf5Noe0ZHK9i68h1qNQq7jolfvIhQ7yKmH0lTl/VK0+VLhRnyckW9yemloMxaJSXUrGMStWLqDG32Rtnkpszo8M0oRjWMhzv49nGNWmy5iJhKUAKCiXJJB4ucgM7Ru+w9voSlMuYlmyWkWJAD2zDWvHzvUyko/CrPqpKShSRcTtmU11TUl8y2JvZmY02eEvd0hznm38I2Gr8oZYJ6MYw2eQBjR9p7bTjICMeLNja/jEOlxTVuTbvz2/DwN07ljTeRv5X+xBXql4isKXgBfd0fV7HXSFRFLKMqyWLsCVkkWfFmNbQJKradLkJWl2cFynwCg8FolCbviaAEn4OQfkWb8ZxuapDRkpStUyt2tIUAgu4ZhbJuf2xXJlKOQLco2hICkYArEMrlTDVi31wIHllkBJJ6oBZOruSXPIGGjPaiOTp7lqv9QfZ6MIxr3UC4xZnshThLSMUtiC9yT23yZr9sCTSuYsCY6fHCGzYRF6SUKBTYAN2i/1w2kn6iSqtvPclq5s4gYw6btYNzYiB8MsuS6bZZueXARLLrGyGHk5KT3Q6QlJZyFYrMkHEnu1huCbqT5v8QXAkiyuFiCH4tnDpYXLKVsRexOrZw5cpGLrsP0bjuyguQZSThM1WF7ul0nXjHW9hYw38fmRKqpSrrlXu+EsCezSEoSFkBJVL03t4drvaJanZoUcUlQKWdiq45XvEEvZc0lsLcyQ0cVeR5LJdON/l+qIa2lMss7g3SrQjiIgw66RdSKCckBKpaVJubkW5g6GHT9im3RqLEndVy5hwYNa8g+nk94r8gfyWWfTKUAlvSJFv/kTHR3nOS+y6ofIH7yY8C8mtizRV0yiGw1Ekm4/rE5NHQfnDlFezqlIzUgD/APSY0YZLk8vrMco5IKS+7Ob0UuRBAU5cE20ZvbFijZRKQpQCQcrHTgCA8EVMpNOplNMUwskDDAM/aE5ThNuTv2RtWW1sbNEY8lhLokJFkqKjmVcOUHppyAMSwkKFkoLEjnFFJpZua1Kc8T9EWlLTKBBdm+FnEJ5V5NEPwoPpZaLYXfMkmxbhF0ra/R7rh9OcV02qky5IlhIM13fkIo61zOC3BcBtb5+MefLF60ieWGsstt7cKmLeGYbh7Ip5O3CV72I3D6A9sDVqg9uB9tzFdTOpgMyY14+jUY0SX+26R6RVrpZ8gFCsKxmAMzGqVclQ6qQblySAeXZEdVNwywhL6qbmDAM2vJZyx5R3D00sd77FdUY7Nj6ifMUAlUwpCXYDIe2IF12HC5Wog6qIDWza7W4w9VQWdVzp9vPnAMxCVdV31BIz1Yt4RtUUlwQnJ9ib0s3xAMzjC/0wGuqKS4xYVZjj2jKJpMwBC5ZQGKk4nG9Z8jp2QNNmJD8OAL5Q0VZmyTdLceqZLWBukHl7bfTEaqdDOSeBtf54yFIsQnEOLkX5w+fMSzF2fQgkey8USRCTvkGXKSAwmZ8rW74GmU4Hwgex4nT0SgQ5B5j6soeZEoB8avD6DCPcRxvwXHkKkdOo3foldnWRGYf5EFPpCmxe9Kzb4yOcYiE0rJSSsdWLmiYpczCASWB1D2ygnZ+0VELVMw4QAx7SzWJ0EV2DpZswrWXBUwsHYlgCbCDZtEcCJbPjU4bJgNTrmTHjyS4Pq8UpP4o8B+1PVyDgsDryObc41NSmFiXHJmjdZtKFSuiJezPzEaVOSUliLgmO4g6xNNMjKjBNBWFDi2E9YEZjhEClAtYZXzz4wzDFtmjCpNO0WCdoKTu4dzNIFrdrMRxcRZT6AKAUFvil4sLjF36GIKalKkNNSzMoH4R4jk9owiumylMpO58VnYHJj9sRe/Bthsvj4+g2SJgQ6EpKdQouXDPY/RAaZaFdUsWulbM+uGLCbs0k40qwhW8xJtnqO+BV7MmKS4CFc0KB8eZjsWhJwl4v77Aop7Ox7r9/ZDBLL2NuI9nZBVNTzZZcIU4DsQwb6YfOoiWmS0KY3Zgc+Q0+yH1EvTbVpARQWcgEcbn25cYypSGO6xOVyG8XeHmhmBnQbnRrxjpEoBACiohi7NzDMY6JTXO34jVjAGUgXIIL5gcxmIea69kJDG2dvbEU9aSXSGDZH2xkTU4GwnE7u4ZvCCg1NOkyedtaYoM+EA5D8Xhp2pNtvm34vEJKSODPpnlZx9URFPODSvAPLPybD5JbWmCrp0qOIGdJF8w8xOucdC+cKbh2dUqZ2QP3kxzf5KSSa2la/uiV7FpJjovzmTMOy6os7IH7yYvhSPP6ucnkg5Pj9zwWpqAwIUwOaTc27uZiKRXpd2LDkAPtisTNxXUCRmwP0w8KUQwTbg4jdLDFmj3Duy3qNsFSny0BVny7IJppM2YphiJ1A0bMNw5xTS5aZZ3nUpnYZA6Dm0H01UQ5dQDXI0J4nSITwqMdi+PI3yET5gUtr7lnvr80RCUVlxkLuPpiOWSEE5lTMdR2d0TVyMJCQScTO3bHIR07FG73AquY507uUQFkhy45QbPSlMy4sQAwse3I6QDUzHtLcB7P1m5njGszTdbktXPxISW0z7dIrp80XfOCagOAGAtpAS8KrpSQzOSXv+NIL7EcsmPpK4zD0UxVh1HAseBOZEE1NOSA4Di26Gfh2nnEVGllJJCSQoKDu/Yb2v2GJaisUlWJus9iHFzdnyv4RxRZyLWn4mRqlkhtSzHsdh8/jFXNlEKfI6Rfya5Kl2OEmwzYPYEE3blGaynKApJs7NZw/I8IdNCZMKmrTKSnGAsSL8Xt2iM9KlbCz5DthGUtyCHMTSdkqsohh45dkDl4IRhJ7UCzZJTzGTjW8C9GefgYupUggFsOjhRD5/Be/cImkotiYEaJsdNRmRC1Yzw2T+QEoieo/wB2r95EZiw8lZsw1CnAA6NTMkAdZDdkKJzW5KUVF0a7MWUzFEZ4yX5uY2ehqPWmST1EpZ+LXbleNdlv09nIE02GbYr21tEu0ZpTULWDcKtx/hHkTVuj6Dp8npx1fM3CNf2zRS8TrmBL5Wv7MxBk7a4ShCiklSk4mBijrNqiafWSwwyZRBH0HwiUIu7NnUZsemn+oybSoRdlrHJgPY5EEBOFglBSVZXBYcna8CSZ8tJcYydHZvDXxhtWcRKkqUXzfQ8OyK0+5i1xStD8GIk4rjUnu1eCBUrT1lgg8blru3DWKl4dKmlJfNuOUM4k45qL+uShSMSMWpbEcV+WoeKoAILHECHtlfQ2yOXhBK6kKSClO+k6Egt8m7sIkStFQbhlhOal2J9l4RWi83GbtcgYrJoSU43BPG/HuB1EJdVmMASo5FOJJ8AWhs4BBYoYj5d3h02ZLDAKWXF+RhvyJW+7+/zBps4mzqwjIExE5gybNlliAXGeQfvhk4JGrvwUD48DDJ/InKPzBsJjGGJwtPyvHL64SSjIAvxJ+oR2xdK8kITGQl7CHqWNPbDVzCczAc2RbeSww1lMTmaiSAxyeYl9eEdEec0tsuqs+4Lcd5Mc4+TH89pf8RI/1Ex0f5zR/wALq7t6v/yTF8KMHVu8kUvvc5xDEEKTfgDlwazfxiEz0JsyrdnW7IDUw7IllrFgQL3f2eFo3ORRTLBEpcyXjQXAUARqHyflY+EY2jOnIWUF04gDwdNmy0sIiGFI3SWLlVg1jpx74kkVaVyzLVLci6VvvAcODROVlr7XuWezyVBMsBwS4+ex0yifaUs40va48eyCPJ+hT0fSFK2BYEaEa/ZEdXT41hT2OXFxyiGPJqnRrS+Git2svfVqcWb6mBSbuMyRc+38c4ImywSouSCW79P4xPJp+jaYoCwsNL627Y2t0jPpcpWY6EgFTAAWcs17WcXyilrF4VbuXBs+3hBs6rUp1qLkqLDw04RRzCVKI7YIsz9TJVSCpc0tZh2xmZUE5l+fGK9CTxFucFBJLEcA/bFFKzGpMKpZSCLg4tOHedI2HZu11JdK0IUlQZlDUWDcI1+nABKlPYe3QRirnKd/C+Q0hJ41JUzTjy+mrLafI6RKloOAjNOZA4gah4qjRHVZV3H58oLTVFaemc4slZZ8W5iBNpLDgjdcOdXfJgco7GI2WUXuN9GVkxHMsHieRNSlwoEtoDrbUxXpnlVvmsYLxgoZQLhs8m+jSKUQjJdjYfJOseepP92Tow3kW9sKBPI8NUqAy6I5fpS4UZ8jqRKeSVjNnVNMKsGYghPSsd6wD3PGCPLSllpnBUtaViYHGAC17ZZx7qvZmxt4mno3DlTyUPbrZpjMzZeyEKY01IFAj+gRZ8BBfDbrpvzPAt5b6d6tVm7+Iqqa+hzntqY87PIJDcGAceMDIAdyAQLkE/a/hHTY2DspQC/RaNQWpgropd1G7O1zESdj7HNxTUeZHvKNC3xeNodYWlViy/1CMpN0cxwXI6iy1mH4+eOkk7F2QX9zURYOfVS7Bwm5w2uQIStmbIAAMijANwDKlgacrG45wPE33Fj10U+DmKFHT6dhbIOH3LRkqxN6lDnCSFMMOhBHdESNlbGIB9GorvnJlg2zsUuGeO+k/IvvI+DnbZSS5U26AXVoCQWiveOnJWy9kF0pp6PV0iUj4LkunDoxPdCXsXY6SQaaiBDu8mWMixzTHPRdjProuKVPY50p9plsEzeQeOfjc6RDMoQZZmoViS+Xwh23tHSA2NsfL0ai/VS/nwxKrYmykYnpqMYbK9VLDO9ju8j4Rz0X2Y38QTVSVnLsTU4BIfLWOlk7H2Mf+nof1crny5GM/wAjbH/s1H+pR2D4PG3baGeJ+SXvI+DmecEuWy0iIGOn5mxtkXxU9FZs5UsWIBFynJoU3YmyEllU1G4GXQy3bPLDeD0mN72Pg5lmVBVmE5NYNETx08rYmxwxNLRB8nky/wDbAlX5N7MdRCKOWCAwNNJLOkEEEpuGIN7QekD65PlHP/k2t62lLAe6JFh/3ER0l5xpYVs2pSSwKAH/AMyYrqfyc2elaJqBS++DBhppL4nThCVBOIEEpv3xte0JUtUtSZyUqls6wsApYXLg5izxSEdJny51OalXByRWyhLOEp734cIHWkuH3RzzHdHUC9l7JKQoyKQpzBMpGgBLbvAiGHY2xzc09CefRSzftaL+odlni3sjmPpxl7fnh1OUlQZSgRlbXxyjpkbH2Mz+jUQDayZYt/8AX8MeEPOw9kCxpaMOBYyZYsbh92DWvBxZ/KPLPJrbPR05AwrJDKszePZpCo5MhfSkrCcXVSNVR6zK2XsxF0U9Km7bspGdg1k3uQO+Euk2YVEGVSlQsfVoJsSGy4gxieBam49zYv8AUIJfys8Cm0KhMASDew7dAeYMM23iSejLp424R0CJGzAXwUow3BwIDZ5FvmhlVSbLWcUyVSrL5qloJd2NyOMaFKV7nJddCmkmczVE9hY5RWS1FRLc8o6om7E2OOtTUQcA3lS8iARpqCPGFL8n9kEWpKJiCfeZdwFYCercYrRZZTHkzamcsqkfGsdMsocHZshx1jqL+R9jhx6PRfqpbcfi8L9l4d/ImxySPRqIlILjopdgl3+DkMJ8Ib1l4E1o5jpVhr6kB+H0xLtCU5cEF790dLo2Pshi1NR24Spem6W3b3Ld8MRsbYxypqL9VL7fi/hjwMd9deBvVWmqOc9m2SoHM6cYgrA7FnYN2ajW8dLo2JsjFhFNR4wSG6FGJxnbC8JOxtkKOEU9EoksAJUs3ty5x33C8B6yqjmKSORBidYABKmJYO3fHRM7yd2Z10y6JCVFhip5LWAcAkAvcG/GErYWzQSGoxk49HlPZ87dvZB7heAWVeDw7yQWfSVJJ/oifFUv7IUdA7O8mKS01EumUFAspNPLDgkagXuIzEZTt2JKdshVWDE/Tpu4A9HdQI6zEZ9nznOXpmUhKp6TjSMPqLEqdKGIyIUHIPsi0Oz1kKBnzL8GDBwbN3+PIARnZayADUzc1Od0EhQysLNxF7xMmVXpILCXUB0pf+buHGJQVkGOEMA+nOIl1iDiwTkjfNvRnZJJADsHHVv8nui8OzZjuKiYLJDBj1Q2r3JuWaMr2cskH0iYAAlxZi2Fzk4djrrwsQCnn1fVUJwSFBr0zl04SrG3JScrPlDp09DuJyUhV0gU7llMpOnAiLVGzVgv6QvrYmYAZu1h29r30ZJ2dMFxUr6qgxCWcggHJ7G7PpABSLrL2qU4hce5rsX4jvs3GJ6aenEkdMk2WPeGdsarW0S1h8XtexGy5n9qmvfRNu5m9n0M87OmEJHpEyzuQEup2ztZiHtxOloAKdNchLn0hAZJA9zsQohkqDC4Ab28WGQtSpeJM5wkpCgmQgEYmsQfgkEWGhEWqtlrYe6ZoIBDhruoqcguNW7BD1bOWwAnrFrlg5N7mzPkO4c3AKdUxKpbGaCoTACRTkXAKgnC2li/Jox6aFqSlNSgKUySnoCQVgnFcjq3YPoYtlbMmf2ma17buuV2BDD5u18o2YsEH0hZO7mE3ALsbPf8ZlwCllViTdM9KjiTnTtzUQQkl3Nu/jiiRNQizzgqWtJ3fR/g4lC9rJDEM2d8jG0xmADUkz7MKhJIST/NtEhyA9mbDYcPB66lJUwnJStYCUg0566ihJUbXyIZ7PyjaXjMAGrTKuWVqackXBCVU5yJLAWBU+fHXjGJc9Pvi56FBJTf0cizLJA4ukEOMmjaXhPABXbOq5E0kSxdLG6MOeRDjVvZBO0lASlkqwgJJxM+Fhm2rQTEVTLxJKQWcEOMxzgA1k7QSMQVUDqqA9zkMogscrjVteMPTOGAjpkl1gJenvkHGH4SiVJLtx5taDZkwMBUzG5hJPiR+Hhv8kzWHuqa41ZN89G5wAU66tOXpCQMJJ9zaBmJs1m8IyqpAAV0qN4rUtfo5ulDISGY3BBF2zi8m7OWcTT5gxHRt0b1hw62edhGJOz5iS5qFqsoXA1yIbUQAUoqwhIHToTiwrSr0a2oXlqS3AjnphVcgDEKhNyS5pnthUWUwF8ye/J4tUbKnNermO2iUsLEWBfi93yDvEidmzQFD0mZcMCyd3K4tfIi/GAConTAl/XoAEwpPucEBVnFuOM3vmb2MPFRLULThiljfPQ2KiQASkhnszDjo0Wp2ZMYj0iZdr2szvlx+jUWjEnZS0gj0iYXA+KLgkkhhYl78W7XAKU1qDheoT1EhRFM7lyAciBazXbCcokqJhSVYp6EhKd73PYAlGfaVOw58Is/5Jmu/pU3wTlwybvh1XspayfdExKSeqAkjN8yCfBshzcAqPTpZABnpcFwRTjmLWbPU88gRDaerYhfTSzKCglTSGJCnOFiHAYi4fszfZ6OSpAZSyvmfx+HidoANSp6l1BJnpUXTb0ZmxHCn9F7nx7IcmsSDh6ZOIJUFEU5AxF8J5NYMHfDeNqCQ5LBzmeMIACwgA1ddSLrE9CXKACaf4RBxEnNiZai+nE2iKTUBLH0hCSBZqZhYJyLXsGDcW4CNuaFABqc2tQHT07Miw6DJYwYlGzYnGRbrDgIstlFClLQpSZikkgeqCcKUnCzsxuD4mLqMMM9fq/ifGADCEABgABwEKHQoAKY0ab3WHJNpkwZnkrmYzMoEEgkrdsNpkwWbVlX7YUKABq9nofHvvnaZMHPLEzXyhLokupTrBJWbTJgDkjQKaFCgAemgQAzrZ9ZkwmwcXKn0iOfQpCSxmfrZmgDfCjEKABVtMHQp1grUkKZaw4CCdDbqj28TEs2jS5LrFzlMWNTwVChQAKXRJxZry/rJmrg/C5RldGlgHXln0i3zOuJ/wADhChQADVtIkCypnWQPfZmSlJB+FzMPn0acBLrfeY9ItxYCxxWhQoAJE0SeMz9bM5/KhlJSJYKeYTh1mTCMnyxMbmFCgAR2egAAGYA2k2YP/KJEUaQ4BmXSoe+TMma29Y2zF4UKABChTcPMy/rZhyf5UM9CS+czh77M/3QoUAEQok4VF5j739LM0KmtigynpU4gXXZs5iz4jExy1jEKAC0EKFCgAUKFCgAUKFCgAUKFCgAUKFCgAUKFCgAUKFCgAUD16XQRfTIkHMai8KFABWy5PVOKY9/6Rfxtd68Z6EYjdbbwbGtsjo8YhQAOogXO8s2Oa1HXgTChQoAP//Z)
Precisamente, con el fin de poder acercar una somera respuesta a esta gigantesco interrogante, el periodista Robert Krulwich ha publicado recientemente en la página web NPR.org una completa compilación de este gran e interminable. Una compilación que incluye teorías de ambos bandos, y entre las cuales existen muchas que son realmente convincentes.”
Mirando ambas imágenes… ¿Quién podría decir, si no se les explicara, que son “mundos” diferentes”
La unidad a partir de la cual se configuran todas las fabulosas actividades del cerebro es una célula del mismo, la neurona. Las neuronas son unas células fantásticamente ramificadas y extendidas, pero diminutas que, sin embargo y en sentido figurado, podríamos decir que son tan grandes como
el universo mismo.
![](http://www.blogodisea.com/wp-content/uploads/2010/05/neuronas-cerebro-axones-conexiones.jpg)
Cuando seamos capaces de convertir en realidad todo aquello en lo que podamos pensar, entonces, habremos alcanzado la meta. Para que eso pueda llegar a ocurrir, aún falta mucho tiempo. Sin embargo, si el Universo no lo impide y nuestro transcurrir continúa, todo lo que podamos imaginar… podrá ser posible. Incluso imposibilidades físicas de hoy, dejarán de existir mañana y, ¡la Mente! posiblemente (al igual que hoy ordena a las distintas partes del cuerpo que realice esta o aquella función), se encargará de que todo funcione bien, erradicará cualquier enfermedad que nos pueda atacar y, tendrá el conjunto del “sistema” en perfectas condiciones
de salud, lo cual me lleva a pensar que, para cuando eso llegue, los médicos serán un recuerdo del pasado.
Veamos, por ejemplo, la Ecuación de Schrödinger
![cap14.jpg](http://www.librosmaravillosos.com/17ecuacionesquecambiaronelmundo/imagenes/cap14.jpg)
¿Qué dice?
La ecuación modela la materia no como una partícula, sino como una onda, y describe cómo estas ondas se propagan.
¿Por qué es importante?
La ecuación de Schrödinger es fundamental para la mecánica cuántica, que junto con la relatividad general constituyen en la actualidad las teorías más efectivas del universo físico.
¿Qué provocó?
Una revisión radical de la física del mundo a escalas muy pequeñas, en las cuales cada objeto tiene una «función de onda» que describe una nube de probabilidad de posibles estados. A este nivel el mundo es incierto intrínsecamente. Intentos de relacionar el mundo microscópico cuántico con nuestro mundo macroscópico clásico llevaron a temas filosóficos que todavía tienen eco. Pero experimentalmente, la teoría cuántica funciona maravillosamente bien y los láseres y chips de los ordenadores actuales no funcionarían sin ella.
![Resultado de imagen de Más grande el cerebro o el universo](http://2.bp.blogspot.com/-LFwXc91i4XA/Trp3yufDz_I/AAAAAAAAAEw/bl1Le7778sg/s1600/cerebro1.jpg)
Es curioso y sorprendente la evolución alcanzada por la Mente Humana. El mundo físico se representa gobernado de acuerdo a leyes matemáticas. Desde
este punto de vista, todo lo que hay en el universo físico está realmente gobernado en todos sus detalles por principios matemáticos, quizá por ecuaciones tales que aún no hemos podido llegar a comprender y, ni que sabemos que puedan existir.
Lo más seguro es que la descripción real del mundo físico esté pendiente de matemáticas futuras, aún por descubrir
, fundamentalmente distintas de las que ahora tenemos. Llegarán nuevos Gauss, Riemann, Euler, o, Ramanujans… que, con sus nuevas ideas transformarán el pensamiento matemático para hacer posible que podamos, al fin, comprender lo que realmente somos.
![http://2.bp.blogspot.com/_gcNb8BU50Hw/TStpK0vZ7kI/AAAAAAAALNE/lKkSQu1F8Yw/s1600/inteligencia%2Bartificial.jpg](http://2.bp.blogspot.com/_gcNb8BU50Hw/TStpK0vZ7kI/AAAAAAAALNE/lKkSQu1F8Yw/s1600/inteligencia%2Bartificial.jpg)
Son nuestras Mentes, productos de la evolución del Universo que, a partir de la materia inerte, ha podido alcanzar el estadio bio-químico de la consciencia y, al ser conscientes, hemos podido descubrir
que existen “números misteriosos” dentro de los cuales subyacen mensajes que tenemos que desvelar.
Antes tendremos que haber descifrado las funciones modulares de los cuadernos perdidos de Ramanujan, o por ejemplo, el verdadero significado del número
137, ése número puro adimensional que encierra los misterios del electrón (e) – electromagnetismo -, de la constante de Planck (h) – el cuando
te acción – y de la luz (c) – la relatividad -.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/1/14/World_line-es.svg/250px-World_line-es.svg.png)
Y, mientras tanto, nuestras mentes siguen su camino, siempre queriendo ir más allá y siempre profundizando en los secretos de la Naturaleza de lo que tenemos muchos ejemplos, tales como nuestras consideraciones sobre los dos aspectos de la relatividad general de Einstein, a saber, el principio de la relatividad, que nos dice que las leyes de la física son ciegas a la distinción entre reposo y movimiento uniforme; y el principio de equivalencia, que nos dice de qué forma
sutil deben modificarse estas ideas para englobar el campo gravitatorio.
![](http://4.bp.blogspot.com/-8nDYFTbKDAM/Tg8JozeDyqI/AAAAAAAAOeA/BQE73udInaU/s1600/quasar.jpg)
Mediante la combinación de diversas observaciones de telescopios, y la ayuda del trabajo de modelación avanzada, el equipo de Emanuele Farina, de la Universidad de Insubria en la provincia de Como, Italia, y Michele Fumagalli del Instituto Carnegie de Ciencia, en Washington, D.C., Estados Unidos, fue capaz de captar como tal el trío de quásares, llamado QQQ J1519+0627. La luz de esos quásares ha viajado 9.000 millones de años-luz para
llegar hasta nosotros, lo que significa que dicha luz fue emitida cuando el universo tenía sólo un tercio de su edad actual.
Todo es finito, es decir, que tiene
un fin, y la velocidad de la luz no podía ser una excepción
Ahora
hay que hablar del tercer ingrediente fundamental de la teoría de Einstein, que está relacionada con la finitud de la velocidad de la luz. Es un hecho notable que estos tres ingredientes básicos puedan remontarse a Galileo; en efecto, parece que fue también Galileo el primero que tuvo una expectativa clara de que la luz debería viajar con velocidad finita, hasta el punto de que intentó medir dicha velocidad. El método que propuso (1.638), que implica la sincronización de destellos de linternas entre colinas distantes, era, como sabemos hoy, demasiado tosco (otro ejemplo de la evolución que, con el tiempo, se produce en nuestras mentes). Él no tenía forma
alguna de anticipar la extraordinaria velocidad de la luz.
Parece que tanto Galileo como
Newton tenían poderosas sospechas respecto a un profundo papel que conecta la naturaleza de la luz con las fuerzas que mantienen la materia unida y, si consideramos que esa fuerza que hace posible la unión de la materia reside en el corazón de los átomos (en sus núcleos), podemos hacernos una clara idea de lo ilimitado que puede
ser el pensamiento humano que, ya en aquellos tiempos -en realidad mucho anters- pudo llegar a intuir las fuerzas que están presentes en nuestro Universo.
![](http://exterior.pntic.mec.es/pvec0002/images/fision_fusion2_adrian.JPG)
En los núcleos atómicos reside la fuerza (nuclear fuerte) que hace posible la existencia de la materia que comienza por los átomos que, al juntarse y formar células, hace posible que éstas se junten y formen moléculas que a su vez, se reunen para
formar sustancias y cuerpos.
Pero la comprensión adecuada de estas ideas tuvo que esperar hasta el siglo XX, cuando se reveló la verdadera naturaleza de las fuerzas químicas y de las fuerzas que mantienen unidos los átomos individuales. Ahora sabemos que tales fuerzas tienen un origen fundamentalmente electromagnético (que vincula y concierne a la implicación del campo electromagnético con partículas cargadas) y que la teoría del electromagnetismo es también la teoría de la luz.
Para
entender los átomos y la química se necesitan otros ingredientes procedentes de la teoría cuántica, pero las ecuaciones básicas que describen el electromagnetismo y la luz fueron propuestas en 1.865 por el físico escocés James Clark Maxwell, que había sido inspirado por los magníficos descubrimientos experimentales de Michael Faraday unos treinta años antes y que él plasmó en una maravillosa teoría.
![Resultado de imagen de Electromagnetismo](https://concepto.de/wp-content/uploads/2019/04/electromagnetismo-campo-magnetico-e1554752516693.jpg)
![Imagen relacionada](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR8ohI7xXxJAVIkePZZtxKylP_m4jOTQnDwuhSiUdlEKBBOkVhENA&s)
![Imagen relacionada](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTnG_zSpQKCy5AL1Aht8TfGcUFPQPz_5Iucwc11mzxENcT-455VJA&s)
El electromagnetismo es una rama de la Física que estudia y unifica los fenómenos eléctricos y magnéticos en una sola teoría. El electromagnetismo es una teoría de campos; es decir, las explicaciones y predicciones que provee se basan en magnitudes físicas vectoriales dependientes de la posición en el espacio y del tiempo.
Esta
teoría del electromagnetismo de Maxwell tenía la particularidad de que requería que la velocidad de la luz tuviera un valor fijo y definido, que normalmente se conoce como c, y que en unidades ordinarias es aproximadamente 3 × 108 metros por segundo. Maxwell, guiado por los experimentos de Faraday, hizo posible un hecho que cambió la historia de la humanidad para siempre. Un hecho de la misma importancia que el descubrimiento del fuego, la rueda o los metales. El matemático y poeta escocés unificó los campos eléctrico y magnético a través de unas pocas ecuaciones que describen como
estos campos se entretejen y actúan sobre la materia.
![Resultado de imagen de La escalera infinita que subimos para saber](https://unlugarenelarcoiris.files.wordpress.com/2010/02/escalera2.jpg)
Claro que, estos importantísimos avances han sido simples escalones de la “infinita” escalera que tenemos que subir y, la misma relatividad de Einstein no ha sido (después de un siglo) aún comprendido en su plenitud y muchos de sus mensajes están escondidos en lo más profundo de nuestras mentes que, ha sabido parcialmente descubrir
el mensaje de Einstein pero
, seguimos buscando.
Sin embargo, esto nos presenta un enigma si queremos conservar el principio de relatividad. El sentido común nos diría que si se mide que la velocidad de la luz toma el valor concreto c en el sistema de referencia del observador, entonces un segundo observador que se mueva a una velocidad muy alta con respecto al primero medirá que la luz viaja a una velocidad diferente, aumentada o disminuida, según sea el movimiento del segundo observador.
![](http://ffden-2.phys.uaf.edu/212_fall2003.web.dir/erik_johnson/pics/expansion.jpg)
Estaría bueno que, al final se descubriera que alfa (α) tuviera un papel importante en la compleja teoría de cuerdas, ¿Por qué no? En realidad alfa, la constante de estructura fina, nos habla del magnetismo, de la constante de Planck y de la relatividad especial, es decir, la velocidad de la luz y, todo eso, según parece, emergen en las ecuaciones topológicas de la moderna teoría de cuerdas. ¡Ya veremos!
Pero el principio de relatividad exigiría que las leyes físicas del segundo observador (que definen en particular la velocidad de la luz que percibe el segundo observador) deberían ser idénticas a las del primer observador. Esta aparente contradicción entre
la constancia de la velocidad de la luz y el principio de relatividad condujo a Einstein (como
de hecho, había llevado previamente al físico holandés Hendrick Antón Lorentz y muy en especial al matemático francés Henri Poincaré) a un punto de vista notable por el que el principio de relatividad del movimiento puede
hacerse compatible con la constancia de una velocidad finita de la luz.
![Resultado de imagen de la velocidad de la luz en el vacÃo](data:image/jpeg;base64,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)
¿Cómo funciona esto? Sería normal que cualquier persona creyera en la existencia de un conflicto irresoluble entre los requisitos de una teoría como la de Maxwell, en la que existe una velocidad absoluta de la luz, y un principio de relatividad según el cual las leyes físicas parecen las mismas con independencia de la velocidad del sistema de referencia utilizado para
su descripción.
¿No podría hacerse que el sistema de referencia se moviera con una velocidad que se acercara o incluso superara a la de la luz? Y según este sistema, ¿no es cierto que la velocidad aparente de la luz no podría seguir siendo la misma que era antes? Esta
indudable paradoja no aparece en una teoría, tal como la originalmente preferida por Newton (y parece que también
por Galileo), en la que la luz se comporta como partículas cuya velocidad depende de la velocidad de la fuente. En consecuencia, Galileo y Newtonpodían seguir viviendo cómodamente con un principio de relatividad.
![](http://www.partecipiamo.it/astronomia/immagini/The_Antennae_Galaxies_in_Collision.jpg)
La velocidad de la luz en el vacío es una constante de la Naturaleza y, cuando cientos de miles de millones de millones salen disparados de esta galaxia hacia
el vacío espacial, su velocidad de 299.792.450 metros por segundo, es constante independientemente de la fuente que pueda emitir los fotones y de si ésta está en reposo o en movimiento.
Así que, la antigua imagen de la naturaleza de la luz entró en conflicto a lo largo de los años
, como era el caso de observaciones de estrellas dobles lejanas que mostraban que la velocidad de la luz era independiente de la de su fuente. Por el contrario, la teoría de Maxwell había ganado fuerza, no sólo por el poderoso apoyo que obtuvo de la observación (muy especialmente en los experimentos de Heinrich Hertz en 1.888), sino también por la naturaleza convincente y unificadora de la propia teoría, por la que las leyes que gobiernan los campos eléctricos, los campos magnéticos y la luz están todos subsumidos en un esquema matemático de notable elegancia y simplicidad.
![](http://3.bp.blogspot.com/_V4bU61EIUlA/SsEtfAnTdVI/AAAAAAAAAMw/TveAtAVn2BM/s400/reiki2.jpg)
Las ondas luminosas como
las sonoras, actúan de una u otra manera dependiendo del medio en el que se propagan.
En la teoría de Maxwell, la luz toma forma
de ondas, no de partículas, y debemos enfrentarnos al hecho de que en esta teoría hay realmente una velocidad fija a la que deben viajar las ondas luminosas.
El punto de vista geométrico-espaciotemporal nos proporciona una ruta particularmente clara hacia la solución de la paradoja que presenta el conflicto entre
la teoría de Maxwell y el principio de relatividad.
![Resultado de imagen de La perspectiva espacio temporal de la luz](data:image/jpeg;base64,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)
Este
punto de vista espaciotemporal no fue el que Einstein adoptó originalmente (ni fue el punto de vista de Lorentz, ni siquiera, al parecer, de Poincaré), pero, mirando en retrospectiva, podemos ver la potencia de este enfoque. Por el momento
, ignoremos la gravedad y las sutilezas y complicaciones asociadas que proporciona el principio de equivalencia y otras complejas cuestiones, que estimo aburrirían al lector no especialista, hablando de que en el espacio-tiempo se pueden concebir grupos de todos los diferentes rayos de luz que pasan a ser familias de líneas de universo.
Baste saber que, como quedó demostrado por Einstein, la luz, independientemente de su fuente y de la velocidad con que ésta se pueda mover, tendrá siempre la misma velocidad en el vacío, c, o 299.792.458 metros por segundo. Cuando la luz atraviesa un medio material, su velocidad se reduce. Precisamente, es la velocidad c el límite alcanzable de la velocidad más alta del universo. Es una constante universal
y, como hemos dicho, es independiente de la velocidad del observador y de la fuente emisora.
![http://1.bp.blogspot.com/_izXgyZyERt8/TD5SSEgSC_I/AAAAAAAAAKs/Yz8_ncHGpzI/s1600/5_4gw_mente.jpg](http://1.bp.blogspot.com/_izXgyZyERt8/TD5SSEgSC_I/AAAAAAAAAKs/Yz8_ncHGpzI/s1600/5_4gw_mente.jpg)
El Universo está dentro de nuestras Mentes
¡La Mente! Qué caminos puede recorrer y, sobre todo ¿Quien la guía? Comencé este trabajo
con la imagen del ojo humano y hablando de los sentidos y de la consciencia y mira donde he finalizado…Sí, nos falta mucho camino por recorrer para llegar a desvelar los misterios de la Mente que, en realidad, es la muestra más alta que el Universo nos puede mostrar de lo que puede surgir a partir de la sencillez de los átomos de hidrógeno que, evolucionados, primero en las entrañas de las estrellas y después en los circuitos de nuestras mentes, llega hasta los pensamientos y la imaginación que…son palabras mayores de cuyo alcance, aún no tenemos una idea que realmente refleje su realidad.
Pero, ¿existe alguna realidad?, o, por el contrario todo es siempre cambiante y lo que hoy es mañana no existirá, si “realmente” es así, ocurre igual que con el tiempo. La evolución es algo que camina siempre hacia adelante, es inexorable, nunca se para y, aunque como el tiempo pueda ralentizarse, finalmente sigue su camino hacia esos lugares que ahora
, sólo podemos imaginar y que, seguramente, nuestros pensamientos no puedan (por falta de conocimientos) plasmar en lo que será esa realidad futura.
emilio silvera
Ene
23
![](http://4.bp.blogspot.com/_IP-xhn2P2rQ/ScrfzdIeD_I/AAAAAAAABAU/BvTFMCAOwdU/s400/slacs.gif)
Ahora todos hablamos del LHC. Sin embargo, la historia de los aceleradores no comenzó con éste moderno y complejo conglomerado de sofisticadas estructuras que hacen posible que visitemos lugares muy lejanos en el corazón de la materia. Tendríamos que recordar al acelerador lineal también llamado LINAC (linear accelerator) es un tipo de acelerador que le proporciona a la partícula subatómica cargada pequeños incrementos de energía cuando pasa a través de una secuencia de campos eléctricos alternos.
Mientras que el generador de Van de Graaff proporciona energía a la partícula en una sola etapa, el acelerador lineal y el ciclotrón proporcionan energía a la partícula en pequeñas cantidades que se van sumando. El acelerador lineal, fue propuesto en 1924 por el físico sueco Gustaf Ising. El ingeniero noruego Rolf Wideröe construyó la primera máquina de esta clase, que aceleraba iones de potasio hasta una energía de 50.000 eV.
![](http://www.blogodisea.com/wp-content/uploads/2010/09/centro-galaxia-sagitario-a-sgra.jpg)
![Hallan, en el centro de la galaxia, un nuevo tipo de extraños objetos hasta ahora desconocidos](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRnhLkuBxZEpPubq-TIcZsvJhO6FcAA0-5Kaw&usqp=CAU)
![Agujero negro supermasivo - Wikipedia, la enciclopedia libre](data:image/jpeg;base64,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)
La técnica de la interferometría de muy larga base a longitudes de onda milimétricas (mm-VLBI) ha permitido obtener imágenes de los motores centrales de las galaxias activas con una resolución angular de decenas de microsegundos de arco. Para aquellos objetos más cercanos (M87, SgrA) se obtienen resoluciones lineales del orden de las decenas de Radios de Schwarzschild, lo que permite estudiar con detalle único la vecindad de los agujeros negros supermasivos.
![Agujero negro Sagitario A* del centro de la Vía Láctea: cuatro objetos G aparecen cerca | Estrellas | Ciencia | | La República](https://arc-anglerfish-arc2-prod-gruporepublica.s3.amazonaws.com/public/CBEILJ4ICJB37GBF6COQ7CBXDM.jpg)
Veamos que nos cuenta: “Desde el pasado pero, ¡siempre hacia el futuro!
![Diamond Light Source | 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)
![Diamond Light Source - Wikipedia](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwoICAoJCAoICgkICAsICAgICBsKCwkLIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDg0NFg8PFjclFSU3KysrKys3Nys3LS0rLSsrNzcrLi4rKy4tKysrKysrKyszNysrKysrKzcrKysrKysrK//AABEIAJgA3AMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAADBAUGAAECBwj/xABDEAACAQMCAwUFBAcGBgMBAAABAgMABBEFEhMhMQZBUWFxFCKBkaEjcrHBBxUyUtHh8CQzQmKC8RY0kpOjsnOi0hf/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID/8QAHREBAQEBAAEFAAAAAAAAAAAAABEBAjEDISJSgf/aAAwDAQACEQMRAD8AuED8vpT8T+GenfSyReHd3eFHSPH8K0hyN8flzpmN8/zpAA+flRo3x1yPOgkVOR16eFbT3fj0yaUWXA558QaIsvLr8OtA4r+vWiq3+2aUSTx/nRONy9ehxmgY/HpXJ5fHwoDTc+7nyAzWGfz6dDRRD8fStFv98UITju+POuGcHLDvXHWgOZMjl/vQWm5/nmgPMMkZGeuK4LnP0xUDYlA+BrTS8vh39KULkePPyrjifUd9A1xfoa6Eg+nKkDNz/DBrqObPhy8qB4v9TnOKHK2BnzxQON64x3muXlzy8O40A5X9edAZuYB5eYNduc/DpgVwY+fP1ojJOmRjn0pSaMsQSSMDn6U7gd/cPhQZSMfx76KSkOBy58sUrLJ9O7FMTEZ9OgpCZufd60RzJJSjPz5ZruQ8vXxFAOfH60FticD8jimUIPTHPzqLil8O7qB3GmFfHMd57qCQCjPd069a6+XgRSYmPnRo3yOfd9aKcRR5eVdbPCl1f08cE0ZZf9sVATBX1FDaQjuPLurOJz59D4CtFh358qo5MpPjWb/n6d9YXHdjyoZcY7uZoO+Jjx5eea2s39Gl9+Dkd/UVwW9fTNAf3Q27J+PdWmfP4jzoBbr/AFzrW7woDBvXn8a4c94zXIbz6HIxXDknrQje/wDDmTzrA+OfwoRfH8DXDN69aBriZ7z4YrWSenX8aAufkKNG4Xr+GaAyDHX1rt3GOYoBlHl86DJLn4dDUBHk8PiO+o97zL7ccgSMmjcTx60KTb12jce/FAGRs+PTu5UpIQf9qNI38qVkfr4D60oDNgfE91Lnr/Ku5Gz/ACpdm51UT0RI8aaRjnv8s0lG/Pn86cjOcdaBtDu/KjJy8OtKxnv58+/NGVs/xoGk693lXe/+iaAH8/nWb8/HxqRR9+fzxWicd59aCH+nfjurrif1iqNljXDZPf31pn5c8UIyDJ+WDQbIYE/XBrgt455Vhb+Oa0W+nLFQYXx39e6s4lDd/H4iglh51Q1xPStF/r50rvHifU1rif0OtQo7MT8vCuc+OPnXBYgZIKjvJG0UrLf2yft3NsuO9rgUVICTA/nXJkwe/wCdQs+uWSD/AJgtnPOOBnX54pRe0MErvHBDfzvGASEtto8upqUWIzH6c+dcGT18etV6TWbz3uFpd3tUYEkxK7vDkB0rhNS1RhhdObdjdyhZwRSiwmXzFDaTPf4451Bh9bkYD2cQlgSpkttqn4866ew1qSMs0ir7pxEk3Dbd8B/WaCSZh5n050FzjuPPxGKiTo2sOPfmiXIOBLeEEHJ/lSD9mL5pkjlljw4DvKJjJHGfd/nREvcTRoCWlhUAZOZQMVHSanaK2GubcHw4tAXslMrDizoQWTIji3Hh88/Qiuf+FvC4uDyUFkszhjjrzqi22YlC/bvEzZODDGYht9CTT8Zx/XWoy2uGl5iNgm504hcHJBx0p5T/ACyaqHY35d/LnTCEHvHgajw2PHzxRFk9fWgkQue8eBrZTHh5UpE5PU9elM7jjn3Cg0fhy+lc5/ChtIfyziud/p6ZoDg56+HfUNqM0qatp0KPthuDKJUAzvqQklWNGeRkREGWeR9iqKg73UbWS+s7uKRpEsxI4VU53BPTGe7l+FFTrAjuPPw76Wub2C1ZVuJoYnbkkckmJHPkOpqL1rWLcRqjcSSactF7Guo7GhfzVR+fcaX07WrXRoz7JFZm4ClpbqSyZ5ZZfvfu+QxUErLfxltkUV5M+AwjgtTkj40vMdU2NImlmGMRu6tdXOZCB/lA/OuJu07StPcI6K8kQjgWCyzsYHl1PLlSd12wvAskYnv8gYgkWJIQW/6aB1dO12Z2US6bEqqjFoRxAR5Mc0rNoWsu4Se9l4eULtFc8JDz/wAoqIve0CwWkyo13maRXBa+ZAfE4yBUHLqvtqiytorf2q8ni02OTjmSRdx65ZuR60F/XsMHkZnupHAjLxuRxefmcmmF7HW9mVuYZJrqS3Dz29hMvskbH90dA3f1PfQj2oGnWy29l7LFbWZECYkbcsQzj4n61H3fay4uJJouDYXDYy5ksmumCY6YPu57qgetdRtba7uSNMltZorXfcSSXAvI4Ih5A4HX5mmri90mOzW9uoYYFn4UCq0OyaVj+yuBzPIH4VWb17horwxwadapcok7M0PDO3cCA4znBPh4VWu1WoyzSadYzNDiASXMkFkdsMco5DA9Ko9Gh7SLdQtLa2OsSqT9kU098Sr64PKkbjWL6O6SKTTpLfiRNIk0keXKgjP+IeNUe+1qwhuuBummFnHDbKRa8ohj7tI/r21kk3lrtI1haCMexBy7lsn/ABjHdQek3utXjq4s4LdRnbG9xqUasP8AyVFaZr1/LFIkh04SQXUsEkj6ioLkeQB5edUsdpo4GUJ7bzycpHwyf/LSkGt8NGAS7Z5biadlM4Ce8c+NEr0DUr2/nVUhv9Ot2DcsRzXG748KkoLy81SBdl9HbOGZMxWkjgkEjOcAd2apLa/9oN1mGCYTEhjJHzjNastRjiiUCy3OGeRZhMEOSc90X50FmXUZryBXn1CdCd6lYbXYq4JHXiL4UhJcRhjm+1AnvPtiLk/96oCPUHiiEYgPJncMbpkzk57l86Xk1GcsSITgnP8Azs35MKovtr2vgt0jjmhmDTF5FcOuxdzZ58/Op+TtLZQ2q3DOP2iJIDIFlx6ZqIsuwFqkT+3zWI2CW1Zri5wEYcgR3dO+hXXZfSbeNg97bfZrCjTRyM6Oe/u51FiYue1Wlmzt7gzZDNLJJap70qgDw9aFd9srFI4DBIJ5JlV2jXMfDB9agb/s9p8dutzFZ6pdRxhYCbOIwxXLH90nr48qjNHtXmfhWPZ/UZBEyrJHNGzl38N/dSi7aL250y6E2+SS2MDlQsy7uINpORj0qcte0VlNFJKkwaMW3tcBC7mkjwP49Kpdz2KmmkhuY9K0mzhMcQmspdQkaZD99W2/KrZa9lLKGK2f9XaS7x2qQ+5EZBGPXcSTy6nnQIdj+18Or3ctpeBbd4y0scuMRtF5+Fatu0Us9zKm6ERrNHGpjh2q0ZkK56+ArV72ZHs7xxPDa8UkyfqvT0tncZ6Fzk0hcaPdR20cdqty88E8ciT3M6FpI+9SQmfP1pRB9o9dub8rHJcRpHGd0cIGIn88Dr1oYguJIkRb+EMqSOEktTIBJjIPNfHNSWr9lb10h9mjsrnBZmNxelpwp7hlRUXcaPqEXBDW80L8QvLJFFxE2fu4FEcXSXB3udWmZDas0bRwEIr5593hXIs4zwWOp6iVRA8gSN1BTA8CPP50pcJdpIWi3QooYCK7jZSJMd3lSlvcXr7vtLXhtG0Z97hu7fH41RKRWFhIrB7/AFG44swSJPYZJGkYMPdxu76k4uwklxgJb6rKJlaIcS1S2cd/7LuDzxVehvbyK4UI5Vo3babe4CSRoRg4xRLrUb1Sxa5kzHMMH24lZT6+H50EnqXZW202MNqMfs4aIbDLdW4d8HuHEzUXZz21hqFlJpzjlP7QZCV2mQKeuDUSsxubqQyBlmWOVnkafeJPHJNDleRigiVnlj4TxLG3Fbd0xj40F5e+kmuUY29muMvGGui4U58xg8qcgvnbY8lvatxI2yPbWQSSfAeNUy9vdTszbpKJrebGY0uLbB2/H4V1ba7dQRNI82VjkdxG0YjLPk99Bbru4uJHQCCDbAmwhrg3BQE57xVT1afdqttxpA/BtbZECjHETd0+priDtNfrPNieNNpjkzJa+6aC8ct+vt8jLJLbXEdshhGFK4J6eNBcrywsE3B7HU9zHJK3IJ6//DSo9h9ouDLaXwWBYgoN6UCsc56Q0tqepRK3OWL+7DDMkeMdfGoePUhJLdCA2paV43XKqV2c6CzW81g5PBsLuQN1I1SXn8oKTtLq19m4k9nMzvdXGSdQmTHveUVV8aq3CZf7KzMxRCqIwrLTUVTT49/BJDyMfcXd1qCwcezkUmPTpXJYvkX9y4J/7dCsJ7d7OImwZ3IYl2luWYjJ/d5VW21XdHIOHGcDO7hqMf8A1riLUP7KkSxqWjTYzcFT3/coJqG9tY7ONpbGNiTIokka4LEbj4HFKm/tM8rGHHpcf/qog35WCKIJESi5LGEEf+lL+2uf8Nt8bRM/+tKPaWtJrDWXuNaxJHJGbe3urqLjpp8v76r0x+FOaXp91Z3EVzf2MGpwhAsWqWOovLFws9TH416JJawSqytIsiHOIpI/2T+NVi97OQwSiTTbm80uVSWPC+2gd/MGo0q36RrCXV209rBWuoo5JIAICp4crlcDOfX5Vc9I0GPS4pGtYnSWc8SVpwXR5fhVQ1T24CI3FppmqTRahbZutPn4N/J73QqMGtPf6eJszXWu6HeAARx6pK8UO316VBdriWWJV42ly3EiMVZ7C4RUceOGb8aqHaTtd+rrOWe30nU47hJgj/rKy4UUac+YdORxjvrHl1y5960vbPULY8N1CIt0WPnjnRLi/RwbXWLTQ5S42yNJePZ55/utilMeaah241S4UST3lzGrQGOHgbY0ZvE4HM1I6L+kG+DiFktr8cI7Fu8RSI33xzPL1NXptF0HgYfTbBISBIht5UmEYHmDyprS00a3cra+yw597CXJXJo3vXP1M6Jdx6lZQXEyLa3EsCyyWc4Ikg8uYpmSz5Nwo2k2kc7cLJurdvb6bxt8LWyzhuKZreQJKf8AUKkZb9uGEjvLdnjG4S3UazOB9Krmh2tmHvG3mORjZcW+8gVWe0+vaTYgwm0sZbpCgkSZuGVB8Fx734edF/SPq2pCyiFnKyGK7ElxNYQGJ5UwcAZ5Hn1Fefp2j1S6Hs0c7xlYHUqlkJJWJ6j9kfTxq7rXPObnkbVO0ljM5NlpUUkSFeFcXESoJTnmeQHLl0z61z2ZtLbtDPJZXkQt5wWuo2tYwsbpyG3l4E1F2fZrVb2TJtpY1ZtxkuztY/CrNY6TedmbKa9MdqLy59msFkjcrwV3c29azm7+OnfPp5nx261J2Y0WxeRZr5rqYCRXtrJd8o8QTnA+Jp+PsFo8kbNbahcwtheHLeI9r7w6H3gM1G9ndQttMLTW9m16pnzJYNeO6M3ex93PzoNx27a7kfbp+mLiTbHJLE05fP3zzq1xia//AJg0kYF7cy3EkasY5YRwhwzz6nPzpW6/RyHjkngupWjBLkblaNW59Gp/SrTWjp/sq3ylFkjZdPa0F1bwhe5sHn93pyFVjU9D1DS+Kpv7YzTxskUUUrRkRn9qQju/nVQxp/ZXV9QdheXpkS2XELx3wuyhPl3Cp227HXEMZ3SNKxvFujxIRsKgEY5etRHYvdpetWWGuZ3umNlIJJ/deAg5bHkR/OvZIoo3QHkc96jlRXj0nYnUlXhxiOUhZFUtlGPubRS3/A2prNxZLe290NlXLkk8vLyr1/WbYCzlUQm5JCH2QNt4wyDjnXnk91bWWnSai+jXNtGs8t1bidsmS5ZiBz3gr8mHlRrObiv3HZuZFIlsIRgbsJORlvjSlr2anl4rS6emTI2zfchTw6Ba6zqMTM0UtwD7+Vi1EOjePJgalrPt/cW93ELqOW4gjhb21JrZDKjZ6grj69arCPuOzToMG0PItnF1yxUdNoRSMu1pMGSPexFyAN1eqSxyXlsl5bxsxuLZZ7a3udsRUnmAeoFUfVe0bWFxC1xbwSHhyRnSZJd0BXmpYsB72Wzjp0FBWV0kMrYhvN6AcRAwcq2KUWzt3AbiTJkZKt1BqxwdptkZVrFngI3POHWclPDcUqOu1R5ONbIVtrjMttFsMhhjyRtJ8iCKg+qP1VZnBEZVhjDLIQRRmszwwiyEqOiyJxAKgbftGSQHiiBcIVHtnCOP9QqTi1kcjJbXahxuDLiVSfUGildV7PR35hExB9nuIrhGNuGOQc49KM2jjhbEkkdApUQzjjxfJs1IJqFsxAMgRiQMSHbzppGRxlWVgO9TmgoVz2Ds5zK5sIYpSQ8dxpk5sZmPnz2mo6TsjqEClbDVJhHjYbTXdNE8ZP3l/hXp+0VrZ6/PrUHj7aPqdllZtCgvNwJluOzeoCGRv9Pu5+VQMzaEXaK5k1XSZif7nVLYRlG+8oQ/U17pc6fDcf3sUbHBBJGCRUNdaGFiESyOLcE5tJYUvLcj0YZ+RpFryNtC2lZ9O1OGaPhsVkjvnUcTy3gj69aX4XaC2Zri39umjGdxgh9pjB9Ymb8qvGo9jdPZZGGkW3tG73brSbxtJkYfPFQcugvbGU2mo67aPCofiarYrf2oXw3r73KpBDWna++tgqvsfLCNoTGrPt8xyapmHtnHtDXME0LkAHMOIz8/40pJb65PEqxNoeswldkUUEu5pPhIpx6cqjpLaG0ZhqnZ2/sAwDcazjlgCj70bFfpQW637U2TOCvBdSQpAHDlX5bhmo/XX0zVYnW4m1a3jljMZjlUwxuD4buRqpx22hXsh2X1xFcFdii6jivwo8DuCPTE+hTiEix1TS/d3e6WkspJB4e/uX5GgF/whZg5tdUulARQD7emFHwNS8HYqwijUbkkniQxm5vnMoC/DkOtVeXs3rR3SmzuLiMsWY2SR3at/wBvnStvPcWdweLcXlryCESM9od3+rH41SJt+w2q2532j6fcbQTFLBEYJQSOuQKYTsfq15MJ7lYrDJ2gxTm5nWPHMZPicnNLab2g1iEKYtUmlAYEiT7aJh64api3/SDfKxSaK3cqACeFsOfgevwpUS+jdjrC0dJo4Q8233p5n3ux8edW+yuFij5Hkg947sBRVLT9IULH7a2i5qu+G3ugjB/R8Uf/AIl067mtXuZLuPBlVLecmO1WT94kZyfKgtNxrcY2iMTSlyVQwx7lJ9a8v/SnrE1yLO3lgZrYXExkUODKze70IzirjJqenz3LXC6lZzybVSxhmcBIFz1I/PzqOm0K21JSb+S0mvGlmSEWp2RRtzwV59w76p748gNqpXfC8iLtEpXdHJIBj1BPpissbxI54eFFLK0RkZnxl5fDI/rrV5n/AEfx4SSWG5t04kUUi/tuQBzOOpz3VK6H+jQQ3TTLcSCMRPwFnISSV/3sdQAai+AIdfltNFiEKSx3FvZLHHGJOIQ+POqLJqj3ccYlkupYg5dkntkn4gq9T6FcyO9nd6ZPbyQxFI2s7oXiS3HTJHJh61WT2CkeF5I7neyM4ljVMvDj97vqogEmiLSrMzQgSM8US7okjTyHx+nWj2et+yW8cQjs3OCzFkZWznvxyz0rc/Zi7jbqp8wuwUnd6Xfo6iSGVyUBVtu73aD6XhsFlZESJEkEW4xBt6/I5+ldLYRwM0e/hQgq6o0Z4We8qDzpeB4GyI5JFMcgLyxv7THGnh3N9KlIbl0H2waaDev2qw7wVx1OfyoOFtW4RIuZIpCBJIpIuI0PceuaNJazIzfbWjcMM8soPDeNeo+FdQA5YQyhhmRFjT7OWNMA+6Py864iuLwEiRIpQLYyCRkBliTHeMUBBd3Kj3XhfILIizkYH9GmV1C4VN5i4iEhQ8UgcKPOkxcNcKBJHHcRMAMrAAjPjz6GhxLKrf2RpMx7gUe22mN/DkaCUj1M8uJHIpbkEI2tWpruNsAs656LIuKh2nZn2vFbRyb8qcfZnz+ddyvjiMGTaWCB41MiF/SgeYB+mD3ZByKCbRclsYJ/xKdpoAO1eRBVZCjPbvyH1o0F3HnhxSyyMFDMkhBOKUL3OlR3I2zrHMBzUXMAkINCt9HNqpW0kurcE5Itrren/S+4VK+1Lj30kAHRgueVFVkcAqeRwRnkRQVG/wCz/tO0XVtoeoBB7g1Sw4cqDw3rn8Krs3YS0cyP+rtbsGIOW0O/W4tlHkuc/SvT2j5ciPTrS8kSDmY15d4GOdB5O3ZRkmH6v7Q2yMAFSHWbHgXEfx90/KnUsO1NuTDeXGmPbvbPJEZLs3EErAclAcHr49K9DaFJAVcbkI2mOX7RD8DUdNo1qu4wwLCzjraE27Z/0kCg8qvxwYhcax2cEI47wPcCy4TCT1iI5Y78YqOi/Ud57trPqltKELCKK69sX5MM16/NaXZKlbqR5lVlJuIFlVl7/A/Wo8W1zbXDXItNPkmAZBc6e4s7pFPd745/9VSLXk76eWXNre215GCRsCIJFb05VxNp81szb7a1YOA6hXeJVx3jkQPnV57QdlrLV5zd3h1uwuMFTcy6eskTHuy0QPzPOo+DsdcAyPonaANJGSiWtxKGk4fmQcj5VIVXYUmuEUPb6jwgylJLKNL7gj4HJpSUQxxyMZIYpIZFaKSWGS3n3eO3HWrRdaP2ojyJrbTb9IyrIykJLJjwPJvhSVxrGp2aBdQ0zVYFIV4zjjxEekgbzopGLUtS9wre39wimISyRTLcxp4be8UZe0eowysLm+LEFH4ep22Y1RfHHfkVk2r6PdbGls7NHlBXfJYGyZ3+8hxy+7S8VtZOGNuJZGctg2mpqrg/H+FBN2fb/VYcOLfTrosCou4V2sp+WQaJD2+tuMjXlk0U7sVEyMEMkRP7OR+BqAOnRK6sl9d2zuCCmqaYXXzG5QRXcmkztxODJpN9BGOYtr3hgHx2/wARRIsQ7Y6VdSgmEK6mQyQTRcPb4Yz+FIXWp6LNKXmubhGPRJbVgVHoCBiqxf6Y/MvY3ysWAc28i3Sny7qjjbBWYF5VIYgia1O/PwarUj6FWOKd44ZLrc3GR4Jo7f7Rj3Ltx1FORDfNxE9tkwoYpxN8U2OWegI+FI2dtHNIVdbiF7cPKtrN7zs3ewz51I2ksPs06NBhFk90mTeEkzyPTxqjJJQsttwfaeUjiCe/gJSDPi3XrTMF5NE7qILZwgdDPG+5ogByBPcM1sPbGZeAxMLnhNaPB7ofxFGs7zhw7SXaWSRQrxqsTSDv6mg6tZuLEpWOAxqm3gKuGY/DyriZoXdSu1Bvw8jDZNHLjpjvND4sgmYJumILCNJZC0yt0I5Dly6GuphxIV+wnUvxECu/FV/HqfwoF5BOscbSvNIEZEm41r76v/mH8KIlsEEgmih4jHBurSThcRevhzpprdpE4nubFiZROfflKeYxz6dK4hsLcgOI5AZyVdJcBVGPDwNAFLaA53mF42bBjWANuXz5A1p+DMOGJJNihSCYTJ7vr3UZtLhU8RTCyvK8uCMLG9BRWgC77KVkyHaeFcD19KDktGHQrIdoBbcXL7H9PCjrNLjIijm3D3Qk4BI+Ncn2WZ+LHGsLscrNCvDlaP8AOgt7MjhJZJpHjJU8RPeJ9aA3tSn+44OQdhV7grsPw5UQSucZMLZXLBWIIpUTQFEURFctww3D90/FfzrGNu5Zdx3DAMauVYN8KA5kjyAWAJPIedFCcv5UoQv+Lnj9kTttdPjXcAG7coIUtyJl3KGoDbQenLAxgDFccNcbSu7A/wAR3UZCB4kEcwV/ZNaO3qO/y5VQkYIw25N0bbtxKnaCaSvdNjuiDcpBPtJI9qthL9TUq5Ge7Pj40JmzUEFFoqwe9C13DkHclhqDxRZ+6cj6VxJHfQqyRXCvGw3GPUNOEgB+8hX8DU4TjpQJHB656+lBVr21W9iMN9pdncRqGZZdPv1iMbHqQGCkVXNR7LaC+c2+pafKRu2tEXTHrzH1r0SZQ4P7PPqGj3UnJaBm37iDjmU5AmhXmE/Y4+6dJ1aRgSRtdsMg9ASaCOzGrJE8lxcWbSsyiKC4tuO0p8dwHKvSbvTIZ+U8NvNz5NNGHOPjUe2lJGCsEl/a8ztWC7Yx58gcikK8vtDqctyI002Y3CR8ZxC7wssY7+fKuZtcmVgs360jdVCsksayN8yM16TPptwsfKeGTYdyGe12uvxTbn5VEtZkBVlsIbkou1Zfb2Pu/FPWhV7ju7x3EbsZUK4luIxwnMh7gc88cqf05LraFkuGVXibN0LnbK0g6ZIHL0rKyqHoreSNppY7mZuPteZG+0i4v44pxoXt5/dDIGUbpJUDxxN/lzWVlAeSzu1ifLpdgkkWkxCKT1GDQ/1dPAwMYtmjWRTHG+6UxRgZ5Z/zVlZUC6Xl9HcRrcRzRxSSoqmOISROh/wnvBz30Y+0MHS1ijtjC6uubkhHGemB0HP61lZRRePKVVWeB0LAFY4yxK/GhXEccpKLcMJAVkUxybWCVusohQ20g3f2hWeNxt3qBGyH1riZ5Rtj+ydypVRuIDY68++srKAE1yx5mKGPhftLJHhgPzo0GCpwqhnUEQyx4UeYbwrKygMjbMbNuHZWCycyD/XfS9xPEkixrgFjg8Nt0YNbrKDIpy7NFGW5e8GPubjWGWcgKEkjJ955gBLGnwrKygHJdPuwEEkZXcJkfaPlROMoGTuwO8jNZWUATKnPLDzHQgVwJEyeYPrWVlBwwU9CPMUGRfpWVlUAb4+nWgyf0RWVlEKSjxxz8KTfIOAOX+UcqysoP//Z)
Imagem cedida por Diamond Light Source
Acelerador de partículas construido en las instalaciones del Diamond Ligth Source en Oxfordshire (Inglaterra). Llamado la Fuente luminosa de diamante, el Diamond synchrotron comenzó a funcionar en enero de 2007. La luz que puede generar este artefacto es 100 mil millones de veces más brillante que un rayo X estándar médico.
![Físicos de Ginebra necesitan urgentemente un frenador de partículas - Foro Coches](https://i.pinimg.com/originals/4a/94/37/4a94376ce05b507329402f5c81c26a36.gif)
Un acelerador de partículas (como todos sabemos) es, a grandes rasgos, una máquina que mediante campos electromagnéticos acelera partículas hasta que alcanzan velocidades inimaginables. Luego, por ejemplo, hacen chocar estas partículas y así se consigue saber de qué está formada la materia en sus partes más diminutas (mucho más diminutas que un átomo). Eso es lo que hace el LHC.
Sin embargo, en el caso de este acelerador, los científicos esperaban usar la luz del Diamond synchrotron para “leer” los textos antiguos que han sufrido el daño significativo. Porque los potentes rayos Xpermitirán hacerlo sin ni siquiera abrir el libro. El synchrotron emite un rayo X tan poderoso que, al incidir en una voluta, permite producir una imagen de 3-D del texto.
La técnica ya había sido aplicada satisfactoriamente en textos escritos con la tinta de hierro, que los escribanos comenzaron a usar en el siglo XII. Algunas de las tintas hechas con extractos vegetales y sales de hierro utilizadas en el Siglo XII deterioran el tipo de pergamino utilizado, imposibilitando la lectura de documentos valiosos. Simplemente he querido incluir esta introducción para que os hagáis una idea de hasta donde puede llegar nuestro ingenio
![Imagen relacionada](http://i.evbud.com/b0/898.png)
Los nano-robots serán introducidos en nuestros cuerpos y realizaran tareas de increíble precisión
Si hablamos de nuevos inventos en los campos más diversos, nos podríamos sorprender de lo que se ha conseguido en los últimos años que, desde una “mano robótica” capaz de realizar toda clase de movimientos, “El sexto sentido”, una interfaz gestual portable que permite la interacción entre los gestos y los movimientos naturales del cuerpo humano con una computadora, o, un Implantes de retina, que devuelve la visión a pacientes con degeneración macular y ceguera mediante implantes microelectrónicos. Entre los últimos inventos destaca una variedad de plástico hecha con orina de cerdo y lentes de contacto biónicos. Se inventa un proceso capaz de cultivar parte de un corazón humano a partir de células madre, una máquina que puede imprimir una novela completa de 300 páginas en tan solo 3 minutos y por un costo ínfimo, una batería que funciona con cualquier solución azucarada y enzimas de digestión de glucosa capaz de extraer electrones que crean electricidad…
![Qué es la nanotecnología? – OtrasVocesenEducacion.org](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSc9kidQQR8FK6bUOz5NZhrx4DoCyLqzx90Fg&usqp=CAU)
![Pin de María Guillemes en NANOTECNOLOGÍA | Nanotecnología, Inventos, Siglo xxi](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTf1b3C3SSWZqfisbebZSjsVCdHq_sFnNVKCg&usqp=CAU)
![Nanomateriales: riesgos para la salud y recomendaciones en el manejo de nanopartículas en entornos laborales - Protección Laboral](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTP1Pfk9NKmVWniUrIlLUGAFK1gcmnuiTSxWQ&usqp=CAU)
![Formación en Nanotecnología: un reto en el Siglo XXI | nanoeducación](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSHNzwYqdK7PWzRH20Mtu2NeoptIBsmSyu8PA&usqp=CAU)
Las nuevas tecnologías y los inventos que se están produciendo en el siglo XXI, harían abrir la boca por el asombro a los filósofos naturalistas del pasado que trataban de profundizar en el conocimiento de la Naturaleza. Ellos fueron los que pusieron las primeras piedras del Edificio que hoy, llamamos Ciencia.
Corazones e Hígados artificiales, el guante de braille para ciegos, o, yendo más allá…
![BBC Mundo | CIENCIA | El teléfono que muerde](data:image/jpeg;base64,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)
![2000 Transformador ecológico de líquido a partir de aceites vegetales - ppt descargar](data:image/jpeg;base64,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)
Un “Diente telefónico”. Se trata de un minúsculo implante que se coloca en el diente molar y que mediante un complejo sistema de señales y vibraciones permite recibir llamadas telefónicas.
![Esta increíble piel artificial nanotecnológica permite monitorear la actividad muscular y emocional del rostro - 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)
![Parche transdérmico Parches anticonceptivos femeninos Evra](data:image/jpeg;base64,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)
![2000 Transformador ecológico de líquido a partir de aceites vegetales - ppt descargar](data:image/jpeg;base64,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)
Tejido artificial nanotecnológico, Parche hormonal anticonceptivo, o, esa invención que hace posible que con una pequeña gota nos permite descubrir si en una bebida se ha vertido alguna de las llamadas “drogas del depredador” como las GHB o la Ketamina. Estas drogas suelen utilizarse por violadores y secuestradores pues facilitan dicho crimen al desinhibir a la víctima.
![Crean el motor más pequeño del mundo con una molécula](data:image/jpeg;base64,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)
![El motor más pequeño del mundo está hecho de oro y polímeros • Tendencias21](data:image/jpeg;base64,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)
![Las nanomáquinas que podrían revolucionar la medicina en los próximos años - Nanotecnología](data:image/jpeg;base64,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)
![Crean el motor más pequeño del mundo](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSJf6Ozd4-iGhBpluG9vnRx6gxUx6KVtmR0qQ&usqp=CAU)
Los motores más pequeños del mundo y nano-máquinas
El “Motor a nano-escala”, lo suficientemente pequeño como para viajar en la espalda de un virus. Un dispositivo que administra medicamentos a través de ondas sonoras que sustituyen las inyecciones, siendo igual de efectivas. Plástico inteligente capaz de modificar su estructura ante la exposición de determinadas longitudes de onda. Un dispositivo móvil creado por Aqua Sciences que permite beber agua del aire. ¿Os imaginais lo que supondrá eso en la travesía de un desierto? INSCENTINEL inventa un sistema de entrenamiento para que abejas sean capaces de detectar bombas y explosivos.
![Quién Descubrió la Penicilina? - AreaCiencias](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUTEhMWFRUWFR8bGBcXGBkaHhoeHx0fGBoVGB8YHiggHx0lHR0aITEiJikrLi4uFx81ODUtNygvLisBCgoKDg0OGxAQGzYlHyYtLy8vLS0tLS0tLi4tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAJEBXAMBEQACEQEDEQH/xAAbAAEAAgMBAQAAAAAAAAAAAAAABAUCAwYHAf/EAEcQAAIBAgQEAwQDDgUCBwEAAAECEQADBBIhMQUGE0EiUWEycYGRFCOhBxYzQlJicpKxssHR0vAVNGOi4oLhJDVDc5PC8SX/xAAbAQEAAwEBAQEAAAAAAAAAAAAAAQMEAgUGB//EADkRAAIBAgQEBAUDAgUFAQAAAAABAgMRBAUSIRMxQVEGFWFxFCIyM4E0kaEjUkKxwdHhFkNicoIl/9oADAMBAAIRAxEAPwDmK+2MYoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFASDgL0ovSuS4lBkaXHmojX4VlWOw7i5Kasue/I60Nc0Rz5VoU0+TOWmfJrq67iwmouu4sbLVlmnKpbKpYwCYUbsY2A86rqV6dO2uSV3ZEpNmuas1Iixtw2He42W2jO3koLH5DWqq2IpUIa6kkl3ZKi3yNt/h95JL2riAROZGETtMjSYMe6q6WNw9VpQmnf/AEJcJLmiLNadS7nO5ssWWdgqKWY7KoJJ76Aa7VxOtCnHVJqxNmzXNdpruLCaJpkFVxjjPQZVyZpE+1HePI15+MxzoTUUrlkIakQPvr/0f9//ABrJ5vL+3+Trheo++v8A0f8Af/xp5vL+3+Rwl3NtjmF3MJh2Y/msT+xaeby/t/kOml1Jv0zFRP0Rv1x/Knm8v7f5OdMe5Dv8wuhh8Oy+9iP/AK083l/Z/JKhF8mafvr/ANL/AH/8aeby/t/knheo++v/AEf9/wDxp5vL+3+RwvUk8O5h6txbfTy5p1zTsCfL0q6hmbq1FBx5kSp2Vy8r1yoVAFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA24UIXUXCQmYZiNTlnWPWKz4tVHRkqX1W2Jjz3O0v8ANGFuXLdwi4ps38yyM0oVykCPZGimPSvhqXh3MKNOdPZqcd/e9/3NrrwdvQgPxnCnDdMDK+WPwYMPmnr5hrPf7IrZDJ8wjiNcpXXv0taxy6sGiTiOPYRrltgWRUZswFpPGxUBbxEeYIjcTIiqqWT5lCnOLd3K1vmey6oOrTdg3MWGDl1AljYkm0PxWYXjBmCUMbk+sia4jkeYygozk9tX+L9jrjU7/wDBgOPYUWrqJKZkvqEFseIu023LbgBfDHb4CplkeYTqxlN3s4u9+Vl2IVaCX/BufmHBZ7JCeFXBy9MDprkKlARvLRpr5zUwyTMtE1KW79ee/wDGwdantsU3AuMqmLN+8dCrDwqO4yqAqwANhXsZrlE8RgIYalzTV7v9yqFVKpqZIwPMNsq5xCAlr1pjbRfCVSZ0Yn3wTrWLFZDXjKKw0rWi1frdnarp31EzFcw4bM7IJfoOqubS6uXDICNjlAOpHeNayQyPMHTUZSaV91fpYl1qd+RsucxYQ3Q2UZVxBZYtAfVtZKkGBqTdM66/KuYZFmCg46r3S5y7P/YnjQuR7PG8MbaWmVSBbw4hkUDOr/WZnicuWBJ038zXU8nx9Nuqpv8AxdenQhVYWsY86XEKWgCM5uXWI+rkKSMgPSJEAaAzJC1q8MxrcWo53tZc78+vMjEabKx5Tzh+ET9D+Jr0c2+6vYrpcihRSSANSdhXlFp6dyn9zdcgxGNOVYkW9pG+pqiVVXsuZy27XOv4bxTA2z08NbtSNpBk+ozCuuHU5szSqx6E1+YDtpHurpUvUplVIeKv4a+IvWrbT3iD8xUuMlyOeIjhuZuQkg3MIwjcodx/2on3NEK/c88vWypKsII3BqWak78ify5/mLfx/dNa8D9+JzP6WdxX1ZmLbgPBxiOtNzp9K2X9nNIEz3ER5+teLnGazwLpqENWp29i2lT1t7m/iXLvTvWLKXOobyqQcsQGMTuZESZ9KzYTPuJhKuJqQ0qDa362Op0bNJPmZc0ctHCKji51VZipOXLlI7e0d4b9Wq8j8RLMpTg4aZRV7d0dVsPw1c1cc5fNg2VVjda8mYKEIPbwgAknf7KvyrPoYuNWdRKKg7czipRcUvUr7vDr6glrN1QCAS1twATEAkjQmR8xXpwzLCzdo1E/yjh05Lmh/hl/P0+jdzxOTpvmjbNliYnvU+YYbRxNa03te/UjRK9rHy3w+8wBWzcIYwCEYgkTKgganQ6ehpPMcLBuMqiVvVBU5PkjBcHdL9MW3NwboEbMPesTXbxuHjT4rmtPe+w0Svax9xGCu2yBctuhOwdGUn3SNailjcPWi5Qmmlz3QcGuaMsRw+9bGa5ZuIp7sjKPmRFRRx+GrS005pvsmg4SW9ifyzwVcXca2bvTYLmXw5s2sEe0IiRXnZ3m8sthCpp1Rbs/Qso01UdrmfB+XjdS+9y50lse14c0kSWXcbR9oqjH59wKtGjTjqdT+LkwoOV23yKyxw+865ks3GX8pUZh8wIr16mYYWnPROaT7XRWqcnukYYbC3Lhi2juR2RSx+SirK+MoUIqVSaSfdkKLbskLuGdWyMjK/5JUhtdtCJqYYqjKnxIzTj3urEOLWxlisDdtwblq5bB2Loyz7swFcUMdh67tTmn7NEuElzRk/Dr4XObN0JE5jbYL75IiuYZjhZz4caiv2uhola9iNWw5FAKAUAoDG4dNKy42tKlSc48zuCu7Go4tF0d1UxMEgH7a8TzOv3LeHE6C3gLT4UPayvfNkEDPoXKgnSfOdP2U80r9xwomnCcKxE2Q+EkNbY3Cr7MM2Ue0QDATTX2zrpUeZ1+44US74By/bu2w96y9tiSMmY9u+uon18qnzOv3HCiQLHC7JLAzozAeLsGIH8KeaV+44USanALJ7H9Y08zr9xwomY5esfkt+saeaVxwokE8Pwy4hkuHInTJBZoGbKCJPx29KeaVxwokzCcBsMoJB1/ONPM6/ccKJsxHL2HCMQGkKSPEewmu6eY1pTSbIdONjjRX0SKDlecPwifofxNfPZt91exfS5HW/cp5VV5xmIX6tPYB/GPn/f8a8OvUa2RcjsOYMWbyuoMSsDy932VzSjpd2ZqktWxxmB4bdW6rMMoUyTI+QitmuJTJXsW93EetcxexS4mhr9dajnSfbeLYbVxKzJirHL83cLDL1kGo9qP7/v41wpdGbqUtrHP8uf5i38f3TW7A/fiWT+lncV9WZgDUShGXNC50vIjWUvPevXEUW08IZgCSZHhBOsKCIH5Qr5DxbTr1aEcNhoX1Pey2/JqwzSlql0LjF8RweJwmIt23NtpNxReZVJckv4JYzJkR2z14GGwGZZfmFOrUjdNaXpW1vWxodSnUg0mTP8AF7AxWFbOrgYZlYoQ+QnJq2Wco0Ik7TWTy3FPBV1pa/qXs9ronXHVH2I2Puf/AM2+TiPpEXx4xJj6xGyAneJ7aCY7VZhablmsIwpaL02retuZDf8ATbvfcslxmFONGJ+lWcpsZApcA+1mkydNOxg1leFxywPwnAltUvfpY6UoalK/QpLHGBbwNoW7yrc+kHMAy5spuMTI3ykRr5GvXllM62Y1XUpvTw9vexWqiVPZ73LC9jMO2OuuMUqDoKFK3VVXMtKs+oEeHQa6z2rJDD4yGWU6fBcvmd9t0vY6coOpe/Q08U4nb6OFy37PUt4kE/WNdC6PqSx6jLsM3x00rvL8vxCq4hSpy0yhtta5FScdKs97mHMuMw72L03kDkgoLOIa4Lh01a2NFHofLfSr8iwuLo4ymowem2+qNml79SKsouD3OP4Hj+hiLd3sreL9E6MPkTX2ud4FYzBVKVt2tvdGOlPTNM63nHiFhMO9vD3Ec4i8XfIytGxM5TpJC77618Z4bwGLrYvjYqLXDjaN+rNlepFQtF8ywwfGLDW8O1u7ZQW0hle+9sqQoEdNSBc18/eK8vEZVio160K0JScpbNK/89DuFSLirNFdhOK27lrFpbvW8PeuXcyuWKKwhZhiARMP6jPNenistxFDEUKtWm6lOMbNc2n6o4jUTUknZjC8TtWsZZN7FjEZbJU3Aq5bbGNnX2gYYSdp13NdYnL8RXy2osPR4d5X033a9iFOMZrU77Gzj3FEGHuJ1bD57kgLeuXyPECH8U5Yicu3YTNU5TltWWJ1qEklHfbSn6ep1UqJRZL4hxGxct3Ddv2xNr27GIaWb8jpTt75mdYrPgcFi6OJgqNNu0ntKPJd9RLnFx3Z5qK/VUeafaAUAoBQGvEE5SVIBAnXbTWsGZ/p2WU/qOM4tjDdcFgJURp/GvmDQLPD2NvqBRlkj5RJ93iFAb7DXFnKXECTDEabUBMscdxC7YjED3XX/nQErBcRxJP1TXGYtMDWSZ198/OaA6nBPxBQWe+uVVbwTbzlgJC+NYGvrPlQGH3zYsFlD2nKqCwygRMecTEgaUBQ8e4veuNN1QpI0jQHQCQdQdPWgLrA883goHQRgO4Yj170uC1wXM2JxAuLbweYKnjIuqMoMjNBGseQ8q6pTjGonJ29yGm+hCwvAsVc9ixcPqVKj5tAr36udYGj9dVfh3KFRm+SIPHuQcQ7o169hsMoAX668oJJJ9kLMneBOsGvncwzqhXnekpSsukWaKdKUVuelfQ7GHw1rDm5lVEHsITm9ROgr51YvFVZ3hS/dls4wSs2ctjGXMck5Z0zbx2mNJr2qTlpWvmefNb7EC89W3OCm4piGRdN66juSo3MsHfLICd6ls5lGzN61FyEibgLAfNbYSHUj47iqKjs7mmj2OAwOENrHdM/isw+GUwflFengPvxLJ/SddX1hmFSBQCoBJ4dj7li4LlpsrDvodDuCDuKyY3A0cZS4VZXR1GTi7om8U5ixF9Om7KEmSqKFBO8mN6w4DIcJg6nFgm5Wtdu7SO51pTVmVNeyVCgFAKAU2AqQKgCgFSBUAUAoBUgVAFAKAUBD4s5FpiDG32kA1gzP9Oyyn9RxTr4299fMGg9F5Qt2nwYU5SULBgRr4mV/lH7KA6XD8p2FRTdQE3bYyoo1y75ie1AUvMXKVtEmxbYNO0z311mNqAm8s8HRMLngfSGuEeIeyohQR+sx+IoCxHDje+r8IYg5dQNe2vl/wBqrq1VSg5voSlcyvfc9F0q9y8ilQRcKy06Eg9oMa/P0jzPM6k/t0m/fYs4a6sXuVMFZs5LjXr8awkJJjYSTAPl6ip15hUe0VFfuLU16nL2ON4G2CLHDbZExOIuvdnQGSp09IB/lXfwmJn9yq//AJSRGqPRHS8mcx3ruBxN4JYs5GCWxYtBANFJMEmYzT86sp5RQqVFxG5e7ZDqyS2KDFcXxFz279xp7F2j5AxX2lDKcFRXyU1+xjlUk+bOU4rH03DE/lLP69ebm0VGaSVti2lyPWed8aLJTSZQEdvSvCw9PVcitLdHG2eNK7Qwie9aHTsUEi7VYIl1J3ANSDBR2FScs18QVhabL6T7u9dR57kxsY8nIxxKgHTWfdGhPrMUrr5Hcui91YpuJf8Amh+E/wDxVry770Cyf0svK+tMwoBQFtwLgL4nOQwRLYlnaTHoANSdK8TN88pZc4xktUpcki2lRdTkTbvKNwXLKi4pS8SFuAHQhS0Mp1GgP2159PxXRlh6lRwalDmvfbYseGaa35n3HcovbtXrgvW3NknOizIA1k+RjWPtrnDeK6davClKm461s3yJlhmk2nyFvlFgE6uItWrlxZS20ztOp2H2/Gun4oUpy4NGUoRdnJELD7JyfMjYDlxnS5duXbdq1bbKbhOYEzHhy7jUaz3rTjPEUKVSNGlTc5yV7dUvU5jQbTbeyJNvk+6cQLBuKA1s3EuAEhgCBt56iss/FlBYT4lRf1Wa6pnXwz1KN+ZrxnKrW7S3evaZeoEuFTItktlJJ7hTvtU0PE8a1WVFUmpKLaT67CWHaV7lpzDyvZW5h7Vl1QvCkGWYzJ6p120jTzry8n8TYiVGvXxEG1Hf29C2rh4ppLqVeM5ZFu6tpsVZDsxBDHLkESC0nQmRA9fSvXoeJHWw8q6oy0rl6lUsOoy03HEuVmt2usl1biZgpIVliSFBGbcSRqPOucH4op16rozg4yUW+d+QlhmldMnPyI+drYxFouFzBNQSNpI7CdJ1rEvGtLSpuk9N7XO/hHe1yBjuVbiJae3cS8LjhB0z+MZEA7ESCJ02rfhPFFCtUqQqQcNCvv2K5YZpXT9Dfe5OcZ1S9auXra5ntLMgROhO5+W9V0vFdOcoOdNxpzdlLodPDPffc14XlRmtW7r3lQXFzL4HYREjOyiFJB2P27Uq+KqaxEqMKblZ2e6X7IhYZuN7nPMIJEgwdxsfUelfVQlqimZ2rHyuiBQCgFAKAh8WH1TfD9orBmf6dllP6jjrYlz+l/GvmDQench4GxeXD23gsWg6axuV+IBoD07iV+zYtNdxBKydYEmOyKPID+9aA47FcYLWGu27ZC5jBcfLbeSCNDuN6AkYBh0FuMyMCjPAAXIRBdWzTGgkawY9aA0YrF21JE5XnRTpAIJBkkDy113nWjVwdXxXEq2Gtv1FVboBEeREdvjr60BExOHUYcMpBI0J320332/bQHl3MHD+m7hRpc8Sx6wCB8Z+ygLrk85eG3LYBk33zaeSAdvUCraH3I+5EuRT19iuRkOX5quFb1thuFkfBpr57N/ur2L6XI9Y5uP0vhuExlvXKuV/SdifjPzrxaOzcRVXU87SwxYACTWq1kUOR1T4fQTuKzMi5GvYYnvFCLmlcCZma6IcidasVDOUy44HgwpZwAsDsANToJ+NZ6zbaiaqS6nlS4wXuItcX2WuNl/RCkL9gFergFavEsn9J1FfWGYUAoC85b5g+jC4jKzW7g1yMUZTBGZWHf5bD4/OZ5kPmE4VYSSnHvun7l9Gtw7prmS35oTr2HVL2S0SSHvPcZjlKzDkqD4jqNf2VgXhmo8JVpTmtU+0bJHbxC1JroY/fKmXGjpt/wCKnLqPDII189+1WS8NzlPDS1r+mrP19h8Qvm25m1+Z8Pd6b4nC9W7aXKPEMjafjKR56xBqqPhvF0HOGGraYSd+W69ifiItLUt0RsFzDb6VyxfsZrLvnC2zkyGQcq+mg+3ea04rw/VdeOJw9W01Gzb3v6nMa6s01sTbXOQGJS6bRFu3aNtEVgSJKmST+iNPSsU/CLeEdFVPmclJux18T817bFa/HFOCuYbI0vdL5pEAZg0fZXoxyGazCOK1Kyjpt+LHDrLQ425k/F802rlzD3jZcXLJEwwgrBkAe8g1ho+GcRSoV8Oqi0VOW3I6ddNxbXIjYXmRUxz4rpZleYUkSugGYHadPkTWvEZBUqZbDBxqWcevR+5CrpVNdiRxDmq3csPZFu74risGe4bh0ZWMlttoAGg0rFhvC1aliFWlNfS42StzR3LEpxcbG8c42/phxPSeDY6eWRM5s0+6uf8ApSr8FDDa1tPVy/gfFLXqsV2H5j6eFs2UU9S1d6gYxlPiZojf8aK2z8N8TF1K05fLOOm3XlzOOPaCiu9ybc5utBrl61hyuIuqFZi8qIESBHoNNNvnkp+Fq74dKtVvSpu6Vtzt4lbtLdmHBuardi3bUW7oKA+FbpKPpuwcHLrrC9/lU4/wvWxVaUtas7dPmXs0RDEqK5HN4y/1Lj3CAM7FoGwkzAr6/DUVRpRp3vZWuZpS1Ns01ccigFAKAUBC4w0Wm94/aKwZn+nZZT+o4/DsJJ8z/wB6+YNB6TyPFn6PiNWVWBaCJWZDSDvoTQHq+PwiX0K3JnMSAD8Fgjsd6A5u7Ze1hjh8PbToo5DXrrhQWgGEXcjMWHaAncmgIuCW29koQvkwEEfCgOMXgt9xJcMV8CEyCotkoF7iIGg7aUBkrXVbILgcgagSe5EH1GunrQFhY5icKbYU6iCKA3W8M2Mstbjp3F1tP5NuAfzT/AeVAcbh7fErDZG6yKzy6yCDJ8TGJ386to/cj7kPkXFfYrkZDlOcPwifofxNfP5t91exfS5HZ/cj5qRVfAYg/V3PYnae6n+/2V4VaLXzRLtnszrsZwRLTHKnuP8AKohW1KxlnT0kF7VWJFFyl4xienHhJJ2GoHrrVkYXIuj7wbGdWVZcrgT7xVjptK6OJSSdi/wmALkAAmqKjSO4RcnsVX3R+OLhMP8AR7TDq3QQSNwp0ZtO0So85Y9qqpwu9TN0VZWR5dy5/mLfx/dNengfvxE/pZ3FfVmY34PB3Lpy2kZ2AmFEmNp+0VRiMVSw6TqytfZep1GLk7I0Vcmmro5sKkCpAoBUAVIFQBQCgFAKAVIM0tMQSASFEsQNANpPlrpVUqsIyUW93yXcmzfIwq0gUAoBUAVIFAKgCgKzmP8Ay7/9P7wrBmf6dllP6jj7bSa+YNB2HLvFFULaNzKDlAAIjVAWLFhprp7x8aA9T4RxmxbXL11aXCwCsp4FiYOoJBObzcz50BPv8Qw/SLs8SgyBSAcp1GWdRmnXvECgObxWIMHp6FgY3Pu17mgI1vh2JsYJr18FHyMUBOoPibMw2kk99dO1AcmeNP4Pq1lVgmSM22pJ3P8AM0BM4fxMXbqW3tiXcIGDaqWOUNtqATqKA2YXjjhjawoNy4VMEAwvkTI29+k96A+4DgLtduYW/cD3FQ37d0GctwAXLlqW1ZXBMxqGXNHtVZR+te5D5GivsjIcpzh+ET9D+Jr5/Nvur2L6XIoUcgggwQZBH7RXlFp6jyh90pcgsY4SBot0bj3/AN/Ks06G94h7qx6HYwti+oezdVwR2P8ACoU5LmjPKkuhA4tyg14DXKVOh0PvmtFPEJc0Zp4dvka+Gcq28PL3rqzGvkBUzrXWmCEMO73kyh5o+6Jh8ODawYFx9i/4o95G/uHz7VUoNu8jXCHY8jx+NuXrjXLrF3YySf2egHYDarS5Erlz/MW/j+6a14H78Tif0s7ivqzMdZ9zX/NP/wCyf3kr4rxr+npf+6NWD+t+xswvDMPaw1m9csnENfu5faZQgJIgZdzp33J7VirZri62JqUadRU1Timr9diyNOKjqau2yo5u4WmGxJt2ycpUMATJEz4Z77fIivpfD2Y1cdglVqr5uXvYoxFNQlZF/hODYVEwSvYN1sTBa5nYZfCHgAaEax20BNfJYnOsdUniZwqqCpuyj3NEaMFGN1e4v8CsZeIZbUtajpAFiV+rDaa66ydZqylnmKVTCa52U1eVw6MfnsuRk3LNhmwKFTbNy2WuwSCxVFbLqdDJO3rVcfEeLhSxVRPVplaPoHQj8q7mHGeEYPo3iirbe0SFKNdeSNclzOoAY+Xrv535TmuYSxVOMpaoy53srewqUqaiyn5I4fbv4nJdXOvTYwSRqCoB0IPc17nivH18HhIzoOzckjPh4KU7Ms8VwfC3cJ1LNs2mXEC1mLFiQXCFm7bNOkRFeLh83x+GxsqVaWtaNSVutrl8qUHFtLkTxy/hDiGwXQcEWc/XztmmYmPZ7+6REViWeY+NCGN4qd520W6HXBhq0W6czi+GYIXMQlktAa4FLDymJHqe3vFfd4/GyoYCWIit1G9vUxqCc9J2mN4DgfrbWVbZRRDq91nBI0NxSuUA+8z6dvg8DneZynTqatSk907Jfg2yo01dEfhHB8I9myBbRrtxDmW8920zNGvTgQQD5A6RrV2NznH0sTN1JNQTVtKTVvU5hSg4+pt4S9u3w7Ei5YkW7pW6mc+NgygEsBpEqNN8nrVWO41XO6LjV2lFNP8A0OoWVOWxp4FwXD9LD9ewua9sz3XzOIBlEtiBvMGIGpNW5rnOKVaq6FW+jolt+WzinSjpTa5izwLCp9Oz2y62CCviIIGTOVBB+Ema6q53j6vwqpzUXUW/a9yVRgnK/QmDhGA6uGH0c/8AibZIGdoSFDzvJOsbxpWJ5vmqoVp8Vf0pW5czrhUvl25lavBcPYs4m+9s3+lfa2qZioADASxXWdZn0FerVznF4nEUsPCfDTim5W5uxxwYxUm1yJF7l7CLirOZHFu7aL9PxtlcZYDFfEFgn4rvFUU89zCrgZ6WtUZW1d16epLowUl6lXzTwu2lq3espaCMxU3LV1nVjrpDDTY7MdjXr+G80qYirOjWk3JdGrNfkrr0lFJo5mvrzIKArOZP8u//AE/vCsGZ/p2d0/qOLRor5g0lrwPAXsTdFqymZzJ7AADdmJgADzNAdNw7kvFPfNm8EsZT4mZkMeEvmUK0sIBPlsJE0B3XFkt3xau2Ltq4T4AUZJJE7jNKzB9AKA63k3lk21611gzsPABsq+YJ3Y+fltvQEzmTB2bi9C+CQ400fWPIqIzekyfjQFQn3LMEV1N5D5i4JHpqpX7KAg8yfcwtrb6mBNxbyeJVL5gxGuhb2WnYzE7juAOi4Slu9h0drFu25/C2+mFi4NHUgj8rUekHWaAoOZ8GltMwGVXLiEhdY0Bgagfxq2h9yPuRLkedV9iZCl47wh7zKylRCx4p857A15eOwU681KLLITUVuVn3r3fy7fzb+msXlVXuizixH3r3fy7fzb+mnlVXuhxYknBcHxdozavhD+azj+FPKavoQ5xfQt1xvFQI+mD5n+mo8oq+hzeJXcQwOOv6XsTnHkzvHyiKeU1e6JU4Igfevd/Kt/Nv6anymr3R1xYj717v5dv5t/TU+U1u6HERL4VwG5auq7MhAnYmdiO49auw+XVKdRSbOZVE1Y6KvaKSVw7iN2wxey+RiIJhTpIMeIEbgVjxuAw+Mio1o3tv+e51Cbg7o38P47ibAK2brIpMxCkT3IDAx8KzYrJMFipaqtO75dv8jqNacdkyFiL7Oxd2LMxkkmSa9ChQp0YKnTjZI4cm3dlvwPmW/Ya2puObCtJQZSY3ygnWPSQK8HNvDuGxcJyhFKo1z6F1OtKL9D7jeZLoxN69hne2t0jQhZ0UDUaid9vOpwvh6g8HSo4qKk4ImVd63KPUh4njeJuG2XusTa9g6ArtJkCTsN5rbRyXBUYThCCSlzXRlbqzdrszx/MGKvJku3mZfKFUH35QJ+NMJkmCws+JShZ/v+xMq05KzZF4dxC7YfPZfI0RMKdDBI8QI7CtWMwNDGQ0V43V7/scRm4u6MzxS90ms5/q2bMywupkGZidwO9VLK8LxlX0/Mlb8dieJK1uhJbmTFm30zffJERpMeWaM321nWQZfGrxVTV739L+x1xp2tcq1JBBGhGxHb1FetKEZR0yV1ysV+paYjmTFuhtvfYqRBEKJHkSBJ+eteTRyDAUaqqwpq65c/8AIsdabVrjD8x4tECJeYKohRCkgbQCQSNPWlXIMBUqOpKnu/2/YKtNKyZqwHG8RZzdK6y5zLaK0nz8QOvrV2IyjB4icZ1IXceXS37ERqyVzZh+YsWiLbS+wRYyjw6RsJImPSY7VRU8P5fUnKcqabfPmTx5pWuYPx3Enqzc/DCLnhTxaZfydNNNIqyOS4OLg1D6OXoONPffmP8AHMTNpuqZsgi2cqeEEZSPZ10AGs0eSYJwnDRtN3l6kcae2/IYXjuJtu9xLzK1wy5hYY+ZBGWfhSvkuCrwjCpC6jsvwFVmndM+DjeJ6vX6zdWIzabfkxER3iIrp5NguB8Pw1o529ffmOLK+q+5hxHi9++AL1wsF2EAAesKAJ9asweV4bBtyoxs3zfNkSqSkrNkKt5wKAhcYUG0wInUftFYMz/Tssp/UaeXuApiL1u0EWXaJjYblvgJPwr5g0HQHmHB4N3w+EtdM6g3yZLsJAF1SPwZOmXYT8aAqeIcZ6rG4oD5bWTp3FBFoucrC025ADEqdwIGkRQF/wDc+5Ee9fVr8G0gDsNTmB1W2Z89ZHkp86A9ye7GgEnyHb30BHKZnUtHh1j17T6DU+8jyoCap/bQGBug7bDv/KgNGMtqy5hrAPc9+8AidqA865jvI3gualVZgoJUTHtGRv6SPjVtD7i9yJcit4XyraujDMbsC7bZnXOoeRt0lK6jzmarxXiatSnVgoX0ySTttZ9/UQw6kk78yvt8s3CqkXEzFbblPFKpcbIrzEHXcVv/AOpaSk04O2++3Nczj4d25m67yk4P4a2VAuF2Abw9L2hESTr29fjXHxVScbum09rLbryJ+Gd+Y+9Jw0G9bAJRVYh4Z3GZUAAkCO5qV4ppOCkoPrfdbJOw+Gd7XNPL3BFvXL1u7nm0jHLbZASysFKy4K/HSrM7zmphKNKpRt876/8ABzSpKUnGXQm3+UZuXBZvL01cIrNJOfIHKsUEACYLba1lp+KeHShx4PU1d27Xt1O3h7/S9iMvKz5A5uJ7COU1zBWfIdYK6H+Pxul4np6nBQfVJ9LpXOfh33PnEuXBaLk3VRQ7rbD5mL9MS0lVgfLWrML4h42mKg27Jt7WVyZ0Lbky1yxaMS1wScPsynS8fF+J27eXea86fiOsl8sVtq5/+J0qCIWI5bYZmDjKLd64JBnLafJlPaTM1up+JqdkpR3ul05tXOXh30JR5LfNlF+1OfJEP7WTqBdu66+Q9+lVLxZTf/adtu3K9r/uT8M+5y5r6yElKKkjK1YVIFAKkFvheAtcwj4lWnK+QWwpJbVRIIP520dq8DEZ5CjmCwc1a6vqvsXRouUHJFcuDuFigtuXG6hWzD3iJ7j516zxlBQU9a0vrfYr0Svaxj9HfLnyNkmM2U5Z8p2muviaOvRqWrnYjS+djK5hLirma26r+UVYD01IiuIY3DznohNN9rkuEl0FrCXGXMtt2UbsqsRpvqBFJ43DwnonNJ9rhQk+SMbGHdzCIzkbhVLfHSuq2Ko0VepJL3ZCi3yRkuEuFsgtuXH4uVs3yia5eMoKHE1rT3vsTpd7WMbmHdVDMjBTsxUgH3E6GuqeKo1JOMJptdmHFpXaLXgHL1zEvlOa0ChYOyEhoIEDUTv514+beIKGBgnFqTbtZPlcsp0XN9istYV2JCIzxvlUmPfG1erLG0IRTqSUb92V6JX2Vyw4RwXrW79w3AnQWSCszofURqIry8yzv4SrTpxhq19VyLKdHVfpYw5i4R9FvdIuH8IaQMu86RJ8vtrVlGZfH4fjadO7VvYirT0O1ysr1SoVAFAKAUAoCv49cK2GI7EfvCvPzP8ATssp/Udb9zzhF61YfH3wLa9E9IHc5tOoR2Ebeeb3T8yaDgcVhc10M0xM+p1oD7iGIdbNsSxYSo3LHRbY8zr8yPKgPeOEK2DsWsHaIfEvrdbcKzasx84Gw8lBO+oE7EX+kwtZ5+rkk7liTLnzJ3oDbgEZFkvmk+W1AbsVxcKpB0JXcdvnQE3BYq3dtk22DQYjXT8kfKgNjNlgTodWNAcHz1wsZiyOIIJ90bj3VbR+4iJcjhbXFb6m2VuEG0CLe3hDbgad6+jlluGlqUofU7v1aM6qSR9Xi18ItvqtkUghZ2ymV+AOoG1ceU4PU56Fd/6jiS7kjB8evI4ZmLiWaMxTxP7TBkggk1Rickw9WGmC0vbe3bodRrST3MsVzJiGuNcRzbzACFJ2UQNWk5vzt9a5w2Q4SlSjTlHVbq/UmVeTd0V1jFumfKxHUUq/5yncGfOvRqYSjU06o308vQrU2jbguJ3rIItXGQHcDz2keRjuNa4r5fhq81OpG7RMako8mZLxa+BAuNGQJ29kHMF27HWq3lWEbvo63/LHFl3M145iRni84zkltdydCR5EjyiufKMHdS0Lb/Qniy7mI4xiNPrW0yeX/p/g+34tT5Tg/wCxdf55kcWXc+jjWIyG31myNmldIOcy3zJPzNcvJsE5a+Grk8afc+/45ic2bqtmz5509rL0822+XSuvKMHa2jpb8Xv/AJjiy7lea9FJJWRWKAUAoDtuW7x/w66lu+lm6145CzhfyO+4kSJr86zzD/8A7MalSk5wUd7I3UH/AEmr2ZcDi1gY+1N1CwwxR7gIylsysFnadGMfnV5Dy7GeWSkoO3EUlHrb2LeJFTW5WYhUs4A2hfsu64kNo2ZR9YG8QAkgCJgHuNYr0KCrYnM3VdOUYunbl6HEtMabV+pO45irb2L5uXlTNb0a1iM63GymECHbbWAJmZ71lyzD4mliqapQb3f1Rs1+TqcouLuzE4vqDDNhcXasWbaRcVmAK6DRkO/xI866hhnRnWhi6Ep1JS+Vr37i6ai4uyIXALqi3iGXFhmN0krnTDK231pIUsoOvsxtFbc4p1ZVqUZUHbTzs5fg4pW+Z3LdsbaOOw9zqW4OGcFswjdSASTPfvrXjRweK8rnScJX4i2t0LXKOtO5U4jiouYG8bzq5XFCFlZyC4hhQNxlzfCvUhltWjmKVCLSlT3f/lb/AHK3UTg79y+s48HFdT6VaOHayAidQe0DJaO2nf1ArxKmCqfDRpujLiqfzSs+RaprVdPaxQ8LxWfCW7eGv27F1L03czBSwkyfzhqvyj0r2sZhalPGTniqTnGULRsuTsVRknG0XbcpOdcdbuYp2sNKlFDFTo5E66e0IgT6V9R4ZwVWlgYrEr5ru1+aT9yjEyTl8pQu5Jkkk+ZM/tr6OEIwWmKsvQzt3Ma6IFAKAUAoBQGN3Fi0pfppcIHhVxKhjorkHQ5T4o9KwZn+nZZT+o6HnPmTrFbVpotKok7An+Qr5g0EHG8AK4K9fzkXkt5wAB4ApkgyPaKg+6fPYCH9ybg+a8+MfUWTFudZuEav65QZ17sD2oD2Llzh2QvdbVm2J38yT6kx8qA0WsMbuLdjstATeMYwW1AG9AcrisXJ1Pb+dAV/LvGzhcUAx+qvEI/5pmFf4E6+hPkKA767xROs1onXaZ0kCT8ZP2UBq5gvL9HuZrbXALbCV1I00J7+/wB1WUfrREuR5NieCut23ZQh2uWluDZYBBYzJiAAda9rD51RqYaWJqLSlJx77p22XqUypNSSXVGr/CL3VFnKM7DMIZcpWM2cNOXLGsz2q/zXDfDPE3+W9uTve9rW73IdOWrSWF3lPETFsC4AisSCoEsubIst4iB3G+ledQ8TYOaTqXi22kt+Sdrvsrljw8uhF+9/EeDwD6xcwllEDLnLNJ0GXWT+2tXn2CtJ6vpduT3d7bfk44M9jFOBXz7KqfEVBDoQSE6pggwRk1mplnmDjzbWyfJp7vSv5HBkyViOVr4YKmVwQIbMqwcnUhgW8PhnfeKx0PE+EqU3Kd4vtZvrp277nTw8uh8Tlq6SoUgg2lfMCkEsWVLaEvDFiuhB+G09PxFh4puWzUmrb3srXb22tfcKhJtEThvBb98sLSSU0aSFg7BfERrodPSt+MzfC4TTxZfVurJvbvt0OI05SvY+4ngl+3b6rqAsKT4lkBiQpKzIkgjbcVzh85wuIrcGm/m36O23Ml0ZKOpm7CcCNy3acXbY6t4WomcsgtLkbHT2d9RtWfEZ5GjVqU+G/kjq997bf7kxo6op+tiZ96p6q2mvZS6hkm0+YySrZl/FCxJJOxHwxLxMpUHWjSvZtP5lb8d277JI7+Hs7XI2K5eZMN9I6isJGgBggsUEN3OkxGx3rThc+jXxvwqg1z3fsny/5OZULQ1XKWvoCgUAoBQCgFAKAUAoBFLICgEUAp7gUAoBQCgFAKAUAoD6vDjiD0gwTN+MRMRrtI8vOsGZ/p2WU/qOl4bwXDYPJeYdZ1dYLxAlgJVRoD6mSPPWvmDQTXxKJh2D6h1M+4iP2UBv5JwgsYezZjVVzN+m3iYn3Ex8KA77DmR/f9+VASLVhVzHu29AclzFafNmGq0BQJh2uOQP/wAoCj47iks3bQ3IuK7x2CvJH2UBjx3mLD9VLlq6rqLhLBDDETsQYPzoDYvG7d5X6N+7bI9oqDlMg+BzmE5pq2j9yPuRLkavvjxUKOr7EZfBbkADKBOWSIkQZmda9ePh7L1qah9XP5pW78r2Tv15lPHn3I/+K3uqL2f6wCAcqwBGXKFjLljSIitXleF+H+H0fJe9rvne97873I4ktWrqbzzDiTP1m4A9i3pAyjL4fCY0kQazrIMAtNqfL1fe++++++5PHn3MLfHcQoVVuQqbAJbA2y+IBYbQkeKdzXUsjwMnJyhvLm7vvfbfbfsONNdTNOYcUM0XfaMnwW98uTTw+Hw6aRUTyHAScW4cuW773333333CrzXUNzDijE3dvzLY/F6esLr4dNdqiGQYCDuqfbq+jv377k8efcww/HcSkZbkBUVAMqGApJWJXcFjDb6713VyPA1G3KHNtvd7359eTty5EKtNcmasFxS9azdN4zwWlVeSNQ3jB1BJ13q3F5XhcVp4sL6eXNbdtmtvQ5jUlHkLvFbzIbbPKlFQiF9lCWUTE6EkzMmdZpSyvC0qiqwjZpt83/i5/wCQdSTVrmuzjriqEVoUXBcAge2BlDaidu21W1cDQqzdScbtx0vd8uxCm0rImLzDiQWPUHiUKQbdojKJIUKUygSSYAE96wvw/gHGMdH0u63fN9b33/J3x53vc03+MX3t9Jn8BAEBEGgOYLIUHKCZCzA8q0UcpwlGtx4R+bvd9VZ7Xtd9yHVk1Zsg16RWKgCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgN+CvZHDHt5VmxlF1aTjE6g7O5L4hxTqW3UCCykKfI7qT8RPzrxfKqvdFvFRk/EEa2ttsxgAMYGoETGvcD7aeVVe6HFR0OB5nwibrdJ/RX+unlVXuieKi5s/dBwiiMl79VP66eVVhxUfMV90PDEQq3viq/10WVVhxUaLXPWFiGS7+qn9VPKq3dDioi4vmzBC1cWwl1bjA5SVWJPn49qeVVhxUcBiEzSZlz+Mf70FPKqvdDio525wC7JgpE6an+mnlVbuhxEb8Jwm+h0cAFhmAZtQDMHTWrKeWVYyT9SHUVi+r3ygUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUB//9k=)
Eso ocurrió en este caso de la Penicilina
![Los descubrimientos más importantes de la 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![50 inventos mas importantes de la humanidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQqSxXoDIlaCh4YvTNfyelCEWP_Ng13VVq6ZQ&usqp=CAU)
![50 inventos mas importantes de la humanidad](data:image/jpeg;base64,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)
![50 inventos mas importantes de la humanidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQYdTg9BJmL_g7r80dvcb8ntxMwvyVXwMKpEQ&usqp=CAU)
![50 inventos mas importantes de la humanidad](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQiRjJdFS2WxGcjyeoOYbJRs9DzpvyKKh3UYQ&usqp=CAU)
Muchos son los que nos faltan aquí donde sólo ponemos una pequeña muestra
Por lo general, los descubrimientos han n3ecesitado de muchas ideas y de mucho trabajo, muchos de ellos fueron inspirados por la necesidad, y, casi todos contribuyeron de manera esencial a la evolución de las Sociedades.
![Acelerador de partículas](data:image/jpeg;base64,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)
![El invento más grande de Galileo Galilei: El telescopio | Noticias | teleSUR](data:image/jpeg;base64,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)
Ahora miramos a nuestro alrededor y todo lo que vemos que ocurre nos parece lo normal, que las cosas son así. Sin embargo, habría que pensar -por ejemplo, en el ámbito de la física de partículas- que, el diluvio de estructuras subnucleares que desencadenó “el acelerador” de partículas, fue tan sorprendente como los objetos celestes que descubrió el telescopio de Galileo. Lo mismo que pasó con la revolución galileana, con la venida de los aceleradores de partículas, la Humanidad adquirió unos conocimientos nuevos e insospechados acerca de cómo era el mundo, la naturaleza de la materia.
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![Antoni van Leeuwenhoek, el padre de la... - Médicos UCV 72 / Promoción Pifano Selle '72 | Facebook](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQTGZt72RKWJgnLYb8iPaEojqqfsUgCdPmd_Q&usqp=CAU)
![anton van leeuwenhoek, el primer cazador de microbios](data:image/jpeg;base64,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)
Que en este caso de los aceleradores se refería al “espacio interior” en lugar de al “espacio exterior” no los hacía menos profundos ni menos importantes. El descubrimiento de los microbios y del universo biológico invisible por Pasteur fue un descubrimiento similar y, ya puestos, haremos notar que pocos se acuerdan ya de Demócrito, aquel filósofo sonriente que, tomó prestado de los antiguos hindúes, la idea del á-tomo, la expresión “más pequeña de la materia” que era “indivisible”.
![Demócrito: El filósofo que ríe (Teoría del Átomo) - 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)
![Modelo atómico de Demócrito: antecedentes, características, postulados](data:image/jpeg;base64,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)
El hablaba del átomo como la parte indivisible e invisible de la materia
![La escencia de la etica: Empedocles de Agrigento](data:image/jpeg;base64,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)
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)
El decía que todo estaba hecho de estos cuatro elementos mezclados en la debida proporción
Ahora sabemos que Demócrito estaba equivocado y que el átomo, sí se puede dividir. Sin embargo, él señaló un camino y, junto a Empédocles, el que hablaba de “elementos” como agua, aire, fuego y tierra, para significar que eran los componentes, en la debida proporción de todo lo que existía…, junto a otros muchos, nos han traído hasta aquí. Así que, los inventos que antes se mencionaban, no han llegado porque sí, ha sido un largo camino, mucha curiosidad y mucho trabajo y, no lo olvidemos: ¡Observar, Imaginar y Experimentar!
![Para Qué Sirve la Lupa? - Paraque.net](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUTExMVFhUXGRsZGRgYGSAaIRsdHxkaGxogHx0dHSggHRsmHR4gITEhJSkrLi4uGR8zODMsNygtLisBCgoKDg0OGxAQGzEmICY1MC0vMi0yLS0yKy0tLS8tLy0vLS0rLS4yLS0tLS0tLS0tLS8vLS8tLy8tLS0tLy0tLf/AABEIALcBEwMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgMEAAIHAQj/xABFEAACAQIEBAQEAgYIBAYDAAABAhEDIQAEEjEFIkFRBhMyYUJxgZEUoSNSYnKx8AczgqLB0eHxFUNTkhYkc5PD0jSzwv/EABoBAAMBAQEBAAAAAAAAAAAAAAIDBAEFAAb/xAA0EQACAQIDBQcEAgEFAQAAAAABAgADERIhMQQTQVHwImFxgaGx0TKRweFCUhQjU2Ki8QX/2gAMAwEAAhEDEQA/AEyvwpaoDMhPsRDD6jA3NZCjREtWqRP9XN/kfbHvF+NMsDzDMGQoj898Kz1CbySe5xzdno1CLs1hOlXrIDpcw1V4pRRf0dOG9+n+eBWZzlSqbkn2/wBMQohODnDOFG4sWNrXi0lb2Dm0G/XrixaaJnJi9SploID8vF7J8PZyOg7nDBw/gSLzPJM+k9P88HvMpgEaQNp6YRU2ngspp7MBmYDyXA1USYJ++Nswqgf4nGma4iipZhEmI3N8L2bzzVDcwOgwtKbubmNd1QWEtZ7jTFqbC7U7B9pT9U+3v74q5ttJlSQj83yPXbFKoMWMrzoyHoNS/PtizCAJFvGLEfbrvkRqk2GNlo9TiwVVACT0n64ho0nqtpXtP06k40HlDYW+rM8pG79Bi9T4Ww0EjVqPT6Afx3wWyvAKfls/mMCh/VHNbUNF5E7SbYPZXh5pq4V1ZTsRY6QJBg31KR6R1PXE1XaQo7MdT2cnN5W4Z4QraPMVKaQ8EuCSAbSoPLHucXvEulKS0XYV9DgwWE7Q1lAC2kXMgxhhoZjMLQ3EAc7VIAFlJJsB1JGoRt9UfjtFF1PTCaWB5kJOollLnU2/07nHKo1HrVbudDlb5l5QIuUCVMshayCDtH8740ekadwv8n/MY1fO6DpUAjqDscF88qUSiu686CorA+YAGEwSAGBHa+OsWYWEkspvbhAT5VINypH16/lgllKioGKAhQkgGJLEARP6sy022gXg4mTKrV5lqUm6wWCx9Gvghl/DdUiyUjqv/Wpf+/tgXrLazGYlGxusT6mVqTLD6k42o5c7ki1+/wDIw4Znw1WaWfSALyXBHzkA/wAzgZU/DUpDOznaEX6epiPf4T9cGu0hhZc/CL/xAuZgUNLGwkzv7/KwwX4ZllWmddpIMkdp2J6Xg749y+fn+qoooJjU0MxvMJI0zH7P1xQ4vV1MrSSDcRtG0DrI6z1ODKs4scoAqIhyzMt5riVJQdAZmPcQv23PytgBVqFjJMnEr3+WNdN8GihBFVmaoe6X+E0RYk9f8MXKCaWasTITmt/d+5wJes0BR8oHXFvPVmFNaFrHU8dW6A/IfxOFshJ8faUCoqphA095b8PZYVPMd1LRBJBgi8sZ22m+GrLVdRdJrKA2rY7QOWCbEWvgL4byblZRgpItOzC8ggiY6TIFsMWXQqFUMGU9VPqNyYJtFjbYfTHP2twWI6EpoCyCeZvIrpCgkA3J9gBAJjfG3CsgwBqU+VB0YXb3HYfLHnF6joqloVDEd/bV0Q/f6Yu5HiK0qSqzWYSoAknr1g+8e+JAHwRptizlHNlyW0iGG2o3HWdxy+04GNmQoIkhbG0nrf5Sdu+GIla8rotcmLEjY9f57YF57gTEStRgGOxACnsNrG1iZwxGUZPlMIJzEHNXVuYtBPy/yxmPG4JXJJ0Dc7NH5ARjMNvT/sPSLs/KIpJJxIlPEqZYgwbe5w3cK4D5airuZiYBHyj/ABx1qlQLOdSo4tZR4VwaILgNeIFyLTpjYMZF7x88MblaQ0qekG+/eehIPxdcR5/OLSQKqgC9h8M+oA9v9sLWd4pa1vbEjFnOUsAVMzD1fOKBMi3+WFviXF9Vhf3/AJ3wLzGcZrTbtivhyUAM2k9TaeCyR3xHOMJxrikCSs5M2GJqAhlPvGNaLgbjBfg3DGzBJWAVuFPxfWcLqOEBJ0jaSYiLayHIcLarUIXebA3MXiBucPmW4NRoUtNQqGYC7FbsDIG8jawieuL/AAbgyF1CukU4fUOZg3q07gmxEyYgxg7k+EIj6QZM3YhSDqkgaoWDtyi8RvF+JtG3YzhB8p1adBacDZrgGVpopAVlKhgJAZoBmTJu0wWMEWGCFPLLSpahR0UmaZU6rsoW2k6t97xvNrglXymXpm6lHkhNJi4AJWWu4IkgkdDYwMUs7xh6wanSRFYSAwbWVJAg6hIBG+xnblnElWqz2OfmbRlMcAJHT4kPKUFajG5ZpKBrAEmJU2Hf7YT/AOkLOk+WnlLTnVADKTcJ6tJIBlR1wcXKvUrKjF6tQXGptG0DUFM/9oaYI6yMCfH3DtICMio8AjSS3KoAuxuIEd9xfs3ZFRKy99+uhPVc0M52ceViSBJJiwvti3RpazEgN72B+vQ48qUmQspW/wC0Lj5Y+gxZzmGncSrTjZhP8cXqWnQQrwZG9j8piwxV8se+N/whPXHmIM8isuk6H4SzbLlWp13p2bklgZEfPCjnMoXqtzKV12uBveBE3j3+cYteD/NNUUdbqryBpYgSAT8thi94l1oVLhnAlQxP0Km87TB6e+IqainWPfKWYtT8IC/FItPUoIG0C0k76TuGUfF1+2BD1C5ljJxJWYuZj6DYDoBibK5Go5hEZiewxeWAEiWkSZJ+HGkHvt/PTENPKl3CIC7G0D+fzwwZTw8FI/EuQelNOZz8gP44Ik0cupsKSn4FOqo/7zjYfsr7yy4n3vLOVmnlnlAtDhwpAkkFxZmFwhi6qfiqd4sv8a3DuHGvUgDkBuf98NHDOAV+IcwXyqC2ECLDoswN+u3z3wd4Zw3L0iFZv6tdWmnLea0jTCknUNMzaDq9pxNV2xUuAbt3cJq0L2J0lTI8KSmpd2c00kyoUmAASZIMLM6ekLv0xZrOQyFZq0nQtSkqChX3AACwRBE3n2wSz+cYkBlfylhkVZ1FuoMtLG/pC6FtJ7Dc/pasfLqMKjJqYEgkCRoV9Jtpknqb+0Y5YZmN36/fP7Sy1hlAlYMzhjTlgJVWOoSCAxI2949h74M8F4RSMVKnOxJnU2/uontP064qqpUnzGPKvM5i035Rt036zjTLZwgr5Kk6tIFRjAZT1HUn2IEd8VhyRZdIkrnnGNMrRQk03IUdRyjvcn7YAcX8QozlaS+YYiYhQeo9/wCyD1xBxWqAukvqF9R9II3MdJ7kjARM+CQtJeadIgb9r9Rbc4xdnBzOftPGrYcveWozRv5hX2ABj7gnHmI3o1JvUg9h/tjMNw+H2g7zxg/M8FqIYF/z+3t/oOuMpV6lMMFLU5kmDI94BtJG57Ke+POHeKXWAxkW/n+f9cHaPE6NYdB3sJm1+g6D7DoBNhaov1CLApvmpivmadWoLMGvboewt/OxwJr5d19QOHp+Chrpfex/L+Mdz82t63CqqiCNQ6BhPeL9Lz/fPwjGrtCjKBU2YtxnP0Wfn0Hf/XGasN9fg1JrOrU2veJHt2g7fKfaMDsz4ddpKMH9xeRbt1uNwNx1xQtZDJW2aosX8bIhJsL4lfKsCZBEYO8Gy6hD5mlEc6Zhi5iJi3KssskjpEjBO+EXEXTpYjY5SpkuHKJNWRpjUBuo3JiLxt88OHh/Tl64R6NRaDUySWAeAeogkR73I7DACjXaagoINayC8GoZudNOFYKN77mCdQwzZauKGQpIHWm1cktUgzpAMgMROoxptO5xztpuy2PHq86VEKukaUy9Fg1TL0qZpIFBdoiACRpE8zKCSL/EMD6fGCp0ZVnq1asu6qgVBqnUeYakuQSSwuBEThS4Zw5lfy6FTUCIbm6vAUG0AbgkCRzdMdX4Jwn8Mg00tdpdiYLGBc7n6dNu885qIQ2vfrjKQ2WYgKh4PzGZOrM1iYtpW+naeZrT9OmLOQ8G5ZWqAJWZkJBmoQLCZ3iDhmz/ABWnlwj1AENSJXUFHzJMAkbfleLK2R8VU8w+Yy65avUpnVqBAGoapK2eSCTG8EEz2w4KxHdEGq00z/gyg/p8xATyuSHU9rnpNp/zBK7xDw/XpHWQMxT0kQW1Bl3GhiSVM7DuQOuH3OccoqFpVadRdKrpoKhHKIAGr0qO3UxAOAuZzdfNHTTpKtIbJTOlQZ+OpHqmZ037rjR2eMJWZtZy6pwtqzBqCag0kwbAkzBmykT1JwXoeH3UKuYqUVBsqOZY/u3B+ikjHR8l4cooC2ZrAACQE5Ao7TOs/QqPbFSr4x4dljpy1NXqT/yqeozt09X1OG79qmS+nz+p7sr+8hFKj4VoOeSnmqnslNkX3uy3+8YIDwbIheH1Qe71VH/zDF2r4wzlQzSyL3+KowX+70xVr8c4tEacuvsXNvz/AD/k5g2i3yfiYaqcPaSUfCj04P4N1IvK1QZO1ia9pnEPE+CNUE1aOZUdAB5gXpsivb+1ihW8W8Tok6hRP7rE/wAWP8Mb0P6QK+1Wgx91IP5QP42wLJtGoAPnPCqt8z6SoOD01Omnoap+pUkHcfCpLD5kYqV6ldFPmFlp9RQAC/2nAP8Ahhyy/izK1xpqkLI2qLy/3gV/PHmbydO5TlHwsjahf9gkGJ6KwwkbSytaotvH5/UfgDDI/b4/cQKT1akrlacK27LctfYsZLGSOWWv88Gch4W8qrTev+m1kwo1EHSoIMrJYTAm6g7wcFl1Zcs3l03QyHYAEQbc0gFTHXl39TYI0FydfSyu1CoDAgTJmSqwBdjEgjVAtIvh1Xaja4HZ7s/bOJ3Vjnn1ym1V28ymgrrr1ayvmHRpOpUCKqqzptAEjvJvgnRyWSZVDO9QiSCEd4kwSAQ1+k3iOmFrimVrUrM1NgOYeYp8wwZJAVyQABsOnRRtWyHEsw1RjKhVYFtKMWGpZ5Suq8GIgGBc2AxGaBqLiRsu7L8RpNsjC/iHNUEqKTRNR7KjujxBMEBGXQD7bEkH5UcnrqEkKRUcHVUdWgGY0hYBIEQLiy43yHDsy4VzSaSLu7kEGxUwwALhryQAY+4xasFkCmnV+IrOk86FipFgpUgzYDaO506a4cCm5Hff0vp3ek8Xtnwk/EuG6m0mXIJYTfTa8WsN7+/fHlCmxHKIXYjaOh+Vov29sFeGoXCqqmqo5SFOlT0JJF2G+wjpiaoYraTTZQolpFmG0iJFt/UTBPbA43+nl1pNspifW4cQxapCLcBtZKjtqEne0WnftiKnRZBOoaG+JYjeOXqe3zxr4hzb1cx5VOmCASIFr+5mPffF/MZJmCNUeAo0zM/QbCfba18X3IUYjrJNSbcJqxpkyFqj2gfXe++MwOr8IpFiXquW6mJnoNm7YzGgJzP2MzPlFjPcPFLSC8lhNgYiYBDH1AwbjtiF0anEMp/dYHGUHBceZJXa3Qe3y7Y8rhbADbczvf327fQY6gvoZz/+S5S7k+N1Ei+2GzhXjIbVIPSSPp/M/wCJBTv+GP8AqG/cjrtecR1Mvpt6T9/zGE1KVN5TTq1V1nWMpmaNfYrB6G/+c3JB6mT1Yxs3h5WMobHtY9Z2tsSYHYkbAY5jw0kfG4I2Kwf8ZI9sG8p4izFD/mSJ2IK9QfiHftO3sMRtsrD6DLFrg/VHGpwNmU+YFeJ3EMbCbiJPqiZnSJmIws0cuEl6dJiD6aZHMIIViJPpaW5SI5QTcQTCeL/Ny9RDIOhoKbiAZI7GP5N5q5WorEEKupiERpJiWFFLncqlOo0n9fvOMpK6g4p6oQchB+ey9WUakpLWQsNOlyJAPlXkabayIMnoMbZ3KtlPLpPUQ151UyxlKUjZVIjXPU2B2A3w8U6FDLtmM3pkZfRTS4hmgMx22Cwsdwe+APD/AA+c5OZzFI1Hq87BpXSvwhD0PzBG2FHaBq2Sj3hilwGsDeE+JLl81Vp1LLVUc7bh9JKsTOx1GT7z0x2ElWQl8xUTVdVWAYImyxLdTHsemOT8a8KK1VEol/NaBoa5AAAHMLGLdtxizU4xmMlWNCgXq0qSgVQSHCkgyNUQp35Qe4vE48wWsQyHO0BkKggx3zGSy7uteoK7lnAEU6tXmki3KQFkH29u9fi3HUoF6eVWnq2eqEA0dCNo1A2OoEA2u3LgfnfFj+WtKjUu4lihmARMKxAIY72FheZIk14b4ElCkMxWCjRzU0aOURZmG2qJgbIvuThQHOew2zPlIOC+GzpavmiyKbgOSGqfvncA/qzJ+I/CKXEPGJJNHJUw5Xl5YWnT9iwt1mF7dcaZzMVuJElqj08psCvrr+yD4aZ77n2wWynDaNFAEpSkEDSNWkxAtI1vqtABExPfDxSUZ1Pt8wCzHr2i9k/CWYzZ1Zh3rXnTJSmPoLt8yfnhgqcBp5QKNSIIuFUJPQmRNhIvckwLb4K5HjemlKUyNIUS4VRqLabkEQJESF6bWx5ns2rsvmpqQkam5SqwSBLQGEE7EfWTGCeqwyGQ7osKSbmU6eSpM6wV0soZdYJ8wiJCkkyJIsIJ1WJXf2j+jomqAJFXWQSDOmQVMbErMKAIYgRGNeI1qWo+VASIdh6WNrXBkDT6um15JWWiwCxuNrkwJF5Lct7iQOvScLsWFzDtKfHOIpTLA01ZVCehgFMnSskS8g2IuCIOFnhPDFrtUPl0gVhGfSVI5RLCYXWQQ5JmBsve9x3OUgyVCzEFnWno5VbsHJOpn0g2a0gwbjC7/wAXAY1CAF0N6lJ5gQyahHMFEwSZCkiwwC0yAQmp4wsuJhup4TytYMUrMhABWOZIMxzPzv0BIYX6XGFPM5DM5ct+HdKiidQBJEgwZVhYzIn9loNjDhk6alxWqolYsFBLbBknSZJ0g6ieRNZkg/KDjuaWu6NSUkoRBsUUloJsym86SWIgdBqwujVqB8Ldod9rD8w3prbLIxb4Z4oDMA48qsLb2Noi/wDA74KvkVqDVRhKlgaYgK/7oNkeeh5Sf1SZxb4z4RXNUDVdUpVR2jeYIe4RQptYmQJucJWUr1cvV8qqSjD0vfbpP6yHoen5YcqpUu1E2I1HXCeFRlyqeRjBls2k/wDmDUIDHmZiSD1UzJUAgT2i4+IOnDaCFVhppMYTRzqQxgrCCFETBk2mSNOFOsGzCkummuvUX80Abf8AqDodiOUmDOM8OcVNCEIZ6VVh/VmCrActo3MCDKmxnYYRWpmqnZyI4fHWekYSVMeuJcEbQq7oNucIEEzEDcFbTzfu4EcX4b52hmqoulSpp6FYLqAKkiCAQVjmkElbAjE7P5uol6asoZSkFh6TAIBbUYBP6wEW7wLmxyq9ImoYlnqDSSZkgKY3+Eld9icSUlZbcSPDj4/iYSTkZFwHibVVNNSqkLZkXSJkiGBB8t40tFyNRuYwMoOvm0yeaZ5XBJV1bQsAxUJOqRqOmNRsAMXKaVctWpVOd0ralASSNczyh76dzLQZJOwt5U4CKDJWKMUpqztzjUsAwoAsW2E+wOrlGqoYAx5HT1uPvBvkPWRcT4WFDGokPB8otzTIYjkQSxWDIFwI3wGzWVq0qcPWpIxUB5MlQQNY06T6jHKFERvhsq1ldqOpFVVJYEsGLagFUyJlSLmb26GMQeK8uq0qhR0pmHkIoW4BgFpXn1BRIJ7wJkDTqkMqnj13wjxM5nUqaCVWmrAbHUFn6EyPljzD7lqVDSpMSRJmmJve83++MxedqX+sn3B5zm+S4KtSp62NKfUiMx7wbWPT/TGcby9ZnLtQemllURYAABRPeAMU69etUiZ9p6ewGw+Qx5latWkdSu6HupP5x/DHRs173kd1taxt1zkFKgSYIjvhy8OcFY6SgIJ9rnv9LjHvD6P4imKg8nzaZEGwWpcDQy2CsTYERvsPUGPhviPL06OosKVTUdVMgyhB9IESfn/DEG116hWyDPSV0KKLnea8T8FU2WWHlVLyyi0wTdTyxbpB98LeTC028rMUgLQj0zoL9rqQrgz1vi9xnxpTqnSwLidtgTBAvcyJ3jFKnx5yGo0ckh8yxDAsTItJMTFjOwtgKCbQE7fva3nCepSvl8wnlPB9UqaqMgjaLECYOsryiOsqTGrY4EcY4VXy40OrK1iII0MQWckACJEmIMgdL4t8PfNU0IqVDRWQdaVlYHoA6q5JHTVBjr3FXinGswp8is5VGhZI8xSgtNxLMLGd/lhq74vqCILYAt7ES9muN6+GClHM1VmPvMT+U4bfDn9INN6apWUKFEDSI7QR2sP4Y53rFRGRHWoZ3ZY1bETzHSWuAepENczh44HkMhWylNayp5hJXlGh9RYypjmLDrPb7o2mmiU+0DmeEcjq5Hh68xCnFuOolDN5+jaTTo0GO9l1Mb3nUT/2jCR4oR8vSpZYGa1Uc5G9zzX/AGnkE/ssNjGK/iovlQMqZ0JU1qT8Szy/WLYjyVR8zXNRrtApqT0B1En7T9WwVGmEXecNftp8z1TM4B1zjn/R5wQIvmupKpsCJkmPb6nuCo2OCfHcyc1VNH/lgjzB+uxMhD7CxYdSQvRgbuazjZaj5ai62UEWNRo6b6Q35L7Yl4ZwumtAGrUgEFiWAliZ1G/xTee/zwrZ2LE1W8p6rl2R0Jc/CtThyB5SoQRcapvCAXG0T1k9IGPeFZYgCoukEFWVBKK/KwaAxMHSbEQJF++B2Y40znR/WR0VCJuIMDrHU2Bv0BxYfM5ljPlrTDRZrknpaCdXuT8owzC7fVEnlPUFDzHLEKCDUV23gkyokwCpDdIIbrBJnyQaoCzMSuokfK+k++0j5jFJ8tUAhswAViERSxiwFibdvpiPLcIquxmoRBsQFMi1yCJBi4F9oMY0KBxm3hTPV6CDTbUQeUxLATqgTJscDKOXqVSd1sCrn1rzQwhhAK+mb39iMEf/AAo6gRmXGoRHljY7izCBt849sbP4azgHLm9UAwGDDcd9RgwYxuHvgbxYG8SeGdSaqasOYMWZmMsNjBMCwgWtOKeV8No6grIIY8zXE+rabjpHUTi3xXgnE1QGkKNVSdRSQA226sFnYWmMDqHiTP5WfOyRg2JSYF/2fMHSJJG2Jnp1L2VoxWBEN8I8LU0oovmPCo1N1kXUxKlokRFiDsfecUuPcJ8molamqqoR/M9IBgDRqaVYEndgdqYF5vHlfHtN2LQyloB1AOFMer9GTG99WnYe+L5r084CPM85ZE+W0LTYGQdRIYsDF1+2FPvEbE97fM8ovBuQydQVJKKFkKgZN2udQWwp3EAlb6RvIwN8ScF8+tTpuYY0nLO5BIYFTEiANI7AggsQBBwey5qI/k1GUrVkggzoYEGmbwdJIJuDzKL3gQ8dyxYLm5YheWpTHRCQKgnqQ6g3tCt88JSsy1he2eQPt6+saQCs5lkuJsD5TESvoM9BEQflBntHYYNtDgE+msSrxHLUuwI7E+sditTviHxfTFSmuZRQtSidDjUplZgAaDBA2mFBUk3EYp8KzGsmkIiqo0n9oc1Iz3DWPzOOq63GMZc+vWZTb+B8oU4Pms35jU2IZEKq6gANAMQighLwACwkB1iTBw58M4xTA/SUaQuBcyQytynU93gm0LYj7JFNy9Wg4W1fShlQxDqAUPMwBaDFz8AsSBhyPE67oaa6YazS4adQEAFipV1NyhAAAkTsZNoQNY2Gffa09bIiZWz61C5rIf0VSaShZgWflkAl2gySAQSR7kics1ZHNRCqFTCyAzAggze0j3ET9cVfD1eklBSqhHVRq1Nq0EhSFO7AgmNNukAYucPXzFjXZCVvaADbl/di0du+EsAMwNJt7C0BcLpxS01W5lEVASpa8GAgsoJMcxIIKmbzg3kqFKurMUDwCSzAKNQlQQxFybmRMYkrcOoVDr0ElSIq6YYsnpHQlR2947SBzWWU1K6qasVdGtmcnXAFM2u7SAdyV2taQt13pNiQZgY2gSnXcDSv6UKSocu4mDF+USREaoExPXGYaKWQqKAoWtAsBqQQOg9B22x5ize9w+8wJ3mLC+FVKKzKlJLc8MajW2CC0/PVHWOgnO+EqgaNJWRKPFmBIADCSFYkgduYd7PXGvKo1S1YkLzaJYxAsFBIjW29zJxXzXiykWo1Cf0Lq6VqJk8ohSbTFjIfYG04sV3qMcOggGyDOcmzGV0SyiCDDqfttuB07g/MYv5+Mxl0rkc+vyql92ABpsfdklSe6E9cFPFYhxUpr5iuGDsVnUVOkkkemV0vbrfFPhKI+WzCBqYchKmhQR6H0iSbT+kN564ouSobjAsMVhoZWThlaiZOXWQLHUNyOgnt2jrcYMcM8P5ioYdQiEKYUTYG5gneL36Da+IsvQqMUZhF19QkSQAQQd/9cdC4MyhlDwdWxOxaCRbpYE3xz9p2t0Fha8dT2de+KNXwaA2lXckizMoCgagW1KILbgGO5wEIaqNFJTVS/IVIZYB1FeyxeJ+La4x1yrWRiGA5qdTQRvZoAP15TjKHDqaAsqgM0SQL37neMSr/APQdB28zwjdyvDKckfhdHM09eU/RV1BD0JnVA+GehANr3t2JvcO4j5RpZqmQxddFTXfSwhS5/aQlb3LLUHUE4L+IfDaMwqZVymZUkgTd7m5/VbpJ3674U6OdK1ay108sOCzobDWAQWA6alLrA/6h9sdCjUWslr3HI6/+coiomEzpubpUlY1qoV2JnQyxpUhQJIJDE6Sd+o2gyreB6BrZim7LerVao3sJLCPYMgtiTKcQJ4ZVJJZlR6Z7GFKhiO5Ugz74u/0bEq9KRY0yRHTlpRP3Y/XERulNweGX2j1AOnK8YuM0zrWSzlTqjuSCF/8A7++K1Dh1RjNckR8I7AbSI9tvzwQpOz5h4EqBb94a4H2OLvlCqp1tdTA02sCeU9zPaJt0xTQGGkBEVTdprQWnT0xYiQukRaxIMWWZAk9xixlMu9SSP0alYIEkztd53AgbbzixwqhAhUCj5ReTO29uvvghSy+gjcg2JN77X+Yt84748TFkgSpSytNLW6C9ye1zcnFIGplyajlmNRmCqTFpY7XIVQZJNlANpOGhKcHUFE2E7Wvb8zgFmeIIrV805EU5o0h3YWYfM1OX5LjwsNYrGSZWqcZdKxpyXrAQtMcqlm3sbwo7kklukWPcINWpl1aqNLN0XsTb3H+2BHC+G06ynmBMkgHnXVvIBkGG6Sek9MH8lnEZVJJ9AJkEexIHUA2PbrGGIAwyMXUNsgILzmTltJkqZNjAn4pPuOaBfftgV+BpFnHnSRuittPQ36/T5YcM3VTRq1KsXBJAEj3n6fXCvxU5J3/5EsJn3gAzoBLSIgGxKnCH2S5veHTrNpKfE/CFKskFNfKdD2kWizbj7/6Krf0eVHAqUaj0qm0NJggww1iHiZ+LD9w/ilCipp+eWG6gUnBHtYGRi5R4xl5f1lXgz5VQiSNJ+C1gDB74bT2dlyDGHvW5Tluby/EqA0V0WoqsrhviWHDCHHeI5lPucHmzgzSIkmjrYNVGpAZIgqC4KuuoBiY2MRcw056rlX0BXRNNuYMgZIuhJAtMMOxGA/FuC03gq9Nmab0piwO45hJJAuwJx5tlQkEjSEKt8jB2a8GipSrIhZnaI5m0DlCkS1nbT1MnVJ5TtzTP8LbKnTJJosL9YN1n5MGH2x1Gnmc5lVB1eZTEE31BRIESbj+YwoeIagqVcw8eqkpg9DrqH/H8seN1U8sviOpAlxBnFqYWhUcEny6tOsP7TSPyqx9Bgxks7VouGdQgctDVUM6RzAg6tLE9FEXNgRMDOKLOTzXslAfllcFhxcZijTooGLPTSnUPKQujeVJkqZIggD6XwgklQLXFzfuyBjXWxjDkESrqrUqdRjUOp2cqoJhVE6PhAAsCfcTi7RUqzUwkuVRrDebWA/d9sbcPo1NEFlSSQAN+g3J/h98WK1BFroBqGtDdRMhWESdz6jf3xHcGLIwm0jpUKhLFmgx6dz37RtY77e+AdSv5DyVHMgHMZLQx95O+G3M5sLzMyaP1mIUE2695tHXbCtxbRUqLURkYFWgiwMMo/wA/lfBAc5oJMgGazHSpb98j8hbHuNfw6fEQD8/t+WMwOcOwlb+kKssuCNaNUY7ldlblmCBt1B32G+Ob8MyIr/o1OkErPOJYQxgWE22HU/k8/wBIGYAUZY00eqxJRjB0Ak6mOoEAN2kQb261eFcFpUnDtn8rV1GSitGs6YACqhkzIEbmMdlFKKSupkpIYgGUs3mEp5WmjHSVIs290T7n274E5PIBUzVWoSismkLF+arTI+pCm3THnG3pDMLoZXp0tzIu8QYHs2xiIE49qV2qU1X/AKr64mAKdOQP+5i1z+oMOBITOeVQXvGHhreamkKZRVtMxpAIvMzbrf74buL8PC0vLQkOV10iBPMhWPrf6gn3wP8ACWimh5SahJkQVuLGZAsR0jtaMS8Qo1a2VRiQGoOsbiILIZMzcEdrGccJrNU5WMtJIEp088WZal9Zpaa1MezWYGIgFtIPznbDFla5zAU2BkkovQWsTv8AUWN/qlLV01kVwSsVGBAA9J01Fe4CkKACTCjSJgA4J1s0KNUip+j2ZCp1F5ibgeollIWCu5JaDhtagrAAa8PiJVzeM1XhgXVWSWZeaxsQLFQY7XB7gYW8xwmi9TVUCOL1KZAm8jVcG4kg3nc4JcD4lmKmtqigUiDo6E33PMYEbnufa4PM5taS1Sh1qNVRCDyruNPcqTqUQCJIvIwiirhig17uuHzDvlc6Ra4M6rk83SJsxAT94oI+4H5YP+CCwWk9yBRZR8+t/wCwR7YVuB8HbM1fLVzCksb+pwIUD3gLq+cYYvD2ZCUkZDPlVJFo5Xlmt+rHmD5mO+OhtSAqwHifMWg0Tp5+94Ro5llzw1M0OHXTEzpBMAzMc3Rb9zhjyJr0nLMSA8EFpMWmLgQSen+uFHOk5fNpWJJFKorn/wBMnS/00n8sdPzlBdBXUAT6WPQ7qdogfwnEVRyVUqcrTX7D2IgzM56sjI6cym7SCbdbzaN4/LFXI8eNfMVKLO4KAiwECLEk+rchlJ0ghhGPeH8Q8xGpADUSUYFoCVB77nuCNwQRuMV8pmDTqGnXXUS28W+0fIgnocBiIBBgFby6OMVmJBbVogFhZe4YHsVvAB3ibY594lzlSlURKquKVOtUqapjU71HcMBBuFI73kYYPGXilMo/l01DVyNOmJUKfTqAM6p2QdC0xIkLlfDFWufP4hUaYkUtQDEdiR6R+yse5mcPoWT/AFKn0n7nwgsOAkmT8YTVpLlaEMjTqIlhrBVhpUWS49RF1W1sNh/G1V1NUWmCS+kEiJszBUFpmTzXkm5N6/B66UStKiiUln4QBPMbyYnoLkdOpGCvEESnTYNqFRgdCnoCbEgGAV3g7CJ64ooVFI7C2HfAcZ56ynk+BU3CMa7OxMkKoEXE6jJM/X74izvDVy1ZZ1EOeVnax73BtB7gb4m4LxTLqqI6tIRVam8QzCxqAkwWuBMyQSINsEM1TfMVBUZDoFgvcTdjqGlbkdgwE74pBtAub908XgdF9IdwYFyJEe0k9cW6PAqCCFQtpYFhquQbb2AN59/bB7L8NOkKzHT2mD99wNtj0GK/EabLTZUCgjb3PWAOtxvG+DsdTE7y+QME5nw3TYkqKg/ZDE/DIkE2mIxSzXg8gStQj9UG5+4iL4McCzLBjNg8tLXNt7bf5YMtUDC15FusjpbHjCxsDOdU3zdALpU1aZbUodJBY3mPUCdxPX3ws5qoatau0HU8AgfVvoObHSuLVaqKjKsBVPPMgSNivuY5un5HmvCerCCQSWg9rAfMmBiHaWsnjL9lW7YpV8UkJlK/7dVKQ/sGD/8ArF/cY84M2quoQ6T5VOnrK7sBJWARJBkz9+mKXj/MCklChMlF8xvd2jTPvpAP9rEHCuPPSpKa1MagRDmF+FrERvBG1+4waU2NHLjfr2nqjdu3nOmcQyLHKPT1Es95YxBlYiBCi24Ft774B8B4w61PJrMWqpyaSbHWtNyqloJHKTczv0GKOV8Z0Kohg71LHnIuCOYAQFVSLHa03m+NeK8QybK9d3DgyxpyAWeRChSCQLWNrCZOFpRKrhca+/XhFE3NxIP6ReOO/lZSm0a2V2sVKmeXtbr/AGR3wYyuZBZUoo5p06SqmmJgkCTNlaVMqQT8sK3grhiV3fMVwBrMUlixIjUBY3iANyb7mRixxZz+IqGgzBxB1iNJWbqwFqgWQdQJiRcCIc1MEbscPeaGtnzjfTIgf+UU/MAn7lp++MwuHjGZ/UadjpNpFjuJ3395xmJNzXjsSSj4d8XaA7sr1K7HmcKp5eyktYD3HUnFLj3GaubY1FFOiDyancauW0AC4EmbA3JJJgQoDKuoJIIWSLX6/aPvifK5eD/Vu5sIJgX2nTB/MY7RAHGQqGbgZDl8i7NzB9AuSFNx7GNz3OGnhOZVHNWpKGAFQowAUDlAIiwgdRI6mcDaPBazkkqEkt2W6y2n5wJAETbvhjyPhxopjXGqShECVADAMSPURqIIMCBYzdFetStZjH06FRL2EaPD+ao1lE1ELWMowEkC9hfSNhMWGGHNZpKauPUroTp25hCm/SRpubDT0xzdvDpZQ+sFQisWdQSQYBJ1AnUDJZQRHcSMY1OtSIWlVqMObnRnCgqt+Vy6mxIkDve2OYdmps90fy/cacdu0JeocErVqrVxqpuJAbUVmbGxMFDYyv37kMtw6lPIPPe7az6BEiCN2YwbxuPutfjs0k1X/TADWdaIQNADahocTEgyR0ttiet4hztZQfJLL00q6AgkQTpqAkextzGcUMtQnUW8fTn7QAojjl8xSKmpVPmrr5AolVKExAAv6S0mYI3sMJ3ivjT5uoiUASpE0wQR1vUaRIRTYCIlZvAkRm6leo01afl6jAUAKXaTAAEALcnU0wpkGCMPPCuDfhabVHamajpzFphpgaEgyAgFj+1hZRNnIcm54DhCF20gvw/w38Ex1EEQAXMEo0t5mlwPiAUjcx2wEyb+RndLkeXXEKwuoDNqpH2AYAGehbBfi1OpUappmCVKgmYKglNQB1TBDaWMncgzgHmaZr02WWZ6IBGoGWQKvmQSOYKSpuSYneRhy9q5Y66/iFhw2t0Yx8VUsisw/q5psO6kRf6WPuMM/g7PmtQ8uo2p6OlJY2Kx+jYDqxUQSeqt7DClwfiPm0S5BdgAldB8S7LVHWTsfcA/FjbIV3yddH1Fk+H9umd1PuN/Yr9DDgKg0z5ddekdUGMXEZ+MUHvUVVVgdwDzqColuWxWbbyCe0YA+L/FflItNQfxJiBvpvYkb6ug79sM/ibjlKllGzKMGRlAT3bosdNjOOZeGaDM/wCJrf1pEoW/V2JE9QIA9sHRoD66gyHr+pI7nQa+0ZvCPBTlwMxUIqZpjJ18wUEEwL+sndvoO5myNermEmsgphZIMAhRcAFrTERPzM3BN0UvK/SkQq82oyLAc1usb/aMJ+ezNVK6NTcrWq0qb0qZAIB0CkC2qwqAJqnobXvJ0kNdiW14d3dAY4ROseGGFYzLQkKF06BbpPqeLfqjaxMgE+NZPWfMZVJXowkwSQfYAbzfbHP24y1T8Jl0Bo1hUOrmgqy03HqgyCxltXqAO83ceB1HQNVzSMEeIqi66dgCAx0yZ2sZF8U0UYL9MU+t7y/w3wuBzVACYIm8kH3MQI6ACOmD9LIIiFVUBSIgCLbffEORzq6QgbUVG8zbox+Yv9+2JVr/AFxYuECSsXbWbUa8qDsRufcWP5g4jpZoH0yTOKVVn1MosDDW3gm8d9mNsRZJ4q6aYB6EsTytpBCidyReQcezM3AAJvmMurI5JYQSvKCYINrden+2BTvVVgCHAcgAggRyzAF5v1m03OGJEChwWYmQ3c3A+nT+OE3xDxkZSKjktWg6ENh+8eoXvFidr48bAXMbTuxsIN8Z54UxoYkuoYMZ+EtYb7mPzOF/hlIUkLvanSUVqveY5E/eaf7y9sb8PrNUPmMC9SoZUP8AG3ViOlMdvaPkteKuNirGVy7FqSMWqVP+rU6t7qt47yT2xyhetUPIe3XWU6wG7QKNYtcZzzZnNBjdncGO5JsB7dB9MZnNWaqgEk8oFMEk+5n3Jk7TOG3g/gVaq6nlW3Bm0g21dRPsce8R8HMKvK1NnA1a1Y0yIJjVAInrsNuuL12mkMgdJG1JiTfjFXMFmoIWDFUVkm1uYGGMyRuNJuLbiwHpXjSSV0qRZ7lrzBAM6Sd/44Zc5k85RqsyIGDAK+kgqxgdD1+mBuY4ZUan5tVQvNGwkmYBYyAEndicNSqp4iA6WvaFcpwyvUdKruADoqrTUSCCzADQCqpBHU7Gxm2LHiB1o0VcuDVViVAG4nSwINzK7yLdYMhqvD1zrhgjqqEwCgVQZhfUJgbSFMG8zhj4R4PEA1G8zbl3vt6mgkbb7ACwxPUqohuxHlCClhYC0Wa3ExUJf8FM9TUQe2xQx98ZjoScHrReig9tRt/exmJ/81f6+pjNy39vQTnXAeHvXplg9NUS3OTBDC429sFeG6aYemx1+YoIIkQR6TqMbkmQYI0mx3IbLsi04JIBjmF7m0z032E26XxKlYldI5k0EBtrgbz3F1mLzPQYqdCxNzl1xjVqWAAhatWZnu4U1CrkXiUE6hpuCQOvyucWsjnpZGpqzMFgMxlA45pImWaSRqA7Xm2AmWqKtPVUGsAqOYwFIBIMETMc1x1kxvhg4TwYVkU3AuNYszCQV0nZV+Qkm84nrFKa9rTSGgLnIzBWWoi1XYn9JGllPWSQocEAlgGu3LAJNiDcgOqKNWmxAU6iJCxqcwoEEggk7AgHA6nlG8xtIfStSorqp06gDNxBliIYQBYsxIFsW8pWBOunWRfL5WgRAJGjQpIIBF9Yu+kbdFMnEH9Xm7zLDIOJ0RU/R07JJIIm41MXgQSq6iVlgBpO5iMWeJcdfKLpKLDqQKehZUwujYm5JPLBB0gggbUuMcdROWgrB2upEA62kk6SIDCLkyw13IxDwPhVWtVDOxLm+tTOm8lQWBkmATUm9gOpwzCuDFV0HPWJuSbJrN8jQq0pzFVA1aC2otemLkASLHcsxgRsTNmDKqDTYlWJIJvpeVUAMuqTDbXA6SAcYnA8uiVBPnVWhm1nk1QCuoEhYgyFsGCRjfh2UenWZCxfQqh+YtpaQ0krD3kEgKE0xJ5bzVKoqgkcPK4hCy5SKvL8iqacWG4bVEwT6mm502jsTbAOjV8nMrWpEGmWKQx0goQVjSJ1KrENMbKe2Oh8Yak5UOoL8nOFHQlkgty76oEnrvhB8VZaKh8ohYWnAk2YwFljuGYxDCO++B2WoKmVrX/MYpupB8ftBVVamUqfiaYVaZqOoKnUkgkFfdGFwD0MdJwZd6VSkaiAmlOqpTF2pE9V7rJ/z74v8WqDR+HbynQCShEFQBJAhp9NhFzqtsMK2XoVsk61JJpmBqm62nSw/wBIMHD2Xeri48O8TFexsZrxHh0KoJNWgW1KQSBPX5NFiDhlymXpZgeaKo1oBAO89tHwiOUAWwT4Vwtc4rPliq1I50MGnU/sn0n+QcAs5wnyqgDK1CqpsCSon9l+3sfvhRqMQAbieKKxNtYd8SkfhHVOdQuog7lZuOwFgL9GwA8GUczQzeXzVSFfNawC4nSAORQDBkwAPY4t8Izz5R2OYpiolSZ1mCdXqieRpm+38ME+OeIKDUU/DECqkeWK0IyREaajEK3pAuST3OH0WsuEcePXfJKtJr3tGjhvievUzNTLNl6TtSUNr06Q8kRALGLG/YwIxY4lWaofKqKqBgTpUFdREKDMQbQIntBIwk+Hs7mKmYFVx5dRSoJFMkEdRqUlTbqTMTG5w6tUUP5hBeqYF9hvA/VUe5/PFSVG0JiMABvaTeE6QSmo0aCSwcb86+8mZWIPYYZQoAt8zhRV6mlmS0MWLWIJG5nb08sST3jqWbjdCmgFSuhbqFOonqeUScGtRVveA9NmOUv1wSwPQiPruNj2nFHO5pwjLSUa1+ETeBIKmO1jPc3thez3jYEwo5Z5Sx0m4IPvsf8AbALN8Qr15DNoQyIA0Bp+7v8AmMJqbfTXTOUU9jc/VlC2Y8X+XT0U4erA555QQTvEavkN4uRhazGUaoxqZgmpUPMUJjUBsXPwUx0H2HXG2eq5bKLNRijEWEA1D+7T2X95vywlcb8RvmAaaKadLfRMs/u7dflYYlBrbQb6CWoiU9NZZ8S+I9QalQbVr5alYCJG3l0x8KRb3+W/ngvgDVqiahFOSWPfSNvkCRPzxH4T8NPmWDxFOQGaLH2H/wBvtjq2Uyi0XVUQ6KdM+kb6yIn/ANv88FXrpSXdJ590EczL+XFFQq8pEgAE9REfKLHFOsF8yqTB9CALzbDUPuXP2wE4/nm0uUOldOowmoEBWMd7Qelo2OKHh0U6sJUpENTYVAdTMKlMAi7mBbUCwM/DYkWkWmShYwf5SzX4rTAWnRAoMarIpbSQwps2sQWBu4gRFmBnsOrUKTGAAxSoDVd1VVAVSulTqJG4JEc1wTcjBTjOWas61aSyAASYIUU7nk0DUzExAOxm3cJQzmXWsfNVqTjU7rq1Aj9Zgh0o2xuYgN1g4aDl2B5cfn9xgUWzML5zM06flKukI0MFUWJg6YVdxZjaY04s8OzautOr5iCmRNwbgxETBJPuLYX+G0surJaNWpl1EFKYJDACduhv6ZMQMXc/k8nlqGp7gsFpksToLG2jSRECTboI2wlsAYJY38LwzTYDEbWm+f8AFNMVGCgkAx6kFxY2a+9sZi3TzNMABKVRlAADKtiI6WxmM3qf7Z+89uj/AG9JxUaqTRAcAztOn/I/lgrR4pTdkMhdIuGJAseWb3ve3bbsboZFWSoNGtgNQItYjlGo77ETccpHzXq3D1JIIAdbsL39zEwZ2W2422x9AtRahN9ROe9NqQspyPDw4XjFkM1RUGkG1FgxDSIhgZ2BlpvfooIuBi9/xw02DfiFhDsW0grpuQFQkQ1ouTf2wmvwtFKjmBYSFYCSe2xgkbfTfpdyeSpRC8zGYE6bexAWeomROE1Nnptmc4xK1T6ch5wxW8SDzKjNrKs2saSFGrywgnVzMAB0vc22GPKWZr5gimqhFIBZoN4IIMWa5ggHSDGxxFWyNCmouGquLKoNupNgWBgbmSJm8Rho8P8AD6iiUVWcDmGykBgLSZZoDQ2qOh6wipUp06eJBbgL90YqMWs58bQb/wCHzRYVbNJC6qg1FLfCi+ok7BQDeB1wToVfJqkVTU0hQ5U2JgkBj5QICmdOl7vG0gBr/E6mqmhpiu3lSdahVJuFaA6QSBN4G1jc4XhVDsKq1XGsqQAeZioL87MAim0lQbBIEXBlpO9YXqeHx4ZZxrgLkotGrhebpK2kOEinTZACDUKySAy1AsXJUAAEAreIjzM8Qp0H1UFqFjIlhyvUbmaWClyBG45PecDshRNRghZaimGbk1OzNdGsVCou8PqNpnY4nFEUbPIUHmFLn6PzMxEhdfqYDVJFwAcAyKTn1+YKqNTIZzFctHmIoIKsSukMVssBwVpgc4UAkgidwD6vhjy6blW1zBNtJcyHXnAHPqFmCmZiNoZOF0VNPmIpkWBqSxmTfSG1MP2mYEyL95FqUqDAEl2Op0ZpZvVMBTZWG1gNptBgi5Udn7ReO+Qg/K8CFWn5pkU2pjckmIEEJclhtebAY594tqHNZqll1kqh5otsASYG3LAvtqjph5zHGHy6VavKtMBqiK3rJYjkgWA1FiJ/W9sIPC6rhK2aJmrVJVG78xLmOzN9oEbDDaFwS/kPExb55GW6mvLZqcg7HaFBO/VYPv3t2w5cL8fpVBocQoAFbEMv+BuvzFsK3hXNnLanzDaVcwVAJYQd5W9u574943mMvUpAAeYJZgQRMCAIY+kE7hjIvY4Mkk4SL9/WUO4Izj43C8lVWcpmWpr1pyHX/sa8fTAWvwzKliG8gn9kmiT/AGTA/LHJRmGV9ALI1rFgwmLXA3/zwwH8UoDOhYKNUhth7yRga2ykEWNr+UOhVBvmY4ZnwjRI1KtSe6lGPttGK1Pws6mRUzix2Q/XZsLtDioPrOg/tb/nfGtfjo2NZmPSGIB+xwpaVfS5lBw63EbxwSpA/wDyo6alVfzZ5jETZSjSJ86uikf9TMBv7iXxz7M8UDwAWN+5J/PEJFRmAFNtR25cNXYv7H8QTUA0MfH8U5enMMahG3lJ5Y/76nOPoDgJxTxxWYFaSrRHdZL/APuG/wBowKynA8zUEii2xN7Cwn74bOD+AjUANRp2OlBG97ufbtfGhNmpG+R9ZhJIiLTqF2EKWdj+8xPy/wAThz8P+CjURqlcHstNf1jAGpttyLThn4VwvLZY1StPWVb0UoJsg1S0i89Jkzta1ulXq1NCMRl6GpGChgHMqYBMWOoTsPQBBk4GrtV8ly94uzHrKWc5VFKm6UBNUAhERGKagfSzgaZG0agB1FjiKjxWrTqL5xphKlQ0g0aeUIzpaSEIbUD0N9ovYNRYqDLU+U6mar6RLIW1bS7TANrYBZ/M0sqadBi/mBCSqu7qhIAJJEkFiWILG3MeuIaZvcW/JhBb6wpx3JKi+YtUM5YVAFbmNNiQ+mP2JIaLad+uF054Go1BHUCnBWBLKCzsIltyG9IttbBSlTWSoZyFVaZYgAgqqyAdIUAAACFiSxiSSVrJ1xSrVDopU6XMpctqcEXdiJN4IEE237jD1YNdV4R9NN3YtnHzIZTVTFRnYRBUub6YtbYaiS3tqiMB+M5DKOpBi58xybTpgDUPjkwAvz6jGnFczWzGXVqNRqdNkJLMCGT6co1n7Cflgdlc/TpAIKivVmGmAoYQIEATFtrT88IVGvjGo4D8wlGLU/EGcPyIakztUqUtXr1r5aooHwIeUdpgxc36meD8Qy7rr1vWiFUwAYnrsBtJ6wFkTbEHFOFNVlqjAogDEE8psCJg6Z6yZ6d8C8pliKdStSzGt3GhQoIQb7fE0QTIMWJNhh5K1lOfR4Xt8TCu7a3C06CudBAKU5XoQRB+VtsZjnv/ABOqLfh61SABrSUU2tpXVYdPeJ64zCf8J+Y9PmZvafI/9viV6efqVV1qYKyDqILuLWRALxEjrb3wLSlWUsQimQdXN0PNuvpMW6kkmbY24fTq028sSgAEgCZ/VmDb3UmNpxXzeUbzGTUwGoCQdQkyVBgRG0AfrdYjHZRQpIFv1JHbEAT0YUWqC2kLq0ggKTIJINkMRMdV2kyd4hyKag5cAFSJ5RyuxgAEiIgGSZElSbTjfgejUsjW4tTksSttwo2G5J6R0tglxBlp6CtNQILHURLmw0gA+kzYg2npucBsbWmODaXvDmTphmOpmO+otI9MGNJKxptPWMGc/wASNNIoAKGBHmWAGwBltxJAmCPyBRuDqZUeYqiYKrdUJvBg+iNokzEnbDUKVMssVCwgDn5mZoiVWCYIUGALlZtGOdtNFd9ic3HLhKqT3p2AklHOVTD01YhoYl1sSGhiqiysRDXv6jEgg7+Jgp8s1GK0VGsFdNzBS8naGtAi5JYWwZ4flWpgNUARQCdMaqkydhJC97yST0wv5UKWBps1SmQCSxpBnNySWN1taOWWaOW+EU2RnxKPp/PfpeC7HSXMpn6cJ+noUg7DzPKh2JYDSNc6SxB3EEQLmMEVy+XWi9OmEpUyHGobuH1HlM9VBJAKwUJuMLfGayaeUgLOmiVBJclgxjfQ5MA1YM6iI2JHUc/VqvUoV3ClrXJVRGoCxZhpMxpEggxGKVpXW/XQ9NIvCSbmHaNekz02pkpIqK7IX6aCL6gVf1MGsRfobslLIaqIhCEJ+OCY1Egwp1e8lhvthX/BVaYpFEC1UdG8uoCwZgukkMQFI0ksAkRFxYge8S8QLTpVC6tYxRpEwpY6tEgbqBeDY6VbfG7st2R1nAqFQbiBPG4qM9PJ0iXOqSw6tfSDAABRTeN5XrOJMznKVE0lGlgqoKSMdMWjUxgwoIkyOhidj54U8M16rmq7KfM9UySAZJNoEsfsBbBniPAMrrJrFlFRZFVGNyohkfdTfYnfbeJbUamrCmeHLieMUuJgWmn/AAmvFE1PIKimzKEaBmGGk6dZgQZZtPcncSML/FVpkHX5NCo9IGnRVAro5bSAXEEENB9wT2OJOG+I66EUUC1qAJADKwcqI9IGqIt8JG23StneC5zM1ywpeSZJVnu2nUCgEklNIFtPc37HTUq3bIA5/qeY5WEpcYpJU8sVHCMGq6mICmUaBJgGTufpYnBDh7ZmqQtNWLdOWwT954Hz03hjvg5wzhWWRQXqGpWpgepJ2YLZBtzEAk9+knDlnMmwptVQEGDrpkTymxKwAdQvtuLXthNXaQAEUX8fiGq/yvOf8Y8JV6yElVLheQpJ1Ai0k77bYSqAqaSZpoyDQVYgMAsTyvvcm0zv7Y+gOH5bRl6eogwJ1A207j5/XHMfGPDvNq/oRqpVWQnbSHsrmSe2mw6T9PbFtTYjTfTh8Qa1MMMQ1i9k+HhGKtRQ69QSoCLEBXshaWC22vE+4xNxLJvUValOm9ICA2ptEM14WTzLO2mbC47muGcDKCkag102s9R2MHVFki5WRET1k9g75fw/l6VIHmq1UXVTapciDrAHtIiTJ98OqbUqtfU9d8xaeVjKHhLh1aIqCoaQAC+YzrqLLzkhjLCfhaR9sMmU4pSpZZTUIjQqkBZLHSAQAOZjNoF8acQ49QoEio4FtUExvYD2mCQesYT8xmTmKaeQpqeU1P4lOoqQYPNIUi2uPocQZscTZA8eEbbFlCTZbzYq5UI1NFYIzO6mGpoqxUIYxBaAepB6DFDh+bCBAV05ZqauhqaVSm7cqLvrqGxkyZJ6dCeRyOYyop06Kq9EqQdZ0kEEBeYAg2kenAirTekXfyGoorsQyVA6KVEElGUBUMkzaDNp3BHVyVJvy58fXy58I6xEbM/nPPNGnT5Rq5mMAOqwWKgTYmB7ycU/EXDqZpOSqwAZBbQrEkRrYXImCYN+s4V+E8QfkcIsKul3aqztM7rIMhmuRb4R0uV4VmK9ZqrtTc8wFJWaxMQTomFgWE7SSZNsKNEo+K+nveMtZQBIOH06yJTanpqKAS1Vl8qEJLNyxOo7y3TG2U4ZSy1KpVdZLc5pgAuRMiR6mabmepxJnshmjSZa1eQpmKKcxY3CKCSCAIvEemdjgTwrNGn5eVzMUy5lgD5rsgB0o502uRcX32nDsJcE4uOdtSBn1YTwfSBeLcSqViGqamUBWp00I0GZLAsOUMove/KT2wUyPCM1UkAUtFbQ55NQkMpM6+d1IHWBJAGGTh9DKiQtKmjqx5CwJWep30yI+Qge2C1Cbso/tNaT0AXc/WMa22ZYaaW8evO8EoRmTErxLFPy8oTSWmIP6QFi/WyLAUWgEweijbFzgmRWmGKDStySVC0129KzLmwljI7HFevnajZp9bKNF/LpL5hYk3l+Vdfy2tM3wSrqyDcyZYAmbT1MwNO07D3NztUFaYT79dCHRzJYyw1BjeTfuxU/YCBjMCgCb66hnqlMsv0bTce+MxNuG6Bj94vOKnFeL09ZpguVMDlGnf8A33+eJMgfxEUVp8iNJhgDYbEmDPWR33xmMx3XprTpYhqBecVXLVLHnaWszlBTQsXZebUNCoBFlFtN1HUEyfrOIuI0vNqUwJgsIJM6zpmSAQFUAWA69MZjMCGOHHxzjVzbDwyg/Q1JF0nRLGNMc4BhpP7MEXt2mYDD4d48UVWRRocwXuXWwmSbld7D/bMZjaqLVp9odZ/E1ezVKjSG+KeJ1pCwLGWv20khzc7Lf3MWwGfNEsa7U1gMqlSqyZOiQwJKmXmL/PHmMxHT2anSUYRrkZRvGckHhnB2XrmlmVRHMcy82og6TGlRNgtxrNyQbRAwcHAjmG1U2CsoXzVcCoAbFY1C5IJOqZsNjj3GY3a3NNA662/M2icmHC8345SWhTM16ysCoKzK6Ab9Dss3F8JObZs5XpmkAE9Kz2DEgH+M/TGYzDtjJ3Bqk3Ocn2pAKgUaGdX4NQqCkV0hCBLidRII6EC3b2xV4nU10HpU0AQCDeNTdASLwTv8+2+YzHPxFiGPOeORsJQ4RxJKAU0kUpUVSSQSVBmJJMspPSSRPUYupw+pXfzVARZjSDEgRv8AmDG1oxmMw3aOw2U9T7S3Mt+FuDBTUqBFJEKVY6mYibazcEXgz1v7Fsv4iSq+jLqXMRqblCkCSDNz9B9cZjMecdnFxmDW0q5lhSJFTnpVIOkDSFLbcvUEgm5sfnirn8kMzSejAQ7p10sDb6HYjsSMZjMROxBDDWUKMpBkKn4rLmiQQ4kKSZh1NxPYH+GM4NxcGjUUvocrGrTq0sTpHzGr+GMxmLggz8Yh4F4bwQecmhtThKT8wEVF5hpjSSt0JBm3WcFfCvE+R1CqTSLSVGlJk2/WbTtMCce4zCaxxqxbO2H1jUPCZkvFaPQDBTCqd7TCkyAJ3PQxvgXmuJoqhWZ3qkciECNWqNQ6eqTczbGYzBLsyCowHP2jwbKCOMlZxTCKOQtyKBzQQLyfZb23jfBaiwFJKeXaCxMGOg9TGdz/ABJxmMxHUW6g+J9/iPcy41UUwKSHmgmTfSPiY/rGTt1Jv1ws8T4IalRKgqFEDDSEsXaDdm3J33gC++MxmAoOyEEanX1iioIzlbhebdDmGcBWKzTazPB2gemeUkFj0E4KcZ402Xy+phqqMLA3CAiCTaGOw2uT0GMxmOmqhqyZa/Ak9QkI0h4KXZVqOdXYmAFMRpCLaB3O5O1hBFsuu7Sx3M9+luse8kdMZjMI2tzvWUcIdEdgGQtmVB9H54zGYzEd5Raf/9k=)
![Historia del Microscopio - Inventor, Origen y Evolución✔️](data:image/jpeg;base64,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)
![Prudencia con los nuevos resultados del LHC acerca de una nueva partícula | Ciencia | EL PAÍS](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQMFlv-VggrKQ43kgRBdd2tEDn-murIgI5XeA&usqp=CAU)
Nos dimos cuenta y estaba claro que la búsqueda de la menor de las partículas requería que se expandiese la capacidad del ojo humano: primero lupas, después microscopios y, finalmente… ¡Aceleradores! que, utilizando energías inimaginables ( 14 TeV), nos llevaría hasta las entrañas de la materia que tratamos de conocer.
![El mayor acelerador de partículas se actualiza para quintuplicar las colisiones | Ciencia | EL PAÍS](https://elpais.com/elpais/imagenes/2018/07/13/ciencia/1531470758_411054_1531470858_noticia_grande.jpg)
Todos estos experimentos en los aceleradores han posibilitado muchos de los avances que hoy día conocemos en los distintos campos del saber humano. Generalmente, cuando se habla de aceleradores de partículas, todos piensan en el Bosón de Higgs y cosas por el estilo. Sin embargo, las realidades prácticas de dichos ingenios van mucho más allá.
![CERN](http://media.lavozdegalicia.es/scale.php?i=/default/2012/07/04/00121341389830709245732/Foto/cerndentro.jpg&w=465px)
“La “gran ciencia” (big science) genera tecnología, tecnología punta, genera industria, mucha industria, genera riqueza. Los grandes aceleradores de partículas, como el LHC del CERN, son ejemplos perfectos de ello. La tecnología de aceleradores de partículas ha permitido desarrollar dispositivos de implantación iónica que se utilizan para la fabricación de mejores semiconductores, para la fabricación prótesis de rodilla más duraderas, para la fabricación de neumáticos menos contaminantes, para el desarrollo de nuevas terapias contra el cáncer. Esto último gracias a que lo último de lo último en super-imanes superconductores está en los grandes aceleradores. Esta tecnología ha permitido desarrollar y permitirá mejorar los potentes imanes necesarios en el diagnóstico clínico (como en resonancia magnética nuclear) y para terapias contra el cáncer basadas en haces de protones. Nos lo cuenta Elizabeth Clements, en “Particle physics benefits: Adding it up,” Symmetry, dec. 2008″ (Francis (th)E mule Science’s News).
![](http://public.web.cern.ch/public/features/100330c.png)
Beneficios de la investigación básica en Física de Partículas: La tecnología desarrollada en los aceleradores de partículas tiene beneficios indirectos para la Medicina, la Informática, la industria o el medio ambiente. Los imanes superconductores que se usan para acelerar las partículas han sido fundamentales para desarrollar técnicas de diagnóstico por imagen como la resonancia magnética. Los detectores usados para identificar las partículas son la base de los PET, la tomografía por emisión de positrones (antipartícula del electrón). Y muchos hospitales utilizan haces de partículas como terapia contra el cáncer.
![](http://1.bp.blogspot.com/-HKKUtiQn4GI/TZZzrcqpUYI/AAAAAAAAAAo/iOmYrvrtmzA/s1600/MRI_fMRI.jpg)
Describe la propiedad de un núcleo atómico para girar sobre su eje como un trompo, transformándolo en un pequeño imán. Los núcleos atómicos de hidrógeno, … La imagenología es la rama de la medicina que trata del diagnóstico morfológico empleando diferentes modalidades de visualización del cuerpo humano basado en imágenes obtenidas con radiaciones ionizantes u otras fuentes de energía, así como procedimientos diagnósticos y terapéuticos. Los equipos de imagenología requieren instalaciones especiales, como obra civil, instalación eléctrica, jaulas de Faraday, clima controlado, entre otras para llegar en forma rápida y segura a la detección de muchas enfermedades.
![](http://fc05.deviantart.net/fs71/f/2010/349/2/2/tron___the_grid_by_ashurmingan-d34z052.jpg)
Con velocidades 10.000 veces mayor que una conexión típica, “The Grid” podrá enviar un catálogo completo de información desde Gran Bretaña a Japón en menos de 2 segundos. Esta red, creada en el centro de física de partículas CERN, puede proveer el poder necesario para transmitir imágenes holográficas; permitir juegos en línea con cientos de miles de personas, y ofrecer una telefonía de alta definición en video al precio de una llamada local.
Así, la World Wide Web (WWW), el ‘lenguaje’ en el que se basa Internet, fue creado en el CERN para compartir información entre científicos ubicados alrededor del mundo, y las grandes cantidades de datos que se producen motivan el desarrollo de una red de computación global distribuida llamada GRID. Los haces de partículas producidos en aceleradores tipo sincrotrón o las fuentes de espalación de neutrones, instrumentos creados para comprobar la naturaleza de la materia, tienen aplicaciones industriales en la determinación de las propiedades de nuevos materiales, así como para caracterizar estructuras biológicas o nuevos fármacos. Otras aplicaciones de la Física de Partículas son la fabricación de paneles solares, esterilización de recipientes para alimentos o reutilización de residuos nucleares, entre otros muchos campos.
Tambien en el campo de la Astronomía, el LHC, nos puede ayudar a comprender cosas que ignoramos. Nos henmos preguntado sobre la existencia de estrellas de Quarks-Gluones, y, sobre el tema, algo nos ha dicho ya el Acelerador Europeo de Partículas que trata de llegar hasta “la materia oscura” y algunos otros enigmas que nos traen de cabeza.
No es extraño encontrarnos una mañana al echar una mirada a la prensa del día, con noticias como éstas:
![](http://1.bp.blogspot.com/-mOTyaHVI0Cw/UDHfa2zasbI/AAAAAAAAKQQ/54YIGyhfPaE/s400/Colisiones-con-iones-de-plomos-informan-sobre-los-primeros-estados-de-la-materia_image365_.jpg)
Colisión de iones pesados registrada por el experimento ALICE. (Imagen: CERN.)
El acelerador europeo ha obtenido plasma de quarks–gluones, el primer estado de la materia tras el Big Bang.
![](https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRNvikwqHO5H1GicCF1rtqrsvyUAHx0lWzldS6luup14T1TWtPp)
“No todo son bosones de Higgs en las instalaciones del CERN. Aún hay muchas preguntas sobre el universo y sus partículas que se pueden responder a base de colisiones de alta energía. Y en eso, elLHC es el mejor. Un grupo de investigadores del consorcio europeo ha realizado nuevas mediciones de la que creen que es el primer tipo de materia que hubo durante los instantes iniciales del universo. El plasma de quarks–gluones.
Los quarks y los gluones son, respectivamente, los ladrillos y el cemento de la materia ordinaria. Durante los primeros momentos tras el Big Bang, sin embargo, no estaban unidos constituyendo partículas —como protones o neutrones— sino que se movían libremente en estado de plasma. A base de colisionar iones de plomo —que es un átomo muy pesado— a velocidades cercanas a las de la luz, el LHC pudo recrear durante pequeños lapsos de tiempo las que se creen fueron las condiciones de los primeros momentos del universo.
El plasma de quarks–gluones es extremo y efímero. Por eso los investigadores han tenido que analizar los resultados de más de mil millones de colisiones para obtener resultados significativos.”
![](http://2.bp.blogspot.com/_oMNSZ3--g9A/S88uYZ8z-7I/AAAAAAAAEI8/AgHj-2sh9Jo/s400/event.jpg)
Evento de colisión de 7 TeV visto por el detector LHCb. El experimento del LHCb en el LHC estará bien ubicado para explorar el misterio de la antimateria. Crédito: LHC, CERN. Ya sabéis que, durante muchos años, la ausencia de antimateria en el Universo ha atormentado a los físicos de partículas y a los cosmólogos: mientras que el Big Bang debería haber creado cantidades iguales de materia y antimateria, no observamos ninguna antimateria primordial hoy en día. ¿Dónde ha ido? Los experimentos del LHC tienen el potencial de dar a conocer los procesos naturales que podrían ser la clave para resolver esta paradoja.
Cada vez que la materia es creada a partir de energía pura, se genera la misma cantidad de partículas y antipartículas. Por el contrario, cuando la materia y la antimateria se encuentran, se aniquilan mutuamente y producen luz. La antimateria se produce habitualmente cuando los rayos cósmicos chocan contra la atmósfera de la Tierra, y la aniquilación de materia y antimateria se observa durante los experimentos de física en los aceleradores de partículas.
![](http://1.bp.blogspot.com/_IP-xhn2P2rQ/S7IiPn0WJnI/AAAAAAAAEQg/VahfDZWxetM/s400/2.jpg)
Equipos de físicos en todo el mundo siguen analizando datos. Aquellas primeras colisiones de protones a la alta energía prevista de 7 Teraelectronvoltios (TeV), una potencia jamás alcanzada en ningún acelerador antes, nos puede traer noticias largamente esperadas y desvelar misterios, contestar a preguntas planteadas y, en definitiva, decirnos cómo es la Naturaleza allí, donde el ojo humano no puede llegar pero, si la inteligencia.
![Resultado de imagen de El LHC y sus 14 TeV](http://slideplayer.es/4680291/14/images/5/El+acelerador+LHC+Large+Hadron+Collider+Colisionador+p-p+a+14TeV.jpg)
Lo cierto es que, todos tenemos que convenir en el hecho cierto de que, el LHC es el mayor experimento físico de la historia de la Ciencia y que, de seguro, nos dará la oportunidad de comprender muchas cuestiones que antes se nos aparecían oscuras e indistinguibles entre la bruma de esa lejanía infinitesimal de la cuántica. Ahora, tenemos una herramienta capaz de llevarnos hasta aquellos primeros momentos en los que se construyó la historia del universo y, si podemos, de esta manera “estar allí”, veremos, con nuestros propios ojos lo que pasó y por qué pasó de esa manera.
Toda esta larga exposición de temas, de alguna manera conectados, viene al caso para dejar claro que, aquellos detractores del LHC, no llevaban la razón y, sus protestas no tenían un contenido científico. El Acelerador de Partículas que llamamos abreviadamente LHC, nos ha dado y nos seguirá dando, muchos beneficios para toda la Humanidad.
emilio silvera
Ene
23
Transferencias tecnológicas del CERN a la Biomedicina. Hay una parte de las actividades en el CERN en la que también interviene el LHC que, es poco conocida por el pueblo llano. Allí, no solo se trata de hacer colisionar haces de partículas para llegar a lo más profundo de los componentes de la materia, sino que, además, se realizan múltiples actividades tecnológicas encaminadas a mejorar la vida de las personas.
![El CERN fija su prioridad: una fábrica de bosones de Higgs - La Opinión de Murcia](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQRqL_GgIapsaTR1DH7Yz2NIA6I26evU57ykw&usqp=CAU)
Se utilizan modernas técnicas halladas en el LHC
En realidad, en el CERN, se trabaja en algo más que en las partículas subatómicas y se buscan nuevas respuestas y remedios para paliar el dolor en el mundo. También, se ha contribuido de manera notable a las comunicaciones y, el mundo es tal como lo conocemos hoy gracias a Ingenios como el LHC que, por desconocimiento de muchos, en su momento, fue tan denostado.
![CERN - LHC 8](http://megaconstrucciones.net/images/industrias/foto/cern-lhc-8.jpg)
Partículas y más
Seguramente la mayoría de los lectores de la Revista Española de Física han oído más de una vez hablar del CERN. Fundado en 1954, constituye el mayor laboratorio de física de partículas del mundo, con veinte países miembros y un de unas 3.000 personas entre físicos, ingenieros y personal técnico y administrativo de todo tipo.
![Los asturianos del CERN | El Comercio](data:image/jpeg;base64,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)
![Mi maleta y yo: Visitar el CERN en Ginebra, el gran acelerador de partículas](data:image/jpeg;base64,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)
![Mi maleta y yo: Visitar el CERN en Ginebra, el gran acelerador de partículas](data:image/jpeg;base64,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)
Seguramente están también al tanto de los grandes experimentos que se están preparando en este centro como el Large Hadron Collider (LHC), situado en un túnel circular de 27 km de longitud, destinado a elucidar el origen de la llamada ruptura de la simetría electrodébil y en última instancia el origen de las masas de las partículas elementales (no de la masa del protón o del neutrón como erróneamente se dice a veces en los medios de comunicación), o del proyecto CERN Neutrino Gran Sasso (CNGS), que consiste en enviar un haz de neutrinos de alta energía desde el CERN al laboratorio subterráneo italiano del Gran Sasso que se encuentra a 730 km, para estudiar las oscilaciones de estas huidizas partículas.
![El proyecto del CERN "neutrinos to Gran Sasso", en marcha | News | CORDIS | European Commission](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEBUTEhMVExMVExYSFxUYFhoWFRUWFRYgIhsbGhsaIDAmGBoxGxkVLTQhJTAvMDo6Gx8zODM4PSguMDcBCgoKDg0NFhAQGCsdFRkzKzc3Nzc3Ny8vLTAvNzcwNzcrNzAwNzAvNzArKzc3NyswNy8tLi03Kys3NzcvLS03N//AABEIAIcAyAMBEQACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAABAIDBQEGB//EAD8QAAIBAgQCBggDBgUFAAAAAAECAwARBBIhMQVBEyJRYXGRBhQyUoGhsdFCksEjU2JzgrIVQ3Lh8BYkM8LS/8QAGQEBAAMBAQAAAAAAAAAAAAAAAAECAwQF/8QAMxEAAgECBQIDBgYDAQEAAAAAAAECAxEEEiExURNBImGRBRQycaGxM1KB0eHwI0LBohX/2gAMAwEAAhEDEQA/APuNAFAFAYc2OdsY8Ifoo4oVkJsMztIxAtm0yjLr3kVm34rHbGlGOHjUy5pSbXySt9Xf0EcHxaQyzF5bQxSMobqAN0EYMotubtn15ZTVVJ330OiphoKEFGPjkvPTM9Ppb53E+CcXxc8TjpFSTIiqGVcwllGdWsNDH0RXvJVqiMpNG2Jw2Hozj4bxu+72WjXzzf8ADRw/HHODfElesLIIm6oEwIRhe17dISL91WU3lbOaeEj7zGinpvfy3X/kb4VxvppCgQ6I7Zxt1JMh05XYPbuWrRndmNfCdKGa/dfVX+iauZGH9JSII55WbNIs04hVVyiOK4CEnUNcpr26VTPpc7J4BOrKlBK0cqu73u+67c6cajUvpXkcpJEEZc2cdIOrliMh5a9XJfvcDkanqW3RkvZ2aOaMrp2tpvrbnm/6K43w7jLTQytlWFkPRjOwYByinrWtazNY+BqVO6fYxrYVUqkI3zJ66Ltd7fNK5l4X0pKqFkUtOGyOjMqhGDqnVYCzgu1x3X7Kqqlt9zqn7OUnmg7Q7PXXRvVdrJetuR9fSZbi6WBleInN7OQXubDmouCNDprrU9QweAdnZ9k/XT6Pfuhjh3HBKkjlCioqtckfjQMBfYMAVuO+rKd02Z1sG6coxvdyv9Hb0MzD8dljDLPdpYpBCbKFWUykGJhpp1M17dlUU2t+x0zwdOpaVLSM1f5W3XrsTn9LgpdTGAyK5I6QaGOFXINh7zoviT2VPVIj7McsrUtHbty2vsmzv/UMhAVlVP264cyq4tnVQ0mUMvsgBwT3Gozse5QWqd/C3a3bZX132IYf0xVluYspspAL9sTSHNp1bIFPfmFSqvkTP2W4u2a+/bzUdP1f0Zdx3jbqmGKAxtKTKynLmWKOIu4ObQH2RfvpKTsimFwkZSqqWqhp33bstvUowXpUREudekYRxZ3H7MGSYKUUKdr50ueV+6oVTTU0qezk5vK7K7st9Fe/2Z3/AKwHVtEGzWOkgsAZGUHbYrG7+Ap1fIj/AOZveVreXknzy0vmb/CsZ00EcuXL0iK+W97Zhe161i7q559el0qsoXvldhypMgoAoAoAoAoCp4FJDFQSNiQCR4HlUWLKckrJ6EPUo/3aa3/CNb78udLInqz/ADP1OjDIDfItxaxyjS21LIjqS2uybRKRYgEXva2l73v51NiFJp3uCRKL2AF9TYWue+lg5N7sh6rHr1F136o11vr261FkW6k+WD4VCSSiknclRc6W1+FLIhVJpWTZLoFsRlFibkWFie09tTYjNK977EfVI9Ooum3VGmt9NO3Wosi3Unyzq4ZBayKLbaDSlkQ5yfdnegTLlyrl92wt5UshnlfNd3CSBWFmUEaaEAjTapsQpSWzIthYyTdFN736o1vvft2HlUWRZVJruzpw6e6trk7Dc7nx1NTZEZ5csPVk9xdwfZG4Fh8qiyHUlywlw6MbsqsRoLgEjzpZMRnKOzaB8MhJJRTewN1BuBtftpZBTktm9DgwsfuL+Ud/3PmaWQ6kuWWIoAAAsBoANhUlW23dk6AKAKAKAKAKAoxWJWMZmNhe1+zQnysDQFMfEkKs2oCi5uN9L2HaaAMNxKORyiXJXfTTTv5/CgHaAKAKAKAKAKAKAKAKAKAKAKAKAKAKAKAKAKAKAjI4AJJsALk9lAL9LI3sqFHa97n+ka+ZFAdMDneRv6Qo+oJ+dAdGEHMufF2+9AVTJCntNl8ZCOfj2kVDaW5aMJS+FNk0w6MAVZrciHNvrUpkNNOzOjDsNpW/qCn9AfnQg50ki+0ocdqaH8p/Q0BfFIGAINwedAToAoAoAoAoAoAoAoAoAoAoAoAoAoAoAoCjGRZkIBsdCPFTceOooCtcWQOupH8Sgsp79NR8RQHMRxGJI3kLjKilzYgmwFzpUN2Vy0IOclFbsWjkxUgDDooVIuL3lex/0kL5E1XxM6GqEHZ3k/Rf9f2IzcJkcgvNcrqP2SaeFwahwb3ZMcTCKajDfzZOLh8yCyT2A2BiQj5WqVFrZkSr05O8oa/NlGL4jNh1LymKRFFyUPRuBzIViQx7rjuo3Jbkwp0arUYNxk+dV6r9htuJjLdUex5kFVHeT2eFWuc+R9rM4uIEcJY3kNyxCC5uxubDsF6hySVyYUnKSjtfnQivHYL2L5TpowIOu3LSo6kTV4SrulcehnVhdSCO6rJpmEouLs1YsBqSp2gCgCgCgCgCgCgCgCgCgCgCgCgCgKozYG+mW+vdv9KAz8TNFK4XL0irZmsucEn2Re1u/wAu2gMc4KF5WWESYcruYiR49RWyjXuNVyo3WIntJKXzV/ruWQYCNSf+/wAQCDYiR1Gvgyi2/KlnyR1Yd4L6/ucbh0GYK+LmDb3LBc2vaVsfhSz5J60O1NfX9zRwvCcKrA6OwNwXfPY8iAdAe8CighLEzasrRXkrepqNq1uQ1PjyH6+VWMDrxKdwDUWJUmtmUvglPbpqL9ax/qvUZUXVVr+2EhwZVYsoANiLqShFxa/MXt3VXp22N3ipNWk9PX+ShcFPGMscrhQLAMokA7Bca2t3VXLJbM0dWlUd5xV/nY08JP1FDspe2v4bnnYHWtIvTU5akPE8qeUbqxkFAFAFAFAFAFAFAFAFAFAFAFAKY3DK4KNfK6lWtz7vC16A76inIZdLXUlT8cu9AVx8MQG4L/nYbm52PbQFq4GIX6iknckXJ8Sd9KAPUYr36NL7XygmgLJAAL2HlzoCUS2HfufGgJ0AUAUAUBF0B3AI76BNrYlQBQBQBQBQBQBQBQBQBQBQBQBQFc407xr5UBMG9AdoAoAoCrdu5frQFl6Ai0qjdgPiKAh63H76fmFRdCxz1yP94n5h96jMuRYPXYv3ifmH3pmXIsHrcfvp+YVN0LE1nU7Mp+IoCd6kHaAKAKAKAKAKAKAKAKAKASl4pEvMk9gVifpWTrQXcv05cCsnHVG0Up/ptWbxMPMnpSERx+SxCwnQ21JOnLYVR4rhE9JlUnHMQdlC/wBJP1NVeKlwiekLvxXEn8TDwUD9Ko8RU5J6fkLzY6e2ryeZH0qvVm+4yW7FBmf3m/Maq5yfdiyIE1F2SctUAMo7KALVACgCwqQFqA6DS7BNZmGzMP6jVs8uWRZFqY6UbSP+Yn61ZVZruMqLk4zOP8wnxAP6VZV6i7kZUXx+kcw3KN4i30NWWJmRkRcnpUfxIp8GI/StFin3RVxXI5F6TRndJB8L1dYmPcq7LuhqPjsB3fL/AKlK/UVoqsH3IHYcUj+y6t4MD9KummC6pAUBgsL715B6RGxGxv3H70BDPZtdLi3xG360BLpl94eYoC/DwlzoRbmft2mtqVFz12RlUqqPzDHcNVo3JcgAXB5dXe45iuh4eCizndWTPKCuEuFAFAFAFAFAFAFAFABNqAmsB5m3cBt8TS5zus+xYIF8fGhR1JPuSCDsHlS5UkKggKAKA4VFSnYkfPGZggXML7ZrdY+enxtXR7zO1iczK4eLSxspLF7sqkE6dZrX+dTRqylOzZMW7mnXKesFAVyjTw18qAllB5DyoQVvGuwA17h8TVk2Q0jpgW2W2h5cqnPLkZI8CsnC0OxK/MfOqlXTQjisAyDMSCPI+XOhnKFhShQVdJsxylbXNr30FhYW8b699ToCJXEcmj8bHT71PhAxBmt17X7uyqu3YFlAFAFABFACi2xI+nkaXKOnF9iazHuPyNLXM3SXZjEKM34GHiLDzNW6bMnGxemDc72Hib/SrKkyLFq4A828h96t00Sd9QHvHyp00RYDgB7x8qdJCwviMKU1vcbXtaxqkoWWgsKzH2P5kf8AeKth/wAREx3N+ZSVIBsSCAd7EjQ251l3PWEDgJAAEnZRYDUBjoN7nnvVsy4K2fIzhonF8759ANgBfmahtEpMti2t2G3w5fKqlgQ/iPPbwqWQd6QePwqBdHDJ3H5fehGYysVDM7XK6chcaf71NzKV2QThsh3sPjf6VFyuRnJeHuNrN4b+RqQ4sXETH8LflP2q2V8FMy5O9C3ut+U/amV8EZlyWJgpD+G3iQKlU2Q6kUWPwp9wVuPHy2qemV6qODh8lrgDz+4p02T1Ucbh8nZ8xUdNk9SJowYNLAlADbUE3sa1UVwYub5JYmTo0uiZjyUDz27qsiu4v/iTE6Qyc9xb61NhYZweILrcqya2swsdtfhUNBl9QQFAZ2NxmtlNu8bk9g7qznO2iDYmQW9ryvfz7aycmQcm/B/Nj/vFbYf8REx3PQ1geuFAcoDymN9KXExjTBYtgDlJEdr27O7vq6Wl7o6lg7xv1Ir9TehxKG1wUYgHK4IIPZrpfwqjuccoNPkaFQUEWwL3YiUgMSbW0HxJvVsy4IsyhoieocSdRaw+O57dudaZJZc2R2M+pDNlzK5Z6o41eclbgkEADQ3sDfSqLXRLUu/Crt6Fx4jF73yP2rb3St+UweNoL/dEP8Qj5M35T9q0WHxH5fsYPEYX833EpeJuT1TYeAv8a7qeESXj1Z51XFty/wAasimTHyWuXIAF+zQeFbLD0l2Mfear7lJxxNv2hN9utvVlSprsiHVq8sgzkG9z36nQ9tWyR4RTqS5Y8vE5LW0PfbWsHhKfmbrF1PI7/ikn8PlUe5w5ZPvk+EWwcRkIOq6G23+9efiV0p5VsddGo5wzMt9df+HyP3rDq+RrcPXH7R5VHUYuROKf3vkPtTqMXF3kJ0uW7ySQPv4VVyb7i4Klu89v/NhVSCVAVy7p/Nj/ALxW+H/ERaO56GsD1woAckiwa2igabWPW23uOddMasVFJlEtb25/j0OQhgbtISLscttLHYd1jbXx7anqxEkraR4MjjCyE2sSlgdBcX77Vvg+iledsx5ntD3hySp3y+Rkhey48CR9K9HpU3rZHle81o6OTA5vfbwJuKhUYrVJegeIclaV/Vket2A+GlaXZnaD2diTT39rNp23NqpGMI6pW/QvPqzsm836gHHLWtLmWVp2ehWJuRFuZPKwGp8Kop62ZvLDpxvB3/v9fyJxShhccxe3O3hUxmpbFKtCdNtSR10BBB2IsfCrGS0KUwUY2Ub37dvGosiznJk8S+VCewUk7JsmlHNNRfc1sL6LzMFzzKgYAiwJPhy1rmdWR6iwtJdieO9EiiZg8kxG6AWJ8Naym5teFmipxWyRnHEZSI0ifPyTIVPlzriWHqSfiYysfThuMC5miU88oYBx8DofOrvCrsycorJiQptIGjPY6lfI7GsJUJrsQ4smpzC/4e47+JG3hWWxUmBUA7QBQFcu6fzY/wC8VvhvxEWjub4cHYg/GsWmj1kyVQSFARZgNzbxoRcyOJ4mE7zhe4HMPIV14dyg/guceKpqqrZ2v73MVMRmNkV3P8KnWvVVdW2PGeCnfdDkfDsW3s4dh/qIX62qHW4RdYHmQ5H6MYtvaaNPMn6VV1pGscHTW92XP6Jzj2Z0PihH0qFVkS8HSfYWl9GcUPwxP4MQfmKnqeRHuttpv7iM2CljNpFMZ3AuGBHbWsHmRy1o9KSTSf0KRGQbgKfkalRs72RR1FKNnJ/cl0naCPn9Ktm5M+k3s0ySyA7EVKaZWUJR3VjkseYW7aiSurE05uElJdjfX0ka1jGptsQSLW27aydHzOxY594jkHpTGfaRgRvax/4Ko6LNVjYd0zchkVgGUggi4PdWVrHWmmroGk1sNT8h4mhJxsOrDrgP4i4+ANAZWJ9GMO2qBom7UNh5bVWUIy3QsZk/AMSnsOkw7G6jeY0NYSw0XtoVcUZ00jR/+WN4u8i6/mGlYSw81tqVcWTjkDC6kEdxvWDTW5ByXdP5sf8AeK2w/wCIiY7mvxuLAJLaWORpWHSEQwzzOASQGcQK2QEhrFrXyta9jXomhDEcJwyQ9OmJlWIhWVkkMiuHtkyAAmQsSoVVuSSoFyao4Re6RZTku5kzYiHqD1zFEtn/AGa4Odp16PJmzokeeLSWI9cC4dSNCKqqMF2J6kuS3CQcOMvRu+Id8yITJFOkavKisiO5QKkhEkdkZg13VbXNq0SS2KNtmxwmThzRwSwCJkxLFYXCls7BHci5F1IWOS4a1ipB10qQegVQBYCwoCjG4oRrmYEi4GnfVoQcnZGdSahHMzIxXHSRaMFTfc2OnhXTHDa+I5KmN08C1FsLxuTp4426/SEi2gt37eOlVr04wStuXwtWdRvNsj1Ncx2GVx7hZnQZCBIvsk+zra4NqtGbjsY1aMai1PJ4nhmJj9qEsPejOceW4rZVl3OOeBkvhdxNZ1va9j2HQ+RrRTi9mc06NSO6JMgO4BqzSZSM5R2ZHohyJHx+9Rl4LdS/xJP++QWYcwfEW+lNUL03yvqJcT4okADSXW+gsM2btGm3xrOdVQ+I7MJ7Oq4tuNGzt52saPor6WKxYJnMe5BUqbnmp2HfWalGt8O501sLX9nWVazUuHex62H0jg2sy+Iv9DUOjIpHGUn5DsfGIDtKvx0+tVcJLsaqvTe0kdPF4P3q+dMkuA61Nf7IE4vATYSr52+tHCS7BVqb2khsEMORB+INVNTNxno/hpNTGFb3k6h+W9Q0nuBFfRNAykTS2Vg2UkMDlN7bVVQindLUixi+k/o/MZ5HTDri0ll6bo3ihnhRjBFGc8M08QMgEClJVY2EsylRoxuSbMPAZVgiIZPWIcVPjlW56EyYhpi8Ra2YqFxEiiS17hXyHVCAjxnguNnlgmdIc0aYiMxR43E4bIJWhK/t4o80usLkgqg66ixyZiBOH0XlOLbFyEFnxEUrYfp5WwxUYeBCxWwUzJJE7I5Q3stwpytGAcL9EmiHDiGCvhVjGIVSejmaPBPCHAK3MgLKM3VuujXyIAB6+gFOJ4cyRMo33HiKtCWWSfBnVhng48nkl4fjT/koPFx+hro97fByrAr8w9wLg864kSzqoCoQoBvqf9iaxqVHN3Z00aKpJpdz1VZmoUAUAti8DFKLSRq/iAT50BjYn0ShOsbPEewHMvkaspSWzM5UoT3VzKxPo5iU1UpKPHI3z0+daKs+5zTwMX8LsZhjl/dH86ferdZcGXuMvzIc4WygssqhTYHrDNca7Fb21y37qzqVG14dDpwuGhTk3V1Xb+/I1Y54Li6wZedke/fbSslOpydUqGGs7J3IpNCBtCd9SjX122XTlTPV5JdHCPXKZPHcXGHXIo9nXILDf+K1zW1OrZeI4MRhFKS6WiM310e6fl96060TH3GpyiuWcEg2cEdhH3qspxlyaU8NVg9MpvYH0rKIFy7e+zMfPWsvD5nV/l7pfX9hyP0xHNV82/8Amo05JvU4Xr/A9gfSeN3Cmwv2Fj/60diycu6P/9k=)
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)
![CNGS: Opening the way to Gran Sasso - CERN Document Server](data:image/jpeg;base64,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)
![15: Neutrinos Sent from CERN, Switzerland to Gran Sasso, Italy [33] | Download Scientific 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rJA/q1LIl3EeKUn8KHF+5cs5Q5le8crLnmAG7oYbfukaGk1x9thOSev1bQfA91gdfeKcYizbJGbB3bpB0/SLwtmPRMnrBBrhOJZIW2uDsGB8K53JkbEiSdxv13qdJlo4MlbtDrA4m24dEsXnVshYZRdMqGgjIJBIaJ6TUZx25duXmOg1JKlSpDfazDcGSdPwqYXDcWxcBVx1xegFv9GQDyZu749af8M+jLiLD6xbNkHftr5uP5k5FYEx0kU0oOtkLpin8UilDAMwObEqp10CXSf7gH+1ejhVhdDiLrka923AOvTMynz3Fargfortrrfx8+Vq2F/Fmaf6tTuD5A4UhBZLl4jrcuNB9VTKp9xQlL2Bzwr3MWsphUlgrsepdwkjrPxz00mpjC4XFXwFw2CIXukGzYJ1Ukgm4RE6/FI6VunDeHYOx+owlm2fFLag+5Ak+5pDivPeCw5y3MRbzfdDAn36D3rarlmPNH/Eya39GvFcS2d7aoYVZv3FHdUBVAFvMQAABECpvCfQq5/X4xADutu2W+TMw/u1Zbv0l2j8CEjocywfSTTS79J1tTBWD7t84GlLqxXySfVvhIfcK+ifAWlVWN+8F2D3SgGs6C2FqyYDlLAWSGTCWQw+0UDN/WaW/Gqj/wAyUOwk/un89q5/5in/APn/AB/2pvPx+on9RJ9jSxA0FezWV/8AM5p/UMYMdPymfnS9n6TQTHYPP8xW+dD1M89+hps1lX/5AcHFzC2cUBJsXMjf0dyBPs62/wCsakV+khOtm4PYiPwpPiXNeE4jh72DNxQb1tkEsDDxKH1DZTW+bCS5GWW9qPn9Xjptt4+1OcHxTEW2LW7riZkZjrO/WkLIPUQdiDpDDQg9RrTkWz4x7T/lUNTizpim1wPn4tavgDFWpbpcWEcGN83wtH7QA8jVtxXHLht2RhPrGQE3RccrduMSPhGihdD/AFtKoD2Qepp/yjdS3jbGeOzDBiCdJzCDHQyaeMlLYWeJpWX7mTHJZW1d4nle7chhh7a962oggq0giSIYMYIPlFVXmvHcNxaWzhwLLhvrBctkM66AQ4zCRHUiZ30195j5fx+Mx19hhr90m4wVlRimQH6sB/gAyx18aecM+iDidzVrVuz/AEt0f/WHPzp4uRnkx7ssWN5qwN/C3LLXUt9ootKQO0ykg65V1GUhevhrrVU5h4MnDrFpzeLYi9mKiMuWx0uRJKknYT1nQrVu5X+ioW8YpvXlvi1qyohCC4dVUsT3oGp0EaeNWXj3I2Ev41S/a3rzMLjs7921bGiW1VQAJOgBnqdazSCqPuZzg0PDOHm++mLxoK25MG1Y+289Cdh5mfGj6NOFsq3uIrZe6bK5MNbRC5e6dA0AHuiQSeg1rbeNYXD4e3236Pae/C27bFFLFiYtoGIkKCZjan3L/D+xsqpMtux8WOrH3P4AVujc2+xgeG+jPiuIYs+HyFiSzXriLJJkkhSzakk7VYMB9B15oN/F2k8RbRrnyYlPyrbiaSe90FMscUO8jM7wH0N8Pt/rXv3v3nCD+wAR86sfDeRuH2oNvBWRGzOvaN7M8n3mrElrqflStMkkLbfJzbthRCgADoNBXVFFaYcF6SuYlRuRWWcR59uagMvXQamfD4gCar2L5rvsNSRMwBMHXr/ua5pdVFcHHLOzZMfxKwUZLjKVZSrAndSIIPsayb/9Twaj/wBRxS/djpbVV8/tC5r6RPlVSxPF8QSfrgo9BPzjTrTzC4drgzNm1HxfCfmfbWpS6hvijI9TJcMvnC+A8IyzasG/Gh7W49yPIoWyj5VMWMV2IjD4e1ZHhbRU/IVmq41cIQ6Ei4fukmQJ3JmRp1narBw/m6SUxFs2mEGRqGBXMJ+4Y6H8KpHI5LfYZZHN0WO5jMS57z5R5fya7tWbh3ck0xHELj2e1w+Ha9+yHtyN9wGPhtvrVZxfMGNcsj2mwqhT8QZMx0gTEhdd9vWlk63YKPxabV/VF1xOJs2BN++qfs/E59FEsfYVGYzne1b/AFNpmI+1cIHyXMJ+YqgojMzLcvC2d/jVBGvVM8z+71nWlsLhMNENdUtK6HO67gEtDoG3AAgTmgxuJvI3xsC8xPhL6nPHOOYjGnLdx2RNZtoCiny0bv8AuOnzjMFwzD2gcma4xOUOF0nUgCY72mwJNPsTx0L9XYsWzEZithfCSBmBfU5Y7wjXeuP0rF32t5hclQFBVoGXWd1MnU/aA7oo3aqw37yQni8K6atauADbtH6eeYwNvKk0xFtQxDKrDZVGck7GSqkKOms6mpe3wHEqsJmaXByuQAFA67sddIUjadQYrtOC48NolptQ32QQdfhMgjoPIARFLosFGMXu7/P8ETaS+8FmZATCkwynrl1jX8fEeKeIwroVK952By6oJIOpXNsBIEySSNPAWE8Ixo3UNoeikrPQRuR0mdY10ptYw+Ls27g7A3JmGbugEiCY6nppGkwQdtUHfA39pLdMiMTgcSqsxvqkRIzKRvHcYEIemhg6z50jcxF0Du3zIGud7SydJCwWnr1HXTx6ucCuuoZ7LM2rZlmCDoqrJhYH8dTOiOF5avuWKJt9m5lQD2Oh23In86fTHh0YpQ7C+BxuJeAj2y0iAb9saSQJkamR94R4U9s4u+t2XysVJkdrZJ01OVe0lgNCYVval7PLeOK9/J0nvnvR8OYSVmNJgyND5JHlPEtBa4AZglibkDYQsBT8p2FK1j9h7iuw3xXATicTce0yhLjG4JD5pbvPCqpEZy0d4aUo/A7NoHtb114B+BBaPkO/nJJPXKBrT4cgmCe2zCB/0kWWkmZnXpuJPiKsNjgS3rPfZXuoMtwhjvGhKzPidTQ2q23/ANDPLPhMoj8RwFo93C3HIEA3WZg3mQHRf7NP8Nzfhbls2Xwtmyh+1bs5SpiCWCg5wQSCCRofQhlxngy2mJ7BsoJ+3PrJg5tZ61Evw+0yliSTvkkAj0JO/llPpTRa9WR1t/M2abyrzs+GAQt2tjQK2pj3IEnYDZj1UxJvtvmtby5bGt5tFU9NQCxGhhQZ28PGvnnhOINoyisDtq4JI665VUir7y3xdQ/bJnDZWGRQAoDBQSQhymSsyZMk6xpTPM48mxlvRqti/awlhmJzFd+rO5P4szH+YpXl/CMoNy7Bu3Dmc+fRR5KO6Pc9apGExF25etXM1s2rZzMpJZmYhhtoFK90ic3XQaVLcR47et2nZFZmIKooGxIMEn7I03OkxNPjyakirlRKo36VjC3/AEsPKr4NdI+sYfuqcvq3lVga6BVe4NdSxh0GUp3AzdpAZSe8+eCQGzEzBinGD4hbvbOMvkdW/wAhV4+oOaXJJBy5ge56CnNq0F9fGvLTCIG1KA0w8Wme0UUUDBRRRQB8sX8azBhayBRl1LDMZMDKCZeIO3n0rtWCpLXQTpPjruCJ9BFcWriFGUK7MshQsdn5l3J8oEfOvMLwJmOa4RuII7+s/ZAJk79DXnPHE81wXcleC8OGbtQJI2LCDH7IYwNt4qZxeOQCW0jSTMk7ad3LOlR9/FtZXsbaMrkTnOpbxK5lG2nTTpUZguKXrNxXCozgGGdAziQFJUxIaAYYmBJMda2ML5GS7EvjMMGYRbBuQCD8TidpXTTUnXbTaZpunBbtwsqN3gZMTmbYCBGsx0gCN20pVbgg5rSnM2ZSC2ad41edZMzv5V7w7F3VdUtzrqMzZkGsknLt/vWSkuEbGKvcZW+WyjobrNbuzHdZQxJ1AWTK66anczrUyOYb2HRQr4nL3QTcbtp0GYEXFJHoAInyk8WYALu6jOxGsqt3KANBCqTOsljsfaO4piVuZgt0J0yk6TuDGWCwBiVJHnFZrknSZ1KEXD3LNwnG4m8pNzB4Vlae8obDXDIgkMuZgT4gCl/+H4RT37F+20EZpGIU+okufUqKr/B+JvYUp3GKrOdrj5BHQmGVTHmNxSGK5jxF0kIq5Y1bvAepPhVPMT5Vs5ZQcY2y9YE4YAW7eIszEBHm2/plc5vaKf3sEyiSvdjdRm09prFcfxyAUzC5prlBCE6dTqwGuwGux61BYbjWIssOwuvZg6C0xQH1AOvvXfj8PyZI6nGh8bnVfv4Nf4nzbh7ByyxOuhGs+EHWmVnnnDH4s3Tp6f61Rk+kXHkZbxtYlfuX7KOPwAP40tb5rwFyO34YLZ+/hbptx+6h7v41HJ0OSPJtZF2v6GiYTmrDvs8a/ageUetSR4nbAntE18xWY2rPCb8ZMdesMTtibWb+1bIA9Safjk6+0nB37OKUR+puqSPVSR4eP5VzSwZEZ5rXJoFnFrqRBHiNj70q1tW+yp9hWZ/8G4naPetXF6S0EecQTPtNAt40d4kZZAzK3aACdjlkj3HSoODTptDqbrg0rKBJ1E+O23mYHtULzNYRrbMbt200ASjN0MyEB72x2H+lVbmXE2coYq6mQsZ8x6faykn2qWwHOSQVedYBDa+oIOo/GlTnF3QSkmqZnPFsSuYqt83lGzEFZ9ASYpxyhx79FxAJJFp+5cHQA7N/4nX0mpzifKVjEuXw1zs2bU2yCU16qQJQb6EfIaVD4zkbGWxIt5x+yQfwGvj0r2un6vHKOmT+4KMKo07FXFRSMohtyoGo/a+961U+YLVhVzQjT8KrInUTOSCsTME1I8mY17lg4e6CLtjTXrb+yfbb5eNd4/AKTqtM+kxSlq/g53JrYrq4cOVcpat55yrmNtDEfC4KjT7pBaepkVZ+XbDL3TbMzo2bNBG8d2Y20Oo8urPDcH+zMrM5TtMQD6xV14FgcoAIkdJ6eYNRy9FGthozbY94bg56fz+VO+M8WsYC12t98o6KNWc+Cjr67DrULx7nSxhibFhkuYmNmPctn9thuf2Rr6VnPFsLjb1ztr+Z2YEG5buZSI1UINBl8svvOtRk1DYvGKRJcw814jFsyvbe1bXUWgGB8i5KkMesEQKjsDzCQ2VLjq+ogrOvll/jVfxnD7yTcBNwEyxI70kZmLgz1nvCR5yYpPDcWdZBBjbKwkHfYmY8YFRcXLdGOLNg4LzjdTR7iPpqIy69Ilj4GrfwvnG1c+Iwdt/5086+dDxht3XMBtuAPTKR6/zFSljmfRcwBiYymD1EmZP41qlkiLSR9N4bGo4lWBpyGr5+4PzhDCLoUeJMdNOhHqd9Dp43/gnOpOlyI0hgZnz8KtDMm6ezHU5L3RolFRWA41au/C6n0NSQuVYpHJGR84Lwt4DOq5BkAX4Nj9nQzrqAxH+VkXHW7c5RJCkDoI6ATCqfl1qpY7nZMoyW2Zh1eI21BA0I3qNbnNy+Y2hqoUgmV8yAACNdQAfzpYeHdRJXpOPTNk7jlNw52KoFn42hNSIJJZi3tG9NExyHNJUxsF2J6QdCOuuv41HYzmiwQFRbqgDSYIDeI1nxPjrvSFzi1gsrG9faQMwygkQdjLAR5CY/CpPpcy2cWOoy9CewuLXKT2Z7zH4T3VJnUaa9dPxpPsZgd4ZuhgljvOXMY2/mahMfzApP1KuBG+inbr8XnsRp0FReJ41ddChiDudSx9WJk7Aegrcfh2eb3VDKD7lo/TsNZLC47TrABkSfJTI06k0xxvNi7WbCgfeeSToPsgwOvU1UqK9XD4bhhvNan78DrGkTJ5gvmAbkKNgFWF1nTSR864xOPzjv3Gb1JP8AtUTNeFq7V5eP5YpfRA4anY47eDpr60oOJOoYIQoaJgDptruPamRau7Vl3nKjNG+UEx6xU59Ul3G8tHNy6Sda4mn1jhVxtYAEiZYCJ8zoK54thsjDuwGUEeBB1BHjpE+dcEup1Sqx1QzBqZ5c45+jOMyK6Z1LSoZ8o0YIToJEa76CCKht6cKloGGLzsYA3+Zn+d6zItcdMka0avhOaMj/AFeIvBH71sI5fs0bRM4uym/QKN+oFeYjnEMG7W1hsUFJ1ZOyuZRAzlx18lWazizzJiAtu2XzWrZUi3lXL3fhnTve9WjgXMGCuo6YrMl1mGW52aNEnWDHdGwOmw3rz54MkPdfci8W5bsPw/h+KSRZeCT+rcX1UnWe9FwDUmRpvTPFcr4d0HYYu0LqkjLiVezmHS2Q5nw11pycGqrlthLYIzByULlcpJywp0PU66N7UjZe6bJVrhvupOS5ucv3GAHfGhBWda4/MT7fv8GPF6Dd+VMZbGe3ae2Yk9k3a22/d7xYbnpHpTvCY3FWHUXRPQqylGIJk5R8BbTTx111iovAYRgy37D3LGYwy/WWgWmDmIIIkmdR/pP2OOYllBDNcElXw9+2twgj7SfCWGo0LH1oehv9YijOP7X/AEV4fzMlxw7W0aO7nG69CjyQVmNN103qy3+F2bgzL6jwrO7/ADHh2Y9tw9BoVz2LnZNAOxQymkbFjtT7hvNmHtBbdgXQo1K3yoZQde6VlWG530n5dOHVDh7FMWN5paaV+raX5ssd3CpYBe4wVFElmMADzrO+bvpIa4DZwRNu3qGu7O/7nVB57+lWLD8as8StsuIhCDp3tF2gjxOsajXXbas75p5WvYVs2WbZOjr8Hl+7PgfYneu3D1EMj0vlfkXGkmV9XI2O+/n6+NS2A5jxNr9W8Dqu6kfu7D0WKhq9BrrlCElTRcvnCOdrdy5GKtgA7XFHwtuDAEjYDSakOJXMBcIIuWiT1DZTqD8RjQbatI9JrN84O416ny9PGl7WDaM6yyjfIYI8jpI9YiuaXh8HvD8GPYuWJ5dssO4+YHVSoBUnwzL3en4jSmGI5cvKsqVfYAAGT0PnG5mYqHscauouXcAQM3eYDoAWkD2FSGB4/cQQSlwHQh5nz2UT+MdKlLo80eNzHvyRwRl++jaT69JB1HhTm1j72HcrKkMAG6SDBE6AqQQp9RUzguMYcwHgeWrJ6CAHAOniP4PsVwa20lVlACYLFxBEgJppqfhOoM7a1zz+HaaMSfI04Txy73ezu5GU6B3Et/5aT6AGr3gvpQa0DburLLAkMGB0mQR+XTY6zWecI4Rba/BIK5WPZtOsKSQDK5Rp8RPd6zrS68SQd1MJauKoiLpEqdZALO2Ybd7SY20kpradRF8iEo3dFRa8B50g10mk6K+klmkx1FI9JomvK8qWpjHa3DXruTrv61xRWqcn3Cj3NRmryiaxza7gFeE0V5UZy9DRbCWc7R76mKuPDMfaVgt1tF0CwQoG2wU/kNAdfGlWLmVgYBjxEj5dasV247qjFVQESIXJmH3tfiHmJ9a83OnLkyWw847dyOUUkiQRlaFYbd2RLbb+PpUTx/DPbt2luPLSxCTqgOXQjcTAPvT18ty0BDgrBZ2aRpOg07q66b71XMXeLuzMcxJJnx8KXDHf6Cw3diQNdqd9P9PP+fGuKJrvi65KHVdC5EREjWfx1rmaKpVmD7DcYv2zKXSDp4RptpEVbeX/AKQHDquLCunwl1UBlG2oAhh5AT67VRK6FJLpceTZoLo1THcQ/SQ1uzdzDNMo4LZTqCRuuoOnQGlsLhmW1ldPiBzI5Dde6RDaToR1GnUVkqkgyNDVs4RzvctWuze2LjdHYkkDoD4wevtXDk8Okl8G4r9Sy8Z4a1u2xTOASGZUAdc2UCQemoHnMxVdtO6NqBE6k6kSIOYfPX/KrSnFRi7f1NwEhTmWMrDSNRM6EyOmlMrfDgSMw1aFkxBEGTqNOnmPHrXGlKD0yRKXOw9w+EuXVU2bdq8ABmnvG3pruDlO0ZSI8q8w/FHsr2bozgGAHeYWdVM/FpOwqKucMW2TkbKwJ1GbaNYIiRP4z7pNheql2lYYtLhp3MZtPHfptvSuMXszG0xPH8At3RndbeHLKHABnQ6zKApHTpHkQRUPxLk3E2pKr2qjUFO8SPGBNPMbJeVTIQBOjKIA70+Gu5B8PSpPg99w+ZmyZYAIJIgdVnvHrO+9dEc+THw7XowUmigvZYbqQR0OhrlCRqNDWyriLeKi3iUUg7GRJMSCRuIEiK5u8o4K5+rtfCWEo2qnQgOOsAxB1rrx+Iw/9Jr6FU7Ml/SZEOobz2b5jf3BpINBkEitGHI96bgVbUbqGlZPQ7GJg9aiMbyvkPZ3uyS7v9WxMAyQGkZR02Nehh6/HN6dyc56FqkqRT6Xw+KdDKOyn9kkflSmMwJtkgmY/mfMU3zCIj3r0tEZcoZSTVomMPzJdDBnVbhBBzRkfTbvLHh1Bp5dxuDugN37Ly2YbqRoVIhSB9roOmlVqiK5cvheGbtKvp+0Nq9RGiiiojBRRRRQBRRRRwAV5RNeE1NyRp4TXldKJIHjUxxPgGItsUGGukLHfyMc0gayNImYG/jrNck578mkJTu1xG6ogOY2gwdIiNekR8hUnguUsVcXMbfZjp2kqT4wIJjXePSal7vA1wdxRJdiokiM2Y6kKsGBGk777VCWWHHJja7kTdF+9bBCGGOpQgzvEqPh1B8B/GIxWGNswY66gyNDB1rQLSMgEl7akSpfdjGyrAkb6ifSmvMfDLV4J2VwliGJLAjpJgAwOg0B2qWPPUqrYxNFCr2uriwSNdCd9D7+BrmK7kMFE0oluZPhvTuzhbTD9dlb9tSB8xm/GKuscuxljGa9Bp3isCUE6+fdIHlr6a6xTaKZQkgsAa8mlFUZST6LHj1nyA/MUjTSyNbMyhW3dK6qSD5GKkMHzDibREXnIGmVyXUjwynSKia6BqcpqezRtFrvc6NC9nZVYAzSxYFh1AgZfTzoTm5ZLGwwefsXMqkdZ7pI9qqrNPSPSulWpx6THk2SFcUXXC8UGLhbbMlyf1bNmDaa5ST3uum9SWI5dvEmU0YAGGbMI1BABg/LrWcgRVu4fzjcw4ClhfIOjyw0jQEssk6Dp71DN4dOD/t/YRxXYf4XDKLhR1YrqWJGgkmRvOnyqw4K6UGe1iA2u0gg67E+keBNVgczjGuEur2Y1mEFxRtLE/EJiIg6xr0phcCjuWrknN3c0IdTpuZY7afyeCfTyTp8i/LtRp2A5gzFkvKLZH2lMx1E+Ez+e1cY22mIHftqwEkMTHpDKQddoHyqilsSjhLtjcGCc2XYxMaCfSdfOu+H4q4jZ9oDdwMcumswCQTp1ga+c1PTJcMZu1TH/EeTrLgtne0YmCC8DzB1J9D1qrYvlW8uq5XXTY5WE+M6A+UmrhwjHzBuggSASB3Sdj3WEqfMEiT7VZAMLcVmtlH8QN5GhEzpGm8V2YvEeoxbXa9xlBVsY1jOEXrQBe2yA7FgYPodj7U1Om4IraLmDuWwblkhlEAhiCNo6aT5eFQHEeGlnLNZMHUG2CoPjOXrXpYvGv8AOP2B42ZZRRRVxj2ivKK2wCiiis5A8rkiu68NSnFNGoc8HxItXkuMSAjBtACdCNp0Gk661q3CeY7V9Va2CM2bOugIjQSZ3IiNdvesfirLyO8vcVjFsIXeIzaQBHWNT+NeZ1WBOOp9jbNUsgXDouX4WJncH7sem80xx+PtoRYw1ntLhOrGM0zJJYyBB6tptrTbh+NNxu/pbM5FMAnUiSOg2A/IV1/xPB2UKBZuMJMSSQDqonpp+yOorzktwbpEXjOEtDm5dm5m7zN3jBGykaAb9Bp0FPOEcARnVTcgD4S3xE9BJXuwYmB4/DGqKY8Ojm1bQlT3VgafaXppr1Onzpf9AfGW7tuyVW72ahNCoDZhmXUwkrAEfeaCSAKpBNumTddihc8YWzbxlxbVwP1crqoubsFMmR7n+AgQ9LYrDNbZkaJVmUwQwlTBhhIYeY0NIkV7sMbjGkMKnDtlzASviNY8m8DXlpwDqJHhMUvw++bRFwFZGmQjNmGkhhtlPrS+MvWLgXJba2/XvSp01313AM+Z8BXRFtAOcLxOyuhtvERBZbgGs90Msb+PvMmpLB2sLiLZBRlcaBkC6jUDuZsx1jbXXqJisBih6e4B/wAxSYY77U7pi0L8QwRtNBmOhKlZHp7dJprXTMTuZryouKsY8ryK6rk0k4UaerXQrgGupp8UkkDO6K4mvZrpWVMWjsuYiTHh0rjLQK6oUYy7AWbljmC4Iw9xgbRBClt7ZAMZT4GIg6ajanfELMahGDA95VmCNxAkhwQddPmNap1OMPjbiRlciCCBMiRtodK4s/h6lLVBitWTmLdHOZWIiDlJmIOhAJgxrpptvT/CY+LmY32RhOXKD7hlBiNtB51WrvEJB7kOftSd+sjz/maUwuJVjtkfpB0byHUHXqYPlXBPpckVujNzYuDcTs3LQfOQfhbKSQCd1YNIUH232FN24itglTME5gRInoZIEE6dKzfCX79lmW24RjIbNCj2Ytlg66keEb6WdrmKtgF7IGfvqQVgg+Eg6Dy038zXE8TXAajMqKKK+kKHlFFFYACvaKKZcAeGvK9oqUuQOTVt+jn9be/o/wDEKKK4er+SRvYumM+M+ifxqH4j+r/rf3FoorxoCSFOXf1bfv2//kNT+A+Ef0r/AN16KKsuWZ2Rip2HpXooor6KA563+VFrcetFFMuQPbvxH1Nc0UVQwKKKKzuaFeNRRSz4YHNdCiioQNZ7RRRXShT2vKKKYD0UvZ+FvQf3hRRVIcmMdcc/WD91aRvfqrfq/wDCiiiXzCrhEnzH+ut+o/hV55e+3+7b/wAVFFfL5uEKux//2Q==)
También es muy probable que muchos lectores asocien de manera natural la palabra acelerador de partículas a los instrumentos que utilizan los físicos modernos para estudiar y comprender mejor la estructura y el comportamiento de la materia a pequeñas escalas. Sin embargo, de los 17.000 aceleradores de partículas que se estima existen en la actualidad en todo el mundo, aproximadamente la mitad de ellos se usan en y sólo una parte muy pequeña se usan para investigación fundamental.
![Aceleradores de partículas: la física al servicio de la salud - iDescubre](data:image/jpeg;base64,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)
![Los mil usos de los aceleradores de partículas](data:image/jpeg;base64,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)
![Los mil usos de los aceleradores de partículas](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUSEhMWFhUWGBgYGBcYGBcdHRcXGBoXFxcVGBcYHSggGB0lHRcVIjEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGBAQGy0lHx0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAQAAxQMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgMEAAIHAQj/xABGEAACAQIEAwUDCAYJAwUAAAABAhEAAwQSITEFQVEGEyJhcYGRsRQjMkJSocHRB2JykuHwFSQzQ2OCstLxU6LCRHOTo7P/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMABAX/xAAlEQACAgMBAAICAQUAAAAAAAAAAQIRAyExEkFRMmETBCIjccH/2gAMAwEAAhEDEQA/ACX9NXP1fd/Gq1/jt0fZ938aoqajxCTV6RyepfZBiL5uXAWABLLtpzGo86N3+HgMG7y9oQY7wwY5EcxQLDJ41H6y/EU031qc0WxfIMxAk/xpa7S2wokSMwMkOq6QZ+kDJ120pmxC0udppyDf62xUaxpObcVJorRD2PxjPZbMZIcrr6CB7iK6PcrnnZRbXdHu5gsM0/byrmjyrod2kxdkO+Io4tvKhOIbwv6flRPGHQ0FvNo37JqkuCAi/cmqj3I5VPcOtVL/AK1JGZNavdYnlXpxesR7+dULqVq2vMzty/CjQC7dx/KB8Z6ezyq1Y4yzIyMPBkuyANT827GCZEwOdAWb31mCuMzlFUkm3eAAElj3NyAANzPSsggi9ibRmEuD1CffpXVP0eEHh9rTSbn/AOj1zbA9mcZeOVcNdE83RkUeZZgB+Ndd4LwwYbD27AM5BqYOrEksR5STVIoZIuM1Cu0lvNaXVhluBvCuYyA0ae2iDGsdJEUWrQRMvC65Its5g5sptAaEwYZyAYzTEzA51v8AJb1ohmuSGGwtg6NIH0DIMjl7abrWFXprVm3h16Ck8AoW8HjsMlv59L9xwplsroCNY0KwNIEmocH2nw1vW3ZvISNStxASOhhKbOM6YTERp81c/wBJrkfSs40JLQ8DthZ/6eI/+Zf9tZSUorK1CemOAAPSo0wV3NPeBl18OUf6hQnD9qxAzlwecQR7NaOYDineWzcVmygxB0M+ntFdLZFI8tYdg6afWX4imC6KEjE3dIFyd9vwqpe4vfmNPTLr7qRtPhWH9oTvrS92lgrbUDcmdVEDQH6X4V72i4hiLSKyFSSJYQNPedaB4fij3wDdyHKymIXnMqZ9B9/lUm9FQzw5bdsKqLlBKz5kwJM86eGNINnsI4e23ysnIysRkbxZSDGtzTpT4xpccHG7HbspY3agqqTn8kcn0Ck0ZxtBku5c5Imbd0e9GFOxQDiWiqs5ucV5fxykwVbToRWJeX7J+6pBZl5Y1mqisBO9W72JWPot7xpVG7fUnRT/ANv5URTW+3MGr/Yy8DjbQmTLn08D1TaI+i3vH5aUR7EMpxqBZ/vIkjYW7mpAHs350UE6i16q7tXjGq9y5FVKGw3q0iyKo22olhFrGI8kVLbFJmN7R4k4trKZVCsQVIWcoMZjIJ1ozxXid1LOZMocMZYx9HQAAERNL6Qoc4nZLYa8oEk2rgHtU1y3+jbobW05A5ZW19oFG7HHcc4IW8BMiYtiJHIgSD5ivBiseP8A1zegvt+dK5KxJbA7cOuyYtuB0ytp5bV5RS7xvGqFJxV7X/Ff86ymJaE57dOHZq6Es5QQdZMciQDHrSzdSvcDiWtPmG3MdRXQ0RTH8Ys6be0fHrVDFWyTPTl9+9UH4xYK63cvvBH3VFY4zhhp8ozTAhj/AApPKTsf02R9oLzOF725ZC7AHwMB0DG7lPPUj31VbLawlplAb+0bQA54YkS3oN+UeUUYvrvBAnSTqBPOARNCO0AjCWxoYFzZDG/65OX31OSotB2dFt2xo2Y6wfLXWrAM1SRLl2yDbdVKICwmPDAAI0kkmdBoADPKpeC41iuW6oJjRwBqRGZToNRI15it63RVIzF2jG1LfF0KWrpI+oR79Pxqp2x41eR3FpzAmAMo9m1KvDuJ3LzMrXGIyOSD1Eb+8VL2mSWVN0kerJiKnWelRLppP8+2p1HrQHNGJ2IFaJaH/FbXTWgSBI+J99awG9/mCCKtdkRlxtgA7l9Af8K5M1UshjqQKm4RaPfqQYIW9BiQD3NwTHP0oJhejqdy4Iqlcg6z6Vz+zxK9mYHLyg/thWCabkBgPbPKnteLtZwaEoGIU+WknL6aRTwm26YmPK5OmiwlEsAuvs6ilS1xDE37Fy8r27fdwchJEr4TmAEM51jeBB0M6MPZjib3bQF1VDAkEiNwcpUmBOvP0p01dFwT29t2w2Hd7i2mHeQzDf8As/CY1oBxHiLMgX5RavJJJyWwkbc4UkEzpyjzpv7ZYoILR71U1cS1nvQSQNNiE94+6ubY/iQdzmKlt2I0k+lK+k5MtYW4ocOVOhmAY9ms0SxXElufUIH7QPwUUr2+KWJnOemzx9wq2vErQXwknpofxrUrJNsvcQx6jKGgdNfSspYxlwu2Y/8AHlWU4ocxNrWqrJRjFW6HXFrqaOewdi7ehoJeBpkvppQXEW6SUR4SGzBw9hLtssSoAKzzAgqfwq52mw2e2gUTKtEAn6vWQPfp7KGdjk+bY+Y/GmriOFBt2tBqG+0TqDEAaH2+fI1GaOjGF7vCM6pInKoAhiDG8cpHtonh1i1kgBp9dPYP561oLYzgFiF2OpMD050F4dxtbmMxGFUMVtCVeBB1G8aiQdJ10oNKy4p9psJcN25COfEdQjHn5UF4Bw64rO1xHHzbAEowEkruSNSa7AyCCSJ0PKlni6g4e40AEoJHT5xRA9kH21JQ8/JGOHy7sTgoBqwgqCKmFzT7qxQjuJNV+71En2a1PdeNq1TFdYHs6cqAC3ZwLufBt11+6r/BOGXBfUEAgi4BqNZtvp661VwuLY6IR1JO0eeokb8wOhoz2axCtirQGZ2BaXjKqjKw8I3O/IAa7c6FBq1RbxHZi4QCba6EMNRoQIB9wHuopxOwGt93lOwH3UWxF1g+UEkRvrv8IqGQSMxIE6neBzNUhBR4LjxKHBPw/ACWAuLNvrJkA6xHPnTrgmtKFtWUZVQbkRP8/medKXB+03yjGXLVtXW2pYLmjNCkjNI21Ee2nLBFmYLJ25mmSRUD9v7uTBmILM9sKJ3ObWOsCT7K5PdxC2UZiJczBnmefsrqn6SlATD+TXPglct7WW4tofM/hWq5WSm/gXLNwj8aKWLkgUKsiieHFNRKbLJE1lSqlZTUSbG/F2qG3LVNXEMCQdqC37EV0skgRetaUJv2qasdh7eRMjZmI8Yj6LfZ91BMRYpRqIOC8S7s902gJ0Pn0NPl+4O5sbElDvJ0IIPhGhkGIJ1OhrmeJsSYjU0837j2rFjDMuV1Xu8rkjPICqQsagsYidpqGTR1YfsYMA7E2/EpEE7Ek/SEhgQNo5UUS2okgAE7wBr69aB8EDjItwQ4DSP3t4o5FRxy9Js6WqKd3iUYpbAS6Va2xZgkIhg5SX5yQBHmNOdAsdiS9q+WIAKqVUbgd4kEmd419tNRHKuX8CwRe9imM+G07f8A22x+dGQp6VkaD21Dm5GmA8JcLOkSEkzqxJWJH0RIYA+Kcs6Cg/F8ELV1kzBgIMrsZAI+IpANFb5KWMjaob+FIMb+Zpjw3DCLQuE+HLmYwSFB2AVdToQZn6wABNRcdwfdhSWEwG0MwDI190jqCDAmKwKBnDbRzAN1GgjfqTy9aa+zdgDEWgWCjMYVTAJynVtfGecHboN6p8N4b3tg3LeXQxJnkF2AEsZYCNBuSRFbpgGSGciWW6IB1gW2hvFBC7iImQw2E1gpMb7eK0Jc5j4iFUakDkJMUK7P425eRrrq6AuQqOuVljqIG/4GqHZ3+1P7B/8AGmXD25Yeo+6qR2El+TqrtCgGNTA105nnVfEY17QzWysyAcykiPIBhU6tLseRJqrxpfAP2h8DQyOouh4rYvfpQxTNhsG7EBmZ5jQTlGwJMe+uV8Sx5eEGoB1PU10LtRw/F420lgWmKWnLW3VCfCVAKtHnzrl9hZrQalsjkVMuYe3RWzZ8qq4Sx7KKpAqpzPbNe7rKmJrKIp167ZVt6A8S4b0ozbv61HfYGugzSYnYjDZZ86H3rVOGPwQZdKXcThCOVBoXgsYy0QZGhGoPQjUU837ly9Ys4ku2bJnMOYB3jKd4IpVxlvenTg9qMNYA/wCmvvMmoZFZ0YWWMFijddXM6Bxr5ZhyA0mT6RRDPVFLLo2YrCgMSenhJ61pgsQzOwLIwEapOhOoG55T6EeenPjXnX7OtuwoDXP+zmKFu9iFYf2tu4i+TEhhM9cse2n61vXPBcGdiI+kY99NIUtLiL6kQpMGVlM2U/aUn8ZqhicFcc5irzvsaI/KjW6Y4zvSUBsrYY31XKULJAlHUsNDIgaQfb76pY7v7rM1y25JPJDtsIEQAOlGTjD1rxeIEc6NAsCYK1iUEC1cykmVYGDOWSZI+ypkQdPWmPBB2zvegZbTqo6AoVVQOWpH3kzvUN3iLVCce0Mp5gD8fwoNBTCnZ8/Osf1T8RTJhrkMD0191KnZO5N24P1P/JfzpliqR4ZE2F3qTjFkGyGA+sJM+TUGwGPc38gKlSAYG65gSNQTroBBA3nlqb4pYuPZC2wdGUMQFMKTGYhiJAJExJpZ7i6HWmc77TcUxeEHeKSquwW2ZBUgDxSoMg+6kLBYbyrpv6U8GVwuEWcxFx5MRJyDlSFh0Iowj5VEcjtlm0nlW7V6lY4+NVOdkqisr1KysKdAwHGbF76LgN9ltD/H2VZuyK558nR9jr1qzhuI4mxoHzr9ltf4inWX7GcPoehd0rxrIYail7CdprTwr/Nt57e/86N2LhiQZFVUk+CNV0A8UwG8Vp2f40bLLZva2iQFY/3ZJ/0dRy3o26yTNBuMcPDAkaUJK0GMnFj1fUlo5MY9/Oh/yMWyQFAP87eVKfY7tZ3Trh8Q3gmLdw/U6Kx+z0PL026HxIr3Tsw1RWYRucoJjzmK52jtjK0DkauaC74m/aP410nDuGVXXUNBHp+Fc0C+I+pqbCyybleK2tbBNq9S3rWEZ4xrxG1qQ26zJFYBjtUTHWtnO1aHmaDCHex7fP3B/h/+SU3LbpR7EL/WLn/tn/WlOyXkW7ZtPJa62VVHIQSWPQaR600eDI3wPD1WbhUAa+0+XTes4lxRMNYu4i7ItoFEDclmAVFHMk/iToKI8bxluxba5cYIiDU/BVHMnkK4T2v7SXcbckgpZQnu7U7cs7dXPM8th5kzZrx3tLexd3vLkADREGyL0HU9W5n2AVLVyaqWrdWrQpqISZbQ1sahVqns4d3MICT5Cf8Ais3QlWeg15RG3we4fqmeeteUPRvDFwMy6qSPQ1snEmH0gG9a2iq19KLRUM4fG2HENCnz/Oj9vAG2ofD3SpIBykyppAe3XWeznDGxGFtvZGZVUKSI+kAARr0NBJmoC2e0eVsmIXK32l1Hu5Veu4lbinKQw8jSlx4ziLgGuU5T5MNCKbMRwe2LOGJXubj2lIKyC3Ut19tUU2I4IS+JYM5iRTN2P7Wd2ow2KJ7uMqXIk2wRGVhuV89SPMbUuI4J7ZhiHB5jf3VUXBhqDGTo6tgsGgVTbu22TyLbEkyCFjmNulLeP7BXEUXluB0J5KPCeQIzUE4Bi7+GOa2dJ1QnQ9fQ+fxp+4PxKzjFNsFluRrbJ19V5EUkospGaehSucDVEzNdIO2Xuz75mKHXFtrrmY/5f41P2t4BcsS31TsdfbSf3hYHXUedIkFjF8vszEtO30R+daNxCzqJb90f7qTkd+9VddWUb9SK1vXHzuNdGI38zVf435sNasaku2iZ7w+0D/dU6vaiO819Bv76U7Zf+TRvgnC7l3ViQg3PXyHnUqFG7sncWzca6TIZSvT6wM767Uy2uIWVc4iMzCCs75gsED3+npSldxCWYUiSBpbHIfrHl8ar4rtSYEWojQfz5U0Uwej3thfxGMfO/htr9C2DIHVj9pj15bDzV14bIkGjt/jLMPomh1su0IItqeZ1P8KL0LdlN8ME3NR94kgBpJ2FHLfBVe1dKnMyqWzE6wByFLPB7Ra6iqhJLAaAkmdKX0byH+E4FXvWkY6O6qQJEyQN67Pf7PW7Fhu7tqoVSdABsJ3pI4F2axHyqwDaIAdWkkbL4j9wrsfGF+ZueGfA2nsNK4/Y8XR84cP40cQztlyAZYAJ5zv7qyqfCOE3bIPeIVzRHsmfjXlXhjk4qiMpxT2U2FVbhqw1V7lZjogLU2dncQ4wyhXZQWb6LEc/I0pMKZuzf9ivq3xpWEsYy0Ayzz+/Wuh/pKb+s2ByFr4xXMuOYn5xPT8a6J24t3nxCEw47pdUUiD56mtj/JCz/FiZxm6QQQf5ilPDccdSZAOvoabO1KFMoKwdfbpXPhvVsq2JiHjhnG0eVDQYmGHwNbXy+YOsqQdGU7HyI2pa7PoDcPkDTCuIe3bzKYCmR7KmrQ9Kxuu9qgqLZx6+FwALse7MOXrSb2g4YbLZ7ZDW21VgZ06GhXavjN7EhO9uZokAQBA0jahOE4g6DKSWt81O3s6VnHY+w3wvCG5iLUCZuJp/mEVDxnCm3iLimBDtpH6x8qK9kcKjXrbI7W0LASdYMjYbmN9J2rztXhAL92Gz+IkuTr/lT7+e9erHAngPQjiT/p7/AH/wi4Jw03DmchUG5gfdNXcX2iE/J8EMx2zgT6hBzP61KGLxbsMgJCD6s7+vWt+B8QuYdzesvkuKvhMAySygiCI2J91eZ52cFWMOLwuJslVuoyG59HMIn2mr68EuLaF95ZQYIHKtfl1zFvhLuJPeuwJDTGWCDoq6a0243i9k93hEgu7S6j6qgTr91QnJgikKGLJ0hYBH8zUVnUwdaO8Vwx8UAEATpOnWY9lU+GeJHQhQDABHUa7k70OsLGPsklmI0zHT+FD8b2et4ZTdQnNm32iTPKq3C7LI4CMTJmARv191M3aRJw58ytCK6azTsBxFvl1ssWaQy6kncb6+ldb4kPmn/ZPwrivYe+LeMtk/rD2waav0v8au2uHubFxrbrcRSyyNGMET7ayMcx4p2tfJaeybLls2dHtmbZBgayN9fdXtafo9xM27gdQ8ERmExOaYmsqsXKuiNK+C49RVuzVXZqNmR5ebSj3Amm2uvX40tXDV7A8Wa2AoUGOs0DBLjFo94kdPxrrnaO62Hurbt6r3aMSep5VX/R52bwuMwljE3kLXGuOpAYgQuaBA9AfbU/bY/wBZCjbu1+4mmx3YJ/ixH7Z3GuZHbeDt6VzeK6j2inIq+p+6uYxVMnRMYd7K2tXboKs4tiQVEnyqPs3fRLdzM0ExA8q8uXyx8AjzNTQ/yCsfaJO0VTFnpr/PIU7YbgRxFlo8V0MADsAKr4vhaYQRmz3eeminyFH1QyZX7NN3V20zaPnXLPmenKtuPYhbuIcHxHMwOka5jA8+f3UJ7oq6XCzMc4Yz0BFVb0m67SdWY+812xz/AOKmzqWWsXn9nmLTKduexqXh2DW4YiDRLA4dMQO7uGHGzdfzonhezhtpccmGWMh5EVwynZzN0B+K3rlnue78Pd7Hzmdqhu9ob3yoY1UVWUZSVBynQgk9CZq7etd6Qr6wQd4Bp0yWXwlyyi5SLZ+qIXzmpt0BUJ3ZrE4q4zpbJhlOaSfFOuX+FSvhWdXy5kZG8VrXU9Vpi4ddW1bjvF3kxHuBqpf4iGPzY9SfjFSb3oYj4F3dy3Ibu7trUlvrHkgFOvGGDWfdSbhbCFszHU6kga1LfxKZgLOcATOdpzeg5UYyq0ZoK8G4iljEWrlxSVBIMCdwRNMv6YsQtzhLXbeVree0fI+MDl60kgyQSdtamw3Dr+JR7Jt3LtosGNsEqpy6jxfV1rWZCF2f453CsInMR90/nWVW4/wy5hrxt3LfdHcLmzQpJjxc9q8qiYrRaG4reVB29xNGuA8It3xJZhBj7pFBHs/O5J1zZfcYrRmtr6FlF0n9lTFDxGAYqIEU0YrhGERWL4hiwHhRYJnz8qW1sgnmaKl62jea0zt36D75OHROQu3D/wBtWu2WuKBGo7sD2ztSD2T4yMLaygNMkgAxqRuTUnGO0D3GLaJIHhHl51S6aFe1Rv2lxeyxqAaR2wyDcyegqzj8Uzbmo+G8Mu4h8llC53MbKPtM2yjzNaTbDFUYl1RsIp07NdkLl4C5em3b6H6TD0+qPWjPZzsOMMRcuKt25uCSMq85VT/qOvSKL8Qvm4hU3TbHPKCSR0EbVNyodQsFcb4pawydzh1iNCw/A8z50hXLmZizf80e4pwR2PgZmHKVdfiKG3eB3VEZGMdNfhU7HaAWLveKehGlVM8mR18qOPwK+de5uH/K1ejgWIH9zdH+Rqb1qgUwRmI1BIIpw7P8cW4nc3hJOn7fQeTUI/oW/wA7Nz2q1bJwW6P7q5+6T8KFgaZa47wruwXty1uJb7Seo5j9Ye2KXf6RIEBiVO4OxFPfDbV8gDI+cbEqyn2kiJ/OhPaLsVd1dLPdPuVJVVcnbKNkY9Nj5UVIXyL2DxdrWfASI6j18qbez3BRdVmN1dBIg7/lXPLltkYq6lWGhVgQR5EHUVYwOLe22a27KfIx/wA0WrMnQ+YC6Lrd1aiROhhZjfU1rw/hty7cK21JaYPJR6ttVHA9pkeBirIY/wDUtwre0bNRo37ml3A4kEDXuzAb2qd6m4tDKSZ0bs1+j20gD4hu9bfINEH4t/OlNmKsKiBUUKByAgfdXMuAfpUe3FrGWDp9ZND+635072O1eFxCTbugTybwn763wFdEDtjw61dug3LasQDuBWUV7QIucSy89yKypOST6O0cj4bxJsPOSDMbzpHlQ++xdixGrEknbU0VscNJ1IjzP5VMLKr5nzrrUN2c7nqgRY4aW1jSr9nBInnUr3qgZ6fyT9tli43Sqd0mtmuVLw7DvfupZTVnYKPKTqxjkNz6VmZEPCuDXcVdFq0NTqzHZF5sx6fGuvYbhFvA4K7bw6lnNtyWjxXXyGNvPQDlW3CuHW8JbFq0JJIzNzdup/AcqIBvfSWdMY0QcNRxbtm7pcCgET9CQJWRoTsJrnlvir5mzagMfZqa6QG1HqK5sLP0j1J+NTkOy6uMB5x7asW32/OhNxNhVgaRvQsAUUg86mN8DmTpQhX1qyK1mNr12a1tnz0qM1LbiKBgx2aaL8/qN8Kj7WYe6Cl21Lp31oum5QC4pZx1WNxy9Ns4AwF0/sN8DRZrlPHgaB3brskmPXOkJiFHgfYOOVt/Lo3L0kVxK9g7lp2tXFKOhKsrbgjkf51mvpLBYpbgyto4Gh6x+NLHbPsquNtm6ojEWlJVv+ooE90/XyPInpIphJROOpbiplJFSKnIgggwQRBBGhBB2PlWxt0UQZJ/SDkAMcwG07j20TwHaLu4Fy2HA2I0IPps1BTbrWKDgmZSaC3E+OW7rZgxHUbfdWULCjmKyp/wob+UYr92h116nvvVG41dZBHjNUZNYDXrUAmjtXU+xHCbeHt27sS91bbs5GwYK2QdAJ9pHpXJ71yK6ph8eLeCw7vK/M2hsdfAo091Tmy2JbD7YtQzbE5Wj2RrPKquCxRZmBZGgkeGdwATM9J9mm86QcFt27iLfy+N0O/2SYgj0q3hcIiTkWJ8ydOgnYeQ0qKd7OrhZtnUeopEA0P7R+NPqDUeyudWzcuP3VoSSTqdAOpJoyFZuV1HrVll0HsqivAMfM/M/vH8qIXOH48iIse8/lSmIUPiq6CI2oYeCY+Ziz+8f9tSrwniE/3P7x/21gEjGZ0qW2p6cqhbhOO/wPazb/u1e4XgsWGi6LRUg/QLTMeHca6/GsEscAHz3+R/9JorcFCOESL48wfgaPizInpTx4EDrjyt5ULLJV3CjcLbJEkzzy6GNyF86ZbuJS2lx3MKqtJgnlpoNd4oQMKmbMR5xJgsIhiswSIGsToKJYzBK/fWmkoQwMEjbXQjXlR4mzdYmfpF4Ra7g49PC6lA0bXFdlQE/rCRrzGh5Rz1b8099uGsYfh13C2zBY23VCxJ/tVLETOnhJ95rmmExFCMrVkcsaYUWsda0t3Klz1QgyICsqUV7WFLF16qOaluNVd2qjMi9xfhb4a4Ldwgkor6dG5fGht+9Xt/FO5zOxZoAknkNAKpXHoLg3yWeHAPiLKORla7bDZtspYA5o1iJ2p24lcW5iVso6KilQGRvCMoBEW3ltIjpNc3AZj4d9wennPKnPtWuW2hG/dWiSF1zQCSX84qOTZbHofeFSjrbzZgEOugnWdhRgGlPsiSbeHJMk2pk+ebWmcNUsOov/Z0y2WrbfhSL2Svf1hh+qx+8UyjjFrv/k2eL2XOFIIld5BiDoCY6Us9nMBkxBcOGBQ6cxOUiaeQvyP2D4facFixJDZdGYBY1+qYHXXqKpMg+qwYaQw5g6g0OuYO2zFyviIAMFhmA2DAGGHrNWlbUVNDBLh2CtXM2djKrIQFhqSQCcpBO3prUWMsqhhWkdJkqYBgnnv60NxWEVyCwOZZhlZlIncBlIMbaVLbQAQBAHIUUtmLvDsLbuOFuPAJOgJBaATAI19xnSvcdYRGUoYO+UkkgTCv4iSJ13P1fWqGIw63FKsJHtEEaggjUEdRUeGwqpos6kEkkkk6DVmkn2msAq4LDEYpDy8X+k01WkAXrQhrvzgUgTJGkede8L7RWLzXLVl87W/paEDocpIhoIO01WIrJMVAPwqw9yGfqc/4j+fWq1+7mnerLAszwDrm+/U1pcYV1Cj2l7P277q9zEJa8GQ5lJ0k9BMHMfdXKuNYRbOJu2rbh1RoDCYOgOk67k11btlhFuYHEXwD3qoqLr9Ed4hkDrqdfOuNMGU+KZ3nr7ajiTSBmdughZu1cRqFWrtXrN2rpnI0WlrK0W5WUbFJ3NVbjVIz1XutVTJEbNVe41SsarXGpWMkMHBcEMuYQZ3nr7qN9scMz92igFnW2qqG3nKo0MBfERqaG8DVsigAydh1k6Ue45dIxOGGhIu4cBSY1zII0GvMzUZJWVgSdj8BjExNq3dVgoRlyyhAMaAZSSedMnDOO2b1x0tMS9qMwIPoCDz2o0vDrqXRcDKCJgjceYnShnCuyow7O65ZuEliIEyZ1oqNFkbW8NF172b6fKBoBMCd4EmBQnhnCbVu8922X8QPhnwiSCSFImmK7hyBrHvoTZKI+TN4mBIDMSxAiTqZgSKVhRYrYXKjaohd8qQcuLUijrVZL3lUwu0QEk1pOoPmK9mvVEkeorAI8Pw9LN1rmZ2YmRmM5Y1MaaCosNgO7uXHViFdmbu4AAZvpNI3JFXMXiLDb30joHOvkY3HlVoYIsoZWQggEHNuCNDVFTEUkxXvdorC4n5IS3eRJ08OozRPprTVcBk5SQSNCsSDpqCdBQjH9j++xK4kvaVwio0ZQXCgKMzegAJiYG9M9zg7IGuZ7ZCgtAJ5CenSiv2axQ7T4XLw/EqGZiQDLGTOZPLyrkGLwZ7slo099dm7TOWwV8AEtkmACSQCpOg6AVx/H4hTbYAzIFB64JPoEtGrdtqpWxV20tLZNoso9ZUamKynsnRne1FduVGHq9gsJPiYeg/GrFKQNvXq0wjA3FBEidR1pjdAI+azegXT31PhLRkZUCMdNIke0Ur2G0WuBXy19CQEt2zJY6AmCAPKiPHXPyuxuJvWPrCPpoQY3PITtrUGLxK21g3EIGhDEElj0XvFPWNY0qzxpP65hiQf7TDa5BEF7f1501P0R0qT6Uihr4rhblxe+ZXKD7OwG4kkiTGsCOVGcCV+T2yjEzruTodiJ1qnxfhly5lW3fNtARmVcpDxOUkNpmAMTrIA6Cr+HRbahQRAEDyA5UEnZQoYsnzpKwPEjc4mR9VLTqPUMmY+8n3U/X2U8x76SeBdnLtvGPfcoVIuAZWk+J1IOWNNB1oSA+oYncnlWimrXdV6bNLQ5FbNTKfSsS1UmWsY0DVPbOo9ajVfKprQ1FEwg8Ous1sM0TrqNiJgET1p5ZittY2Cj4UBXsvcVWVAomeeknyimp10jTahijTZyYINOToRcbg72Ku6M5VYAVZJZiTCgSJMKTJOgpr7KcUFyy9g5g1oEZTvsxEwxDAw2ukQBGtVcRwxwLgtXDbLgDMpgqQZDLPqQRpIO4qPsh2eOGzM9w3LjAyduTAaSQIDNzkk+QqiTs6AnbfIpdzlVVJJJAAA59BXBrMLAMxFd143djDXmPdiEOt0Zk5fSHMVyvjOEUEP32HuFp8OH2XKFAkHVZn7jWn0RoUrsBjG06VNber17LuFn1itoXXw6dYGtChGU1uVlSXrGumlZWFpH//Z)
![Europa construye el acelerador de partículas más potente del mundo para viajar al interior de la materia | Ciencia | EL 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)
Por este y otros motivos que se discutirán más adelante, en este número especial de la Revista Española de Física dedicado a la física y las ciencias de la vida, ha parecido conveniente incluir un artículo en el que, al menos brevemente, se describieran algunas de las transferencias tecnológicas (spinoffs) importantes que la actividad del CERN aporta a dichas ciencias.
![](http://3.bp.blogspot.com/-p32v5i6wA5w/TbzQSsS2duI/AAAAAAAABWY/1Lilj-6G-jc/s1600/Particula-de-Dios.jpg)
de lo que aquí se descubre, se aplica a nuestra Salud
Es bastante razonable que, como ocurre con las ciencias del espacio, mucha gente se pregunte cuál es la utilidad social de la física de partículas más allá de la adquisición de conocimientos fundamentales de la naturaleza. Sin embargo, es preciso señalar que los aceleradores y detectores de partículas del CERN y otros laboratorios similares requieren el uso, y muchas veces el desarrollo, de tecnologías de punta que obligan a una estrecha colaboración con la industria que redunda en beneficio de ambas partes.
![Descubren nuevos usos con el acelerador de partículas de plasma - INVDES](data:image/jpeg;base64,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)
![Medicina | CPAN - Centro Nacional de Física de Partículas, Astropartículas y Nuclear](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT8QRmcQ6Hd39np7u8GsyCRU5fHf6Pr9TYHzw&usqp=CAU)
![Radioisótopos, pieza clave de la medicina nuclear | ENUla.org – Energía Nuclear Latinoamericana](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQPNjEyXcGXOgg1Pp1-8DAlvNFiCUKntk2NjQ&usqp=CAU)
![Acelerador de Partículas - Qué es y para qué sirve un acelerador de partículas - EspacioCiencia.com](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRDS8sJE187B8uI1nMF9dOAUubSYiJDzih-_g&usqp=CAU)
Las transferencias tecnológicas que se producen en este proceso se incorporan inmediatamente a nuestra vida diaria en áreas tales como la electrónica, procesamiento industrial y médico de , manejo y usos de la radiación , metrología, nuevos materiales, tecnologías de la computación y la información, tratamiento del cáncer, etc. En este artículo se pondrá el énfasis en aquellas actividades del CERN que han redundado de una forma más clara en beneficio de las ciencias biomédicas.
![](http://4.bp.blogspot.com/-Oy06UhwmjhA/T7UWOZ0oWpI/AAAAAAAAApo/Y-hiEUHmz6U/s1600/cartel_pet.jpg)
![](http://t0.gstatic.com/images?q=tbn:ANd9GcQ6WBWB-QkJZSsJ4PdXirPJ6T47kodHv3DKnvLD7dNrVjoAhDCZ1w)
PET/TC o allá de los rayos X
En el ámbito de la medicina los aceleradores de partículas se utilizan con dos finalidades; una para la formación de con propósitos diagnósticos y otra, para terapia, principalmente oncológica. Desde el descubrimiento de los rayos X por Röntgen en 1895, este tipo de radiación electromagnética ha proporcionado una información de valor incalculable y aún sigue proporcionándola. Sin embargo, mucho más recientemente, se han desarrollado otras técnicas complementarias de diagnóstico basadas en los llamados radiofármacos.
![La Medicina Nuclear analiza las ventajas de los radiofármacos – 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JN8M19gtXQUgbVFJeg3BtWpHzzI8yN4mXUR7qXfcxeJfn8nRpT7yPdv2r3j+B220OtV9pRbVF/7ykNVYD/uEG9TbtW4YvelWnq9xJUJ+y/Yf2bFVp71vSz1XqUtmrFGDJYkAixGJalMjtU2HtC27eNNBOqv9nLrQUo7Zfun6FXbdkWxqUb9Xa7ITd6P1vep8KnJrHWmcLe4nSqO1pmaRIFxc6C2frNqoLuFVHPgtI9Y1/CyGOCbkkirUzUaM2/J/XBpVdkatWFNO9UcAX3a2J8B2mPgpnV19aNBOrPiOX8uPmc3QU3VjGmuXZfDzPb9PUEBx6UtnpW5UxYDzsBPHV5ynCj/VUx9z1uhUYVKqfEWvqj5JXJJLHViSfMkk/EzuJKKsjBe7bKrCMAgIATAZUSZxBiADFEADkiLGLGAYEZCQ4CMiMpiNDG4ZIQymIyoZaMdx6rGINFz1jEPC+MAvYlFjRGTuMZY7EA6SZSQx1Be2mftCTp+0iur7DLtJfLwxGwJy4+F5prqpsfd8lFB096c+B/SVKooGFS1rXJIyBG8aTyyr6hyaqtp+uD0joafbeik15rJS2OgKzFSCjKCzOoC4QPfuLG5tbQ+MunRlJZa+ZXCrFYS+hG1bNtFM46WCsB7OTVDbeAwxcclYk+Mq/wCOoVGt7l8yz+OrQ9lL5GZX6UeoLWUbhhW1vBROrT7Po0krIxT11Wq2mR0Zsihx+kYkU91Sjl6rk2VcKi4S5uWNhbK+chr9Q6NFuna/v6eYaSh3tVKosdTe2fayTVSpRXBSqAYSoNyoKvrlY3GmWk8e5zU0+8b3ep6dQi4PwKyxgrdIdG/pIYrTVVGz4qThArirSVewzDvq4JBBFwQCDadTS6x07KUr5szm6rSb7yjG2Lo8Xsu02IIvhNjkbHiCDuM9BZXszj3usM9t0XtQrsjrU6ra17lTILXHuuNMfFcsWosdOPrNP3EXdbqT584evu9c2N9HUb5JSdpfSXvB6Q6EVyWpgbNWv26LHDs7tfNqNT9iSc8LWF9LZmS0uudJLe90P6lyvevuLUaTfmCz5fgyK+y1KbfOI9GoMwWUgN9JHXI+IBN93Cd+jUp1VeLuji1YTpu0l88P8FdejUqaFRxKVEA5qchytLv4SnLN7FT1UodPr/iNv5P9BCk7EO1So64USnTDuqnvGwNhfLMkWA8YQ08aD3t4XV4Rh1epq6pqjThz1uep6J6EFAmo361gQBiDCmp1GICzObC5GQACjK5Pke2+05amexYhF39787eXkez7I7N7iO+fJg//AKDt4WnT2Wmb4nZq5B9pMJFLkSGPiAOM6Ok07lSp15rhPb8epir14/xE6cHzZs+e1RNgyvaAEgQAnDACkkzgHABiwAMSQhixiDUxkGMUxkRtMwAbeSAdTMkRaQd4BZDkaNEA1Y3khDgYBa4VMmMi0hhJ4SSIsdQVju+/13DmZNRbFuRZoLZ1v7w0z+Og5Xl0KdmimpPwyRaRvD8fWb8IwqG5WY3Zy5uFFxcXUXAPpkD4ynUKlKm+9ta3yLKXfQmu7XL6fhF1aApiwqYmGTAqWClrEFgtsQztcbrTxVdd42qKtF5Xrbn3P0PY0ZOmr1mty5Xl+R9Ju0zVQgCi/dBOZ00yXLK4vlec2XfU7JPnyf8AmfM6MVTnfB20fo20Ei1Sm4GJqqlA7D/UyOPTJs9Nd02Q1laisu68v8+5jekhUeMA0OhdkpuBcF6gtirOTUbTPW1r2zFrTLVq6jUrHsrpwaKcKOnaurN/ExalColWqzhitgLubdgXFswbjMWP2yx6al3cYr2r/Uca9TvJS6WLNLaep2dqhY2pgoobImqykU0A3nO5toFPCa6OidWsl63fu/2ZKmrVOlyeDSiAmG2im2WeQyN9Z6uUVZnnadR3s/UZQptcKBm1rDjfT7ZjU0s345Ncqe7wNcnrdk+UFSnhSsprIBhGI4agA7RIci7HDlZtM85x5aeLbnDwv04+K/BvVSUPA8qx6DYOmticYRVRb5GnXXqjfgcwjciZB0J0XulTn74P8ZQnqI1Vtco28pK5p0ejtmbtdTQPjiDL52xWMa7QrS8K3L33bILQ6ZLc3F+iSS+SD2npLZ9mSxq0KK+5TK4j/BTuxPKa5d/VhZRlJ+vHzfBWv4elK90l6HienvluWumyhkByNZsqh/8AGvsfWOfALrKdN2Kt/eah38orj4vqPU9qSnHZTVkeZ6TySgv0ajfzN/iei1eIRRx9HfvZtsyaswHVK9oAEogMmAGchmcQd4AMUwANTGhDQZIRKmMgOBjCwym0CI0NJDGo8ZFjA0AHI8kiG0lXzjI7SypuPvOQkkA6jSO/45fDUyxQ8yt3LF1Hj8B6D7zLEooi0yRXHHllb0EluDu7ljYqbVGGAXswuxNlGe9jly1kJVo08yY1QlPwpFuoaVPJmNRvdQED17x5WkZ65y9jCCGiUV48g1NqdbFrBbdy4XGrLYgW7tuOs5FWUqze5teVs2a9DrUoqklttn6/HoVafTHaUC6Be7uIG5SdGF7RV4ylSlstd+X97dH5hQa7xKfHS/K+3uLdWuzXUaaFrG53ZHLPXjOAntac8vOPLJ3Lbk9mPXzBSpSo01Cpha4CWYhC1uyWUdlTuysDbxmRLUVars8dX6en5ND7umrvHkvUrbd1z0jidQ97r2lv1uWYKZgWPey4G+U6emnCnUVvZ688fkwV4TnTa69PeMo9IbYMOHq3FMBj16/N4hkXxG2A6nhvmilW0ynaTvd4te6/YoqUa7heOLLrwZ+1dKioxWscJUkGkyLgB34MPZz4sB5mer01WhQhbas9Vm/3PN6mFetJ2vjo+n5Mnb6iaLTKX9rESDnu9ndovqZGpXhP2ESo6epFJ1JFzoiqcSnq1dqeLI4u51b4bYc8WLCAc7XFxw4mu/Ri5Lh4fvudnTfqySftLj3W/Jfr9Uqu3aw52BYNdsgFYbyXxG+5c5noSlVmox+P3+mCyslSg5P4L/PUwUaeih5nn7dBlPCNw9BNcKljNKmL2ivwyldWs2Tp0knexXpi5lNNXkkX1MLcyz0ww63CP2aKnPU/EmGtd5pD7OgkmzNqTGdERaAHWgMmAGYpmcQyABqYAGkaEMEYg1MaEMkiNhlIwENjQDUMkAYOdo0iFy1SpE/gMzz3CTUGyvcWKdED/GZ9dB8ZYopCyPD20y8b3PqZNNdBWY2jSJGI2Vfebf5DVpXKrGJONJsirtlJO6Ax957W88Og53madeT4NEKMSNg6Y6x8JcqoF2PZUWvbQaX0mfvfUt7uPQs7d03fDZ1wgEqgbtZZXPr6yqrU3YLKcLGdU2+pZcBGYtcaHDrcjeJPTyW1qXQhWhK62K5OzOWNmZm8FsB6nXkJmralJ3hj38/Cxoo6dteJt/L7/Y2ej+j0YgBQLlb3N9dMr247t059XV1ZXW5/BW+vJvhpqay0OrbQgN1zuSARoNbDmMXpMcdNUqN3xbPr5M1y1EKdkrZx+CnTs7HrSFNu2CLrVQ6Mg3gi2Q0OY0M6jouMEqEW0+POLXR/Z9Vyc1ahSm++dmufKS81/mBiDEOwrEKLLfIc3bMnzkafY9ebbm0m+f8AXA59q0YpRirpcf7Mnbq23APTHVWe3YxIxAGeQY20ynSh2TCnaXdu663yYX2nUqeHckvLkqVdh61R1iPRqKLBgpdbcAb9pOCk4l3FhlM8lVoTeN0W7u+H+z9VyaL0q0bLDX9v86dClSr1aJKsBUT2siRbxBAI5gGaqdSM8039jLOnKPJ7D5G1aaY6lDtVGCoFY50zUYYEyzIsGYtqQLeJz66ruUYS9X8vyXaWFnKS9F8X+xQ+WO2CptGFbWQAEgAYmIuWPIjyuZs0NJU6V+rz+xk1dR1J7fJmEzTcpGSURZqSW8g4CnaRvcklZYLvRagHG2ii5/PnabdNBJuT6GStJu0V1/sUmYsSx9ok+s59We+TkdLT01TjtXAlxKy9AEQAiAzrQAyEmcVgxABggAYjEMWMAhGReBoMYMJYyA9KZOnqch6xpXEXKOycfjkPxMtUBNlpKSjx+A9BmeZk7JCURuLdu4aD0jvcNoVJCxsM95zsAOLE5AecTlbkltuHV2mlT0IdhqxHYH1QdfM+gmadVvCLIwSKL1qtY3UOwPtYSb+XH7PGUuSRYhDdG3Pz1Zaa70VusqsfplOyvkGMg3clY0diTZEV0JqEOFz7CYShNrBRfeciTpFZvCFhZYsLsNz8wTbIFqtQ5HMsRfMnygqXteg+84twzqNOjhZaKtSxZXDMaZscu9fP8JmqeLk0RwsFzYNkdQEwgaXN+0xG8iYqkHJ+pqjNJWNqjspFgDZQBc3yBGgB4+AnY7P0bkrzjd3x7jl6/VpS2xdgdlpJTJONixtcqii+Hu3LcPKdN9jxqJd4lbOM2zyct9sypexe/pbpxz5DwlPclzxdibX1sBa02R0MIq3T0x8zn1O0JyzbPm8287eRR2xC2ZN7aDQDyGgnRpQhBWirGV151cSd/oUWqWGG1xwNivoco5yj1LYUn0XxFJY9y4PEN2ed/uMx1IQnwsfQ205ThncLfacziw1VXQ92ooyBIPC58dRecTU6CnJva/kdjTaupGK3L5mjs3S9KmAVCXD4sS0ylUrhsEqADCxBJ7QNrHScF9kVXWT7x7fV36nVXaMFFrbkwK9QuzOdWYseZnoUrYOPbqJeFyNhBkrkLHIlzLqcNzsU1KiiixtVUBRTXzb8JdqKm2OxEKEdz3NFac86aVkAYDBIgABEAIgMx1MzjaDvAiMBgAQMAGKY0Aa56a8JJEZFmlszH8NT6bpNQbIORdo7IBr/APR/AfGWqCRFstjLT11Pr+EkPaSGhcLE44ZHZDqdPS9yW7iL3nyuSOC5a/8AMqqVVAnGNxW11TazNgUH9VSws9+LG9sXmSfKZZVblijbgSlYgdjZKlxvdTUe/EkjAnLOQu2SsVdq2vaH77Kg34qi3/qN4WQivTan7VdD5Ni/tEd0J3HNUpW7BqEj/Qa3qbR38kKy6jKVBmNxTqaW7yJf1JIim5S4Vhxsjd6P6Of3FWy4RZrmw95t/HPhIR0zk88DlXSWOTY/RVp9p9SMlvmfM7h4+k6el0e5+FfEw6jV7Yu7BFdjmTy9m3ALu5TvxowgtsUefqN1fEwkAPdOe9Try4iNtrDM+zbi4DVDu+GvpJWXUW1t4yvTkBauLJe0ePsjzO/leQc/IvjS2ZkzN223tdpvdGS8xv8AjymapJLnLOhRcpxu1ZevX4FWvTa3zrYRuUAcuxv5nnM81KSvN2XkjXFpPwK7EvYB8JJ7NrkWJuQNLm2plT2KD2lqU3JOZWBmUvIJiuAt2glcjJ2FqpMtjG5S31GNVwiy68ZY6igsEVS3O7FKJmlK7ua4RSRxkS1AmAEWgANoDBgBiiZrkwgYyLQYaBEdTpMdxHich8ZJRvwF0i/Q2A6nT0HrqeQlkab6kNxdpUFXT8B+JlqikJ5Hjhu4bo7goJHYoD2nYoJDDpIW7oLeQy5mDsuWGSalelS/XOPCmo6x2O4FVyA5+EpqaiKVkSUMlHa9ur1LhEFFWPaas4xt4MB/bp4TC25clqVhdIu1JkajTeoLGi4UhgbgOMO9cIuLgWPnBRYrjV6J2ioB1vWke6OyPW2XISxQ9RbvQsUegLabOo8WU1G9W/CTVNEJSfQv0uiKnuNyFvgBLEl5Fbci7S6JK5sFX6zAfbLY05PhFcppZbLdBKCd57+CITf+I2mmGjrSM09XSjzItHpEAfNpbxaxPJdPW810tAl7bMs9Zf2Co9S5uSSTrffOjFKKsjHJuTuwWr8InNIW1vCKpr3PZ7R8DYA/W/C5lTr3xFXLFpY8yYVbbE0qnEdwTTyce155nwlPfRi7N3/sWx00nmmrLz6sB+sYDF2EOgGp8uMlac7tuyIt0oLwrcyUrqgsBzNi3+JNShTwiKhVqeKTwZfSK4zZSWbgPtY8Zhr/AKksHR0/6az8xT0+rTAe8Tds74RqAfG9vTylM4bIbSxVd8xWKZzQCTEApo07EXC4JMe5hsRGKQHYLFAtRBMCSIgB0ABaIYEYGIuZsMzwGszWC5bobC7a5eGregk4wbE5GnsnRygi/Ea9o+gyH2y3u7ISdy/1pZ7GxVRYXsbC5sKbZWzvplr2FNxMkKsoluxNDxsuLuume5nwtfhmLHzvNK1EXyV90KqUSuZZAOPWrblnnJqrF8BsYsug1qrfQBQ7kk6AALrDvF5BtBrbRSpnC5fF7uEBv5LlhzWQeoS4Q1EQ/S26nSUcDVa5PkmZ/pEqdWbJKNiKm1Mw+eq1H+glqNNR4km55Zeekqk79RpCE2g5ikmAb2pqWbyVmFv4iDEo+YXZp9D9D1D22HVoubMxu2f0jvJ/4k0m3aKE5W5NUVQlxTuL95/bbn7I8BznQpUEld8mWdS/BP6Q/vt/O34zSoLyMsphLtD++/8AO34y1U15FbqBGox1Zj5sTLY00uhnlOT6k0qYEvSKdqvcdf8AxJDCvxPIZn8I9yIOMmV6lQE2W5N9xGEH6TbuVz4Sp1L+yWKhZbpFfaKgXKoc/cXTnx5+kyzqJPxZ93Brp0nL2FYWGqPwpp6cjx/OUi3OfOET2wpvzYdIKuaDzqPpyG/85ScVGK8PzITnOTzx5IRtO34DhBxA2JB1e+8W7g/DPhKKleUZW6FkNNGXitYFe2LlsK2vhGb2423r4jLjaTiozy3b06ilUVN7Ur+vQkbThyQYR8T5ndy+MsVTarR4KJwc34r/AGE1CDIuzHaSsr4EVElMqZdGZXMpcS+MmAXkbDjIjFIssQJaRBkhomWInFAkibwGQWgAJMQyIwG0dkVf8ZDmdTJKKRCzHj82ykhpE3gMNqLHMHvWucznuFwTiNrHMXtaxI0wVVaWCxFf9EVta6C4JAdailgNbY9dZWSEfo9ZHZsLtTJazKwq0xe9icFxbJRmBqYxF/o3YWqXtUFMkBT1SktncsUJB6sWGZz5SScni4Fmj0PstMZipbgThxeSa+oEnsSFcr1dqoglaFFRuZma4A+kRqfoiQecIVydkdnNqdJWPErl52H5+2T2RE5GzQ+bzqsl/cRFZvLgvOWwoORXKqkBtm2NUsDkq91b5DxPE+M20qKgrIzVKjkVxNEYmeU8jAJbGJVKQYWXRRVN3GCWEEGBx9Br66CF7BscsANtHsqLnQhf9zHT7fCVSrLoWwovqKrMAPnGt9Bfv3nnYeEpnO3tv4F9Kle/dx+LFpVqPkg6tOOmXn+FhIXnNYVkS2wg7Xu/IKlRRe4MZ99slU/d9/jJxjFcCnOcl5egjaa6rmxxndlZR5Lr65SudRR9WOFNvFrCT1lTtE4EGrMbZcB+AkVCdTLwhzqwo4j4mVdrqCmxRAQV7JZgCSdcQGlje4vfK0yzqbZWii6nFyjukyiahBxYjivfFc4r8b6yjc73uXbUlZl2ltit37K3vgWQ/XA7h8Rl4DWaqeoviaMtSg1mAdUEGxFj+cxxHjL3j3FSd8PkE1OMVw4FEgyMrEoi3EraLRJkGixEFpAkjg0TGuQryDLUdeAybwAiCGTJAWyZMRF47DIjsIsUKouMWgIvY5Eb8gMzbjwmarScsolE0dt2RKwNgpz/AFlIgN5soOvE2vxvM7hJcosuYtDYepZrsyHCSK1JSKgw5gML5qd9rE2AvlIsC0nTNe3Vu4qEriBRjiKEmxIy1tewJtleHHACFFSq1s8BB0GZPu499s76WtDdfBFJFin0fTW2LtW0QGyDxY6tyy8TNlPTO2WUzqrhFw12ta9l91eyvMDXnea4UkuhnlNsAS5RKXLIQlsYFUpBqstUSuTbGiSRFh24+gzPr/zHci0C1YDIZneq/wC4nTmeUrlW6IujQtnoLqm2dR8IPsKTc+Z1PwHnKZS/qfwL4U0n4EJSu79mkuBfe8PDhykU5zxHBPbCHtZJpUEU/vX/AKR43/PnJRhGPqyE5yas8L6h7RWAzqMDbRQbKOY15RyqJc/sJU2xKVatXJBhUe0QAoHgNJWt9TjCLG6dPMg6dOmmY+cfffNeQ9ofnOWfp0ucszynUr4WEV61J6pBGY0sTkPq8R4a+ci4zqvnBFSp0elzJ2p+2QL9nsC4sex2cxuzBy3aTnVZXm2dCkvDbzEEystIvEOw7Z9tKDCRiT3SbWvqUb2T8DvG+W06zh6orqUYzysMt5MMSHEo13Mv113eeh4zWmpq8TJJOLs0JJiJYALyNx8iyZFkrYAJkGTiQDIskuQg0gyxchgxEjg0ACEaGTJAWJaIkRAEBAA1pxiHIljfeN+8eR3RiZdp7VfJ+0Pe9sc9G5+srlRTBTsU+kehxUBamQzAAp2whUg6NcZC1+HnMk6TXQs3pli5VFUsGcqOsZTcZHJFbfuJIyJ42mnTUNq3MorVE8IAmbVEociRLVEpcgrSxRKm3cMSaQngYo4+gzP4CPgj0OeuB2Rmd6rmf4idOZlcqq4RbGi5ZfAFQ2F6jBB7qk3I89TysJVKV/aZfGNmtsbsQm0u3ZoJhHG32bhyzld5PEcIs2JO8mclBFPaJqudwzz8fyeUnGml6shKo5YG1XNu2bD3FNh/E3/MlKaS8XyIRptvBWG0s5wUlvy7P+TKt854jwWqEIZlywxsyIb1D1je6D2R5n88pPu6cMyd2VSrTn4YLAT12fsjTcoGQ/PjG6k58EVShDl3IsF1zPAbucW2MMvkG5TwsINQ1UgaZgA6Lnx4Hx9eMkt8s8Irltp+pk7emJ2OatexxCxJAA+cG5shn68ZgqrfJ+ZtpeCKS4M6pcGxFjwP5zHjM7waFkAtEABaIYVOqykMpKkaEa+XiPCNOzuhNJqzLtHalfI2R/Sm/r+rPh3fEaTXCsp4lh+ZllR2O8SKqlSQQQRqCM5NqzIxkJJkGWLJBMgSQIMTYLkK8gyxchAxEggYDCBgB14AXQsvAatKMGMWnAQwCMVyYyLZF5JIrk7HEycUVykcJYolbYYEsUSpyDElYVwwnH4a/hJXFa5zVguWp91c258OZAlcqtsIshSk+QWJtd2CLwBzP8Wp/ht5yqTb9ovjGMfZyxA2sns0Et42HrbQfEyG5vESWxLxSOGzKpvVYu3ujM34H88pNQS9oTqO3hHVHJFm7C+6tsXPhz9JJySK9rkysds9imt/L/c2+VSqOWIlygkvFwEux76zeSDXnw5yUaNs1Ct1m3akMbaTbCowrwXU+Z3xuq+IEe6dr1WCKYGbG3hv/wARKFszFvdtsCRUJ7Kiw8NeZj3SliI1BRzMiyrr2jwGnMyVowzLki3KeI8A1KpbX0GnpK5VZSwicaMY85ZW2moDhzuQCCfDLCL77Z+soqtfEuowadypWQEWOg0tqPq/hofjKrXVmWtOOUZ9emUYqfAgjQg5hl8CPzlKZRcXZkk7q4otIjILwAC8Bos7PtxUBXGNBkBezIPoNw+icvLWW06zjh5RVOknlclpqYK4kOJdLgWIPB11U+fImaMSV4lSTjiRXJlY0DikWh9ScUiWoNTENZCBgAYMBgl4Af/Z)
![radiofármacos - Lic. Alejandra Patricia Cork](data:image/jpeg;base64,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)
Estas sustancias radiactivas presentan idealmente la propiedad de poder ser inyectadas en el organismo humano de forma segura y de fijarse a determinados tejidos. Posteriormente, a medida que van desintegrándose, emiten ciertas partículas que pueden ser detectadas y analizadas produciendo de esta forma imágenes estáticas o incluso dinámicas de los órganos en los que se depositaron los radiofármacos y, en definitiva, proporcionando información no solamente sobre la morfología de aquellos, sino también, en muchos casos, sobre su función y metabolismo.
![Qué es la Radiofarmacia? - SERFASERFA](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxAQEBAPDxANDQ0NDw8NDQ0NDw8NDQ0NFREWFhURFRUYHSggGBolGxUVITEhJikrLi4uFx81ODMsNygtLjcBCgoKDg0OFw8QFS0dFR0rKysrLS0rListLS0tLS03LS0tLSstLS0tLS0tLS0tLS0rLSstLS0rKy0rKy0tKysrLf/AABEIAIUBewMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAADBAIFBgABB//EAD0QAAICAgEDAQUECAQFBQAAAAABAgMEESEFEjFBBhMiUWEycYGRFBUjUqGxwdEkQnLhB5KywvFDYoKio//EABkBAAMBAQEAAAAAAAAAAAAAAAABAwIEBf/EACIRAQEAAwADAAIDAQEAAAAAAAABAgMREiExIkEEUWETMv/aAAwDAQACEQMRAD8A18UGiiEUEijkdL3QO1BtA7fAEqctFfCC2WGaytqn8TFWabjWeWVcBag8KHIVKTqpljkP0Y09XTFrkn+rI/In/wBMVpoyZqGI34LLF6bJl3R09L0LCmlIxdv9KY6JPqi/VbQN0uPk0/ahTKx0zWO3+xdU/Sk0Dkhu6rQtJFu9Rs4jWhylCtaHKkMjEUERCJNDZTiERBEkMComhX9LrXDsrT+TnFP+Yeqal9lqX+lqX8h8oGQtlPgP+DQplvgQY/2ilwzMU/aNH7QPyZut/EOOff8AFrXLgjO3RCEuAN7MZ5D+No77dZl6F3nfUSy5P0K2yUtk+depJ4/GmozNj0LjM4NjL6hbROziuPsS6/RV5Obr1Gc7hGbzJts1jOlleLOOZ9RmvJ2Z+lMssbZr4jlj5T2taJ7aNj0a3SRiaPKNV0mzhFJk4Lr8c2tqu4JyuEKp8E+411Z19pWZFo1kSEZo1CrxSPHI7R40MnOR53HjRHQGs4oNFAohokm3ugWR4DAcjwBKHqU9bKfHufcy26kt8EOmdN5215M5ZTH6McLlfRjDg5F/hY2kSw8JL0LBJI5c9vfUdWGqYoKOiUYndx6pEVhYwPW9A/eArbjXWfG0WVgGy4QyMxIQu6gvmZ6pMFjkNMQmhaGft62MKWzp0599Obdhz29rQ5UhWsbqOlzUeJJEYkkNlNGb/wCIuQ4YMtNxc7K4cPTa5bX/ANTSIxv/ABTn/hao/vX7/KEv7ldM7sxn+ll8r5d7x78vb9W3sexs65fDG6+K50oTkvi8LwweD062+ShTB2S58aS/Fvgsl7N5lcJXSx5+6r+3ZFxmovXh9r2vPk93PPGfjb7c86rH1/MX2crKivkrrEv5lx0X2nzVdRF32WQsmozja/eKSckvXleTO5VD7uFLT0vHDkyz6NX+3xYvW/e1p/P7SbIbueN9Hj9bvr3qZ5eS/wCtvllFrk8PLLjrw0+Zqtns4bRGsZUeCGV669euYelVkUldZjM0c6wEqAmSvj1VYlLTNDiw4E6qeS6xaeDGVOTirz6+GZu/GbZs86rgpJUcmscuFceqmnEZY0Y+hqFITt0O3pePAEtM0HSFvRnreXr5s1XQ6dJGsUNuM+ryivgK4hKo8EJstHNStopYM3oWcTcZckd2nHAEXE87STPAB2IWIKIWJNtMDkLgMQsaM5ZTE8cbkqZ422WuBjdoKGtjcLkjj27PJ2a9fjDsVoFZMGrtnLklK3xOLPXI8AWzBrgk7dFbm5ml5BZuVozfUeo/UDmI2d1H5MrZZjfqJTu2znIFpiex8l7NNgWdyRjsfyafpctaHMvGsbMOxbxiM1goa0Bu6nVX9qSbXpHk78MvKPL2Y+NWSPXJJbbSS8t8JGWy/ad+KYf/ACfP+xSZnULbH+1t1vxHfc/wS8FEutnl9for8N2NekPH/M+DO9V6wslKMqqpQi9wjJObUvn3MpLLq48ze36KXL/I9r99Y/2cHCL/AM8+PyQ52eyPq1winCMdNdk4rXw8vbXy41+RY/pWqe2X/rS91Jee6D4bfz4+YDp/SrJab3LS5e2l68lvk4FMKXq2mN612/E969U04c/mhfvpsVLoGKtuVi92ltfs1W5Lx4jz6/wHsTo2Jjuq55FvvpOMo49U++O98eVtJ8PloNnYk0vt4++Ps9j0mk0vHrsjXhbddkXCcoTrUuzfa/TaTW1p/Qt/12c55M+M/pbZ+C7E3zFpNtPlt/L6CtGPH9op0wsUqfgcU63TbqOprT+bfD2XFtnEl5lP08a3J75RU593bGMe5JrzBa23rjf47J5fG8Le+qqKhuArUhqByPRyvtLRFxJo8kxVqZIQ4ZY0WrRUWW6ASzdC4dq5y7kVrW2JvM2HpsHzhSwwBtkFlIVuYRnKuxl3TRuOlQSSMVgR+LZrMG7SRXFz7Kv3NJCk7eRW7KBK3grHPTcpbBtAq5thF5Nxl3Yd2BUj3QABwPOwY7TztAJxCxBRCIk2jbPQtOzZLIkCS4OPdffHZpx5OoqwJGwWl5CRZFdY0sOrEVqtJe+FaXD07Ra+1C8rin6rmuKY40B1vM0nyZDIy3Jh87IsteopsJh9BnLmT0WmImUhSN6Qalym+E2W8OkU1/ae2F99CHEIo3jp6ln/AC5j8BxcRrmXA/HO7eIldbkNi8lZPiO9fPwi0/j4T9OTP+Vsy/xY5PUpNfFPS+SK2WcnxCLsfzfhBqOkes3v+SDSVMF27Uv/AGxK+sYjzLKlKVKx6lJtfuVcL8WWdODGK8RhvzLzJ/iwNeYktRSivp5Izv35Zi7J+lJpv7Fiqa3uMO+f7z8/m+Sx6dkKSfdBNNtLtW9cL09fJRStX3mg9nF8PPwtyk1F7Ta+Hn+BqXrNx4tanDtSl8bXmK8SX1j6f7kpdJxrI9ygq5b4W+yTf13P+gGf25Sb0kmvsqS3r/T/ANx50apW0d818Up2aa+HUVLSWl9xrsZqGT0DHUG3Oalr4V3JR39XLQLHprUF2PuW2tpqScly+QHUOnuuuVkW3FvWny16/wAgXQp7x6/vul+ckv6E/P8ALjfhPG0p1bKmuFJxS9I8FNCe22/L8/eWHVXyyrh5KfUPKy9WFQxAWpGoIlli6Ne21IFbIM0LXEnTKTvmJyY5ZEUs4Nxvx6GmNUWCgatBkXjYfUzyMe5gossOnU7ZmRjK+jGJilnXFoYxcfgPKotI5rel1FsNCsLGGiaRuM0KCCxR40SRpkVHpBHoB6zwi2R2AFiT2QiSn4JNlbnyEhDgXnLkKrkkcGy/k78PWJa5cnkpcELrNsjOXBhSPY2k1YJxlyNQiFEF2UfVo9z0W9j4KW57lyb1Y9yY2ZcnS9NKj6BHdLx4J2kK6nJnd4SOK7LS9kX6s9hjSl4Wl82WaohBd02vxKPq3tNXDca/ia+RRJYLGhDmT39/gSyuu018R+OS9I+DI53WLbm9yaj8kJQkw4c40OX1yy3y+2PpGPCAwzBDGxbLHqMWanpHsv3adj/Axl4z6rj2/Ir6L5z4gnJ/QvundAvt05fAjS9L6bTUkoxWy6gl6Cx8b8LO5T1VP072dqr02u6XzYWVGshtJKEYpfTel6FshDuTsnyt7XCa2ko/+TaRC2b3Pl6Sb+HW1x9zHOjxiseHb9n4pRbe9ptv5IrnkVSlKPvJJqMlPt3xpc+V/UtMKMY49ag24KtdrktNrW9tCgrzqNW8Of0Up/kmZf2clur/AEw1+Lsm/wCxqc+3/CXL5Y9v/QzK+zS1RJ/NkdXu2ujb6wkJ9TfLK+tD/UvLE6YN+h0SuGnKUNI8xqOA1lejOauqewnIXsZKcgUmR46+8DlEWtrGGwckORSZlo1k9EpApMLCuQ1XL0aTplPgz/T47ka3p8OEaxiGdWNUdIkzkRkzaSLkeJi10+TyFpqFVhGOySgDpnwMQNEioHdoZI5oYLyiD7RmSINCDokmuCESaJNqzNeiulmFr1CPDMtmS0zj2Y/k7dd7FnXfth5Pgp8C3bLVvgnZxWI0eSwj4K6qXId3ipwS+ekZ/JyEp+SwzsrSZguudSlGXBXRL5J7eePtq55UfmhTN9oq6o8NNmKn1C2fC2DhhSk9ybbO2Tn2uK+/kNdU9obrm1txj9BKpN/Nj1XTUP0YKXoO7MYJpypDGwJTa9DTdO9n4Jd0uX9RSr4XwWkct9pDLdb8Xx0SfTdfu6+EkMw6iUDm2w0ZaJWd+repPTV9Ly+6Ro63wZT2fx5eWvJq61wdGucjj3XtTRT0te/vfLe9PjhefD/Eu662ytqq7pS5a3t/x8+fH9mVSVPTOnyfvpSg+6c59q9XF71ovIUdlEIyenGqK15e1E86fjxjY5JPul27+JtN69PlwWXUotJtKEko9zTSb1/YXPQv1kOo5v8Ahsn6UTX58CXs7U1iRf7yUvzW/wCpXdYznLHvfbCH7OMWq01H73t+TaezWB/ha1rxCtf/AJxJacfq2+94zUunuUuUOU9L16Gn/V6XoSljJHRMXNxQRxNAsijgurIC1tYWdUx9MrlVNCU2abKxtlLlYbXg57jY6ZlKQ7iLZKcGgchdHA5yBtnswTY+lYtOmPk1mC+EY7piezW4L4RqRLNZtkJM9TISZpgld5IJch5QJRqNQqPR4G6QNcBiCNEKjmebPGwDyQM9kyGxh7EnEgiSItls6vaZkOp0yi38jcyWytz8BST4J54d9qYbPFkMO3TLX9JWhLN6c4PaE3NrhnPlg6scpT9mXpnv6yWimum2JWTYTBvyP52b3PyVOTiKfJPyNY69Dc/H4z9UtVCi9aLGqklk4/O0O4tPBq5dLnC8aA8IDSqOlBGOmB7tE9o97T33QdAY307G75rfgFCktelLTHPrOV9Nh0fDSii5hiCPRZbSNBXFaO3GenBlfZarHSMN0V7/AEmXysmv+WCPoVvEZa89r1+R896VH3dN7lv453T45aUvHH3Ds4S19npSl290pS7d67nvS2WftDHUJS/dpsf49jK72bmmk+Uml9pNc/Lkc9rb1+j2pNOSg9/c+H/MWV/GtT/1HybqkW6pJf5uyP5vR9e9nq9Y8F938Ipf0PlGXpqKfrZFfj6I+t9IeqIa00+5prw13PX8CelXcYsghS6I3Ni1hdAhdAUmixsQnbADJzjsUvx9j0onjiKw5WfycIqsjH0a22orMnG2TywVxzZtUNjFWD9C0rxORuFCQscCyzIY2Jpl5iQ0LRgPYyKcStMa4ByHK6yNtBmwdJ6CVxISg0TrYQUeDJqRBI9Nkn3njmQIsAk5kO8iyIAaMwsWIVWDlbJNiEZHuyMgIpk46kVdvSFL0LqQTFa2LxlOZWMnlez8ktxKLM6dOPmLPrcKotegjn9LjNPhCun+lZuv7fIZJoJVJmn6r7PNNuP5FN+r5J6aI2WfXRjlL8dVV3DSq0Hx6dII4Ebk0SlsHJMedaIOCDoKwgw8YkiMrAKpMe6cuSrU9lt05FtWPajsy9Nf0azSRo6beDJdPs0X2PaduLlqycynyOiVuXdGUobe3DUZ1v8AB8/xHXaQ96OzpA1YcofZdPpr9m46X5shlU2y3zFp/wCXvklr8hl2EJTM+I6oZ+zylJSnGhal3rScmnve/C5L2rUYqK8RSS/AHOZBTHMZDt6aT2QsR7WyFshkXsATQSTPGgBScQbiMzQPQAtOIrZWP2RFpRAyqqPHAcUDnUBFYwHMeJ5GsYqiIzdCGHUAqG65DIjdjik69Mu5RTFLaRcBGMgqR06j2KESLRFxJsiwMNxI9oRkRhXYzLKo44lWhCMjjgAUyNctM44AsabGFczjihE8uKa8Gczqls44hu+LayDIs444XWgyEjw4cAU5C82ccbjNFpiXGCccdmty7F5jPwXGLNnHFokZlIH3s8ONMjQZ0mccIwpsEnyccOAxBg7mccIBI9ZxwAKYNHHAHkkAlE44AlFHuj04QcohII44APAPBnhwAVM9kjjhgCURexHHBSAbIORxxk0e49OOAP/Z)
![Radiofármacos, la tecnología atómica que avanza en el país y que ayuda a combatir tumores | www.camfarer.org](data:image/jpeg;base64,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)
Los radiofármacos se producen utilizando haces de protones de alta intensidad y, como tienen una vida media muy baja, deben utilizarse cerca de donde se han creado. Se calcula que unos 20 millones de personas son diagnosticadas cada año mediante el uso de este tipo de sustancias.
![Células madre y regeneración cardiovascular | Instituto Europeo de Salud y Bienestar 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)
![Es la bioimpresión 3D el futuro de la medicina a medida? - 3Dnatives](data:image/jpeg;base64,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)
![Tratar con células madre la artrosis es eficaz y poco invasivo»](data:image/jpeg;base64,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)
![Cáncer de mama - Wikipedia, la enciclopedia libre](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQa0c4S23qc80LqL-lF2tHfqy8Iax_-fcAiwg&usqp=CAU)
Son técnicas no invasivas que dejan al descubierto lo que interesa ver y eliminar.
Una de las técnicas de este tipo más utilizada en la actualidad es la Positrón Emissión Tomography (PET). En su se utiliza normalmente un ciclotrón para irradiar alguna sustancia que se convierte en radiactiva por desintegración beta positiva (emisora de positrones). Esta sustancia se une por ejemplo a la glucosa y se inyecta al paciente.
![Positron Emission Tomography (PET) Scan - Procedures, Types, Risks](https://www.medindia.net/patients/patientinfo/images/positron-emission-tomography-scan.jpg)
![Positron emission tomography (PET) — Science Learning Hub](data:image/jpeg;base64,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)
![Positron Emission Tomography (PET) – Shining a light on human disease – Drug Discovery World (DDW)](data:image/jpeg;base64,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)
Los positrones producidos se aniquilan con los electrones circundantes dando lugar a dos fotones de energía muy bien definida, emitidos en direcciones opuestas. Estos fotones interaccionan con un material escintilador dando lugar a la emisión de otros fotones que pueden ser detectados por fotomultiplicadores o fotodiodos para formar la de los tejidos que se pretenden estudiar en función de la distribución de la glucosa radiactiva.
![Observar y destruir células cancerosas | OIEA](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISERITEhMVFhUXFxYYFxcXGBgXGBgXFxgXGhgXFxgYHSghGBolGxcXITIhJSkrLi4uFx8zODMsNygtLisBCgoKDQ0NFw8PFSsZHyUtKysrKys3KysrKysrLS0rKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIAKgBLAMBIgACEQEDEQH/xAAcAAABBAMBAAAAAAAAAAAAAAAHAgUGCAADBAH/xABNEAABAwIDAwYHDQYFBAIDAAABAgMRAAQSITEFB0EGEyJRYbMyNDVxc5PSCBQVM0JTVHJ0gaGywxcjJVKRtCRilMHwkrHR8UPhY4KD/8QAFgEBAQEAAAAAAAAAAAAAAAAAAAEC/8QAFhEBAQEAAAAAAAAAAAAAAAAAAAER/9oADAMBAAIRAxEAPwAVGlsMLWoIbQpajolCSpRgSYSkEnIE/dSDUt3SeWbHzvf2z1FMPwFefRLr/TvezWfAV59Euv8ATvezVtFmvEmhqpnwFefRLr/TvezWfAV59Euv9O97NW0JrMVDVS/gK8+iXX+ne9ms+Arz6Jdf6d72atoTWNmhqpnwFefRLr/TvexTeRGRq41VAv8A4130i/zGg8tbN10kNNuOECSG0KWQOshIMDtro+BLv6Jc+od9mp9uG8buvs47xFGdtMqoKt/Ad39EuvUPezWfAd39EuvUPezVtW0QIFYtUChqpXwHd/RLr1D3s1nwHd/RLr1D3s1a8uE8Y81YlZGudDVT/gS7+iXPqHfZrxzY10kFSrW4SkAkksugADUklMADrq1zyAc/+CmXlcT8H332W47pdDVXq6LXZ7zoJaZdcAyJbbWsA9RKQYNc1GjcMf8AC3gM/Hp7tNAJfge6+i3PqHfZr0bFuvotz6h32atEESRE9n3V3IbgUNVO+B7r6Lc+od9mvfgW7+i3PqHfZq1/NA5mlBsDIUNVN+Brr6Lc+od9mvRsS7+i3PqHfZq1/NUhtUGKGqn3Gy7htONy3fQkRKltOISJMCVKSAJOVctWJ3zH+D3H17fv26rtQdVvsu4cTibt31pMwpDTi0mDBhSUkGDlW34Eu/olz6h32aOe59yNj24mBjuO+cqVIGcihqsXwHd/RLr1D3s1nwHd/RLr1D3s1aFQJGcDjSG84AEjtoarD8B3f0S59Q77NZ8B3f0S69Q97NWiLRAGUxWBw9VDVXfgO7+iXXqHvZrRdbPeaALrLrYJgFxtaAT1AqAk1bNl2hl7oIza2fp1d0ugCNKTSaUmikmpbul8s2Pne/tnqiRqW7pfLNj53v7Z6iLJXCoST/2ry1JKUlQgkCRrB6prVduqCkBITBxYpMEQMoHGulvQUQy7d2q638QwH1iAUYw2Y4wpQjLqrrbvUlIwlOKASnECQTwMffWu62cStRnI0xBYbdWW0NlTsgrUghRwggYikdICYAkZGgkLd+hSJC0mSUyk4hiHDLiOqu20WCkQZ7ajdjsxLFultllDSRiJQ3mJM9L76ftlMlDYB1OZ++g7KqBf/Gu+kX+Y1b6aqDf/ABrvpF/mNFgi7hvHLr7P+oijUwTiNBfcH45c/Z/1EUYRcgPc2dSJHmHWev8A8GiU7JNaLo5CtjRqG8u7t3nG2m1ONykq5xvwgeyQQT/XWgkyXSBKoGfCl8+IB66jbV6pxHM/vMaEjEshIJMZEkZBRyMRx0rpuNrpbQBmdQSMoI84/GKCQIMpNMXLDyfffZrjul072b4W0hQ0UAeumblasGw2gOItX5+9pdBV+jRuHH+Fu/Tp7tNBejPuKVFpeH/86e7TRRRstIrpuTCa12pFZtV0oZdWASUoUoAakgEiKI0JuBiwznE/d11uD/AcKgW77lS5dNfvjicwggFIQY0zIymeHCpGzjC1qJyE8J68h+FA+27mKderOtdyM8uz8KHnJXa127f4oJbUSlQI0SDxzj/3RGu8gaCFb5B/B7j69v37dV3qw295R+BbiYnFb6afHt1XmiwfN0/ke3+u/wB+5U8tWgag26Efwi3+u/3zlTi0VRC7pEQOFY0nKk7SWAnEdBXAL6EY1KAyz6v60DoBWsMTXDb3wWnED/waiu+0exCg5W5BHChzv8n3pZz8+rul0SnYxUNt/viln6dXdKosBSlJpNKTRSTUt3TeWbLzvf2z1RI1Ld03lmy8739s9RFhVXCVqUUyS0cJkQJIkwTr563M3WKIBII1Gn40w8qLZLjjTa7hbSFEqUls4VOYBMBQEx1jiKbLTbwW8m2subQkMqKUEEEqmBBEhIABMHWiJZtXarbCQVqgqMJHWTULtOUqLhb9syFJVhzebKYM5HASZSsKyhQ4VHbfaNwxbA7TabUWgsOOFYccBKugoNZiFDKeETFcFgXHbn35ao51vm8ZbauEo5x5KYOIFAUoiRAggkZxQGTZiUhJheNQCQrMEggDIxoa6WrkKkSJBiJ0PUe2g+nlJf2DSYsFtqUrG8t5SCHQrIQtsQHJKRmPPTza8rmzasX6OccSu4S1zSoCm3FHDmRA+/tGlAQ1gqUU4jn1DIAf71U6++Nd+uv8xq3NsZSk4cMgGOqeFVHv/jXfSL/MaLBH3BeOXP2f9RNF+8eUl1ICRhIPSn5QPgx5iTPZQh3BeO3P2f8AUTRZ5QkJbxlJUUEEQQIzjESdAAc+yhTu25XPtGzQ5BUASmY/++ympvavS5tBQpYAJTi8Hzn7jw4V7tDbqEJUAQt0DJCTMmMh99EMbrNwHAlJAIMqCYGIRkpRIlQngM8hXSvYKrlpBJCSJGaYlJMzE5Go27tx0PKDhwx0o0y1JC8U69HCRw7am/Jza6X2ZQUlSciAoH6quiTAUMxOdA7MspbbShOQSAB5hTJyleSvZu0CkzFvcg+cNLpSNph5tQkAla04ZSSQkkRrxitW3WSnZd/iACjbXJMdZaX/ALRQVjo1bhBNreenT3aaCtGzcB4reenT3SaKI9k+RIJGRMx567lKCgR1imXaL/MkOLIDcgKkZidD/tHbXtrdEgrJKEgnwspEkcdOuiGEbNTYqwMj40kzBASmRMRkDnXVzpQUpAJUSYGsDPM107Sv+cRLMFBOaxBTAOf41D0bZW0oJdQsqKm4UlK8BKlgDCVcZIyE6UBNtGEtiQkAxnAikXj2X3Gm43+MLbX0FicMkwrgDJGs8M65Gtow4hp5OD5IKj4REREZZ0DVve8jXH17fv26r1ViN8Q/g1x9e379uq70WLB7nh/B2Prv9+5UxYcAqH7nU/wi3+vcd+5UpJ6RA89EdO0W8bZA1pkWCEYTHH7qd2nDHZ1033bIKgqc85jiDQaWBAwTl1zGtPVi3hTn2U0W7QlJPAzr/wAmnVa4AjSgx45ihrv88Us/Tq7pdEY5maHG/vxSz9OrulUWAtSk0mlJopJqWbpvLNl53v7Z6omalG69JO1rQJyJ58A9ptn+qiDRtLbjYbWVJXjW7zSUyCpJzgnD4CcIxdcGmTkxtBbaVB33wptDfONvc2hDZBJBhWpI4E6gca33PJttFwy1JxY/fCVqzKnxAgmQVdCRhM5ean+6tcmylsxJKxI6JjKRI/oKIGe87brDrQtzcLcUUgnCEJKwOkleLDCpB8GRMVL+SWx42elD7oLigFBzmkNuJSYKUqJkYogUL+WPKa3Fwgm1xrEBYuGyFJEmQlJyAIMjXUUYrJtPN2svOlKQT0i3hcCgCCsawmcoiKDru21NtYylJOSJH7wJBMBRThyAEcKbrcB1pxq1baNuebWl5MFK3MZ50YRmkgjXrPZTxtXpNKSlK1JKFYi0QFSRAhPE1DuTirkpZUFvBthThWS3zZeKhhAdSQDIJJ6IIORmgKSOFVDv/jXfSL/Matrs5Kg0gKJUrCJJyJPaKqVf/Gu+kX+Y0WCRuB8dufs/6iaL23YLS0YsJX0EmYMqyy7aEO4Hx25+z/qJojcqdrIZfaK1JwoSteHValkYUBE5T4VEqM39spKTs61bUnmwhbihA5xKnCrCVzMEAydekK1u2oaU8tkrZdfClOolDihgwgLSkkJwAZGNJrhl55DTjzZwvOKKlYyA0hfSgoQZUQRAmddIpfKu8catClCbe4DkJaSEZrRAKlSNTigxlpQRFvaovUnGwUnGQl5CedCFApISnm04gJAVCpB7am7h2iwlKkBqEIJS42cRcMDw2SElOQiEkxNNW7rZjyHedcbLWGCESltLmMAdJrFGIERiPZAqbbQbJIUkBZGIpDwLakETmHBqkmB99A0Bbi02F8hnmHX3WkuJOcYgQSoGM8sjrBEipnywH8Ov/stx3S6h2w7xK03KVqc/w9w25DgJKCIlIUnJYjMRnBzqZcrzOzr77Lcd0ugqvRt9z/4reenT3SaCVG33P/it56dPdJoqfbRYQ4ttKhJBxgebKfxqPbQeLrikQeaZWULk4QolIzB7Jjrrv2ntYMOvLVjUAEoSgJ+VBUcxwOWdMNglbqIUoJWQHIWmU4lSAEyIWRHXrFEdbNuy3aqSgpKADBRjPRGcFQMyKiOyNoqccHOLAQHQG0rStvpEkkkjNcpIMRHGpztBtSGCoKWkoQdMISrrJSMuH41GeRkqUHOcQorOaEKDgBJzMnJKsswNaBx23sZLjTgSUqcMhIStWHslJOagQDlnlXeLPHbsOLVjdt3EqUoFWZHRVl5jp111XTavllAbCjkpIJJM5yPBziCM64uTxQhbkI5tCkwlCsj0SZkcBKic86D3fGf4NcH/AD2/ft1XejzvHui5sF9RM/vGRP1blAH4UBqLFh9zfke3+vcd+5UndTJOWWvnqLbnvI9v9e479ypA7dJJKATiOZjMATGZ4URsckpIR0YEAcK1uE5AdVbFOQIM5DI/hWhbmk8P+fdQKt08fPXr10UBJOaSQIEnXSK9ZVlOfGtqUgg5gmMpGlBtZHSiOE0Ot/w/wtn6dXdKojsEQk68JFDnf+f8JZ+nV3SqLATpSaTSk0Uk1LN0/liy8739s9UTNSPdylR2lbhtWFZTchKv5Ve9X4Vn1UQbGsT77qkkJTjBSvOZQYVE5ZiKbOXO3WkFq2cIS+9iUjERhyOEAkcTOQPmrXc2rnvItLuJeUhabd0EtuFzBxVPhlU5iNaathC5ct7f4TYaW+hfQWtSQ4gAwCvI9I6iNcpzoiGcueThW+S5cyvC0lCVJGayAkoKkjoEmDGfGjfs/Zw5hptxKEhLaU4UnEnICdRnBoVbatlKXcJTtBx5BGbaEBx9JEZtq6InEZ8w7Kn/ACVU2q3SGLlbvNISyrEYhbfhY0xIWeNA+bPu7ZUhopOCZAkEQeI4cabNtIJblC3xKgEFBCiDiCsRJmEiDkadLFpCiSkIxcVJie3PWs21dC3ZLjhykAZHDKsgFRoJ4nSgebR4LQlQMgjWI/Cqj3/xrvpF/mNWp5Lu47VpeIqxgqk69IkxqdNKqtf/ABrvpF/mNFgkbgfHbn7P+omiPyxYbSC5hlx0oZTJyBUSJAMgGCTpQ43AeO3PoP1E1Nt5kucwyhxSHAVOpIBKQUCElYGok6TrQpvF0ttscywhxRkOs84kO9EgKUkqGZz/AO1Q7eoFFgNpcWjAM0ugI5xJJICCkQQIIgxOs5Vq5PXAvi1cuNLbdYWtIKScKpEnFOep/rWzle6lHMc844Uleqkl0FWFWqZjTKI68qI790dm87bhSlrCEq6KcCC0QCeJ6Ssx15cKn99bdFQACVqyLg6QPEApJyFQTkLclTbqrcLSJwwRgGNAiEoSYSiIypwvbt0qVmdcwJzHGOOcUHda2eNaWW1lrneiG5xpTgMlRBzBUkccs6mvK8fw2++y3HdLqBbNaCUh1AIecfaRiwgwkKB6UyAnI5xqan3LDybf/Zbjul0FVKN3ufvFbz06e6TQRo3+588WvPTp7tNFTHlLzbDTjgELWQkHrUrIa5UwJvmg4hCm5TGIOJggREJkmRqa7t6N+GbMrUCQkhUAeFh1TPyZ66gOyAhSVXCOch/C5hV8nopHR88D+goiZ8qmg7bOBOYUghRxKGERMgAiTPDLz0NeQjWN5tTzpVzagmHklDYXjlOA/Kcjr6+NSVasSYVJSZGc5zrEccqXsBTzqkYGVhMwVOfIw+CcPEdtBKNtXLaGVYQ2c+iFKyChmDh455012u3WnH2y2lKlpKi4rDBwxoP5j/5rn5WbAeKsaBjT5xikDUDSKjuyNivh4FbSkpCYWVCBhVkdciezjQTre82lOxbgJAAxsaZavtzVeqPu81zFsBw5624zyOT7YznzUAqLFhdz6J2KwP8APcd+5UgcbSlRASJiVHifPTHua8jW/wBe479yl7c2gpDsIWASeOZgDMJFEOy9BhORPXTRtG85tSUlKiFSMhI8xmua32nBUVEdsDXtpZvUqKSoiPP/AFoHptzozpW8O9HPIH8ZqO7Z2hzTBUg4iIJHUJGvYKgV3yjuXCTjUlIzgeegMVmZ6KcoMx2VAvdAeK2fp1d0unzd9fLcYbU4TixKTxzHAmaZPdA+K2fp1d0uhASpSaTSk0aJNSrdWJ2vZ+d/+2eqKmpZun8s2Xne/t3qIMltYo/euZw4oLwklWFaREp/l00qK3bKkvKBczKolXASMweqiNdWpJOEdvVTDtXkpzroViAEAEcR5oogf7w7W4tQi4tEMpXAxvjAF4RlmViIJw057s0lxh15bjKrhaSl0oUggoBOEuBvohQBInWAK071NlsnGlTVyZQhRcRKkDD8mCYTkD8nWM86i3I/k+4pq7aS44yh5oYQ4qMjHTUlMcSkfhQT8XykqCkKKSlUEZye0cIyogpQl9jC6kFK0wpPAg8Kj+xOTSW7VhLxC3AhKVrHylAeFn5qcsCwnDjV/WJH3UDrsu0DLaW0+CnJI6kjIDPWqm3/AMa76Rf5jVoLBvCtOZJJ6zx89Vfv/jXfSL/MaLBI3AeO3P2f9RNTreA0FqbAIkgpWMRSebJ8JMcQoJioLuB8dufs/wComihymsC5hUkHEJGUZg9cjQHPI0KCHL7lHcWy0NMwgKTJcgFRIOYg5DgdONbeTO0rh+0595zClpwkqwwXAkYsPRjrjKZmu/etyWuVpt+ZZU6QVYygThnCEiNYOecRlUhvthOsbFYYUtttaEoxScIxEk4JHWSAT56IRyI5SIfKlW6lKQkw4hwHF0tC2rPidDQ72ly8vmb5/GpK0pdWC2tACYSoxEAEZcZ48acNh8oLtj32l3BPNq5lCG0xznySkNpzTkBMxpnWzaO75y6bYuES2tSEB9BSpUHisGZJiMj1a0BQWoXVha3VsgpgtvcymP3gTMtKPYST501IuVD+PZl6qCJtHzByIllWRHA0Odi31xs9o26EqLTYOALGaeJnKDKif60+222nbjZm0eejF72uSIygc0qBH9aAB0b/AHPni156dPdJoIUbvc++K3np092mipdy6tQ4ykH+aDpoQZyOuXDqmhlyrunGbV5bIAUkCP8AKJAMDTIaCixt5oLCk8RMeeKgtzyYduLa5TGamnEok6rKSEn+sUQIeRu1rhy+ZC3XFJUqFgqJGGNYOQjs83Giv8Not7lq3DLrnOK8MAnDiMa9QiagfI/kZcs++Li5aW0lpISAR0lKKgSU9YATr/mFPPKvbNw8tlFm88AfDbbHNqg6dLUweHbQNW+DlEm4UhhpayhlS0uTkFKhBExrh6QrzdlyqWVKtLrG+xCXEJJxKacbUkpUkk+DxjrA7ajXKK2dTclh5UpQcS1JQJAUApROQxESamHJ7k0LS4RzCm7nnG1uIWFlPQQRKFJE56EjsIoJ5vFQpOxbwFWJJdtyhXEgusyD2zNAyp7tja7i7G/acViEsEQMgRcNTHYJieNQKixYjc35GY+vcd+5Tdyl2chdw06ZCmVLIg5dNJSZEZ5aU4bnVRsZg/57jv3K920gFZPXrw83nogf7e5cW1s6ppSVrUmArBEDjqSJOelSLZd2y8yh9KhgUkqBJ0zIM9RByNB7eJs/mb90cFgOR1Yhn+IP9aItrspds1slkQUqCyuf51J5zMGJjERH350E9smWy2CBII/9z2UHUbxmFPnnbFHMFRAwEpdCfvOFR7MvPUv5RcoveNktKFHnVqUkKWQqCc15AZYRoO0UIPgC6WUlDLisWEAhJPSVwJ4ZzrQWm2QtlTVu5bxzKkhSTmOiQCMv/NQzf+f8LZ+nV3S6beS3KdzZzFra3LYUiIDiVdIHEoqBSoZhOgPZXTvwuUuWNktJlJeJB87SqEBylJpNKTRok1Ld03lmy8739s9USNS3dL5ZsvO9/bPURY9eVN7e1GVKKQ4mZKYnMkCYA45Vp5WIfU0EskCVDnCRMI1MDt07JodcpNgqWtN0w8RgPOhIxHPLoYZEjFnmaI7OVPLXZwQ40q9XzmEpACFSkgnMjAQlQnKRwFMFhtoNOsKXeWdy1zRCkqUoPQfB8IQrMA4TBrbtPkk9cOLuLq3S+kjwBDT6lkZEOJWAUiSIUfk6U1bR5HNP27bNswm1XiJWpxQWpaB4QBzUYXHZlQGO52+0hKQkFwk4cLQCj1E6+CDlXVbXKXEpMFBOYQuAodhE1Dt32zbZDzpEquGkhp5ZBSf5gf5VTMyOuunljtZu3dt3W21LcxhKilaUgI448Woz0FBMmWpUkxxmqo3/AMa76Rf5jVuWFSEnSQDVRr/4130i/wAxosEjcD47c+g/UTRoum5oLbgj/jbn0H6iaNN9JQoJ1IMcINCmm5vGkLAUsAmdeyuHbbLb7K0rU0pCkiMWkmROLgCDAIzFcSNmNvIwLxrWgkFZGEqJzOYyMEZx1Vp2lsMXFsq1JBbJCZAAKUfKwnPP7qIZrDZnMFCUICWl4W0FBxQElRSZKzIM8NZk9QlO3XEIRhQqFFaElKASZkRIGcaE9lQy15CNNttobfuEONrSUOK0jEFFMAgZxA6p+6phsuzbCgpzEt1tEc4riFZTIyxZZ0DXtK6CzkpC4EYikCVSUkE9hByy0rc3bBOzNoEAR71f0HHmlTWWobe2m6220oJ5oF13ROIHooiIKtZzqQcorRLezL9KdPe1x3S6Cr9G73Pvit56dPdpoI0b/c9+LXnp092mip9fzj/3pKVjzDOO3zU4XDQNMrtuEO4pUcgMPyQJ8KNJ/wBqI2Lu21JwSJIIAUJmOw61HV7KYTcKW0G+dUE4+nqlI0wYstZGXGnt+zbBxAhJOhy4cM+GdR3aPI9td2m8VjxpTGFBhJEAHFAnFroeqgado8kLW8ecec5xp0wFJCwAcMwVASJgDLqqO3vIxqyKnEFaiSQXAopgKEESmP8AkUQdl7AQwlSVOFaec5xKF5FCSAAgkmVjI5nrrbtC2tm21KLalY8kok5lUTHUc5+6gHN5s0jYt29hhJVbpQY1AfbkgnVPCeNDyj/vSYwbCdTpBthH/wDZrKgBRYsJuiTOxWR/muO/cp6etW/lnTrpr3MeR7f69x37lSS9txIV/WiIVyj5B2V28086lWJIAwgwFpSckqB1GetOPKXYCLtpLayUFJCmlpOFSFDIQeGUinh1AyVBy145H/tWm4vMSFYYJGQTqcs6CMp5BsFCQtanHAoKxuHHBmYAOQzj+gps5R3V3shONJD9qoysKhK0k/yECOOh6qlfwgsIQC2pK8sUAnAVKgGBPEz5qVyk2YtdsvBK3MiArOfu0mgGxeL4NwpGNvAJQroqQJMFRkZ55AV1bzkKGytnlScMvEhPUOaXGvZTzsXkM6paFPrSETiLfEwZz4Vm/wATFpZgfPnulUWArSk0mlJopJqW7pvLNl53v7Z6okalu6byzZed7+2eoiyLqQQQdDkaFvLy3dYcYShtS7fGB+7ODm0q6JC+sDUUTrl4JEkjPIZxJ6qinKnbSm7Z1a2lIbCUdMKGIFSsJy6xr20Q0urW/eptkIUgW45zNxKefQtAT0knMwSc/wDLXTfu7NdauCLjH71bc5wNrkoBSQowMjEHTQzSNl7JfAXdNOt3AcbS2QR8kE4ipQ11OVMWzbBiyXdqtLQhxyGoUVJQSU4lBsqkFHaNNKCMcgdq7ZDjQQg+9XRkVpTgCACMQVxIjQk0UeTfJlReXc3hxKJHMoMQlIAkwMterhW7klallkpbCUJAHQMc2jioCIOhPZlTsrnXLhhbZYU0AvHKSXIIGHm1DIDroHxIqoV/8a76Rf5jVvE1UO/+Nd9Iv8xosEfcF45c+g/UTRrfoK7gfHbn7P8AqJo0vjjRKY9vWbi0K5pRCsKhHXIyI6jTXstsIbTiBQUpU4oAdPEmcUjOcoyqQIWVnI4YOYIByplsG0uOPYgUvoKkhYBAwFQIicswBMUEN5Pbwk35vGPey1YGVrbSCCt1KYSQrqUcQ6+NP3I7Yd0xZltx8uLWJKogtEpH7sQTISZz7ac7LZ6y4txOFAWR00pGJQEeFOukffTy3DaSozhEmB/4oPdi2CGGktoBMDpKOqlcVK7Sazlf5Ov/ALLcd0ut1uQshSVGIOQ0M9faK08rh/Dr/wCy3HdLoKr0b/c9+LXnp092mghRv9z34teenT3aaKKTg1rgumsSSJIJGRGoNd9wMq4HlwQnTt7aIZHrUhzE6JTh6MeCDGcjrmoxy23is7NfRblpxxQShZIIAgzA1E5VNNpqOEBWaSYXrp92mdM3KPYLT+HE026pMFJWkEp/l/8A17KDSLZ25vUXCVlNt73QCgoT+8WuVJIUelCQR/txp+sdnfvi4vMhISkapT1kdpyrbbMEJTiViIy0ga9X4V1odGLDOfVQRPfEf4PcfXt+/bqvNWB3upUNj3MmemxnEavtwKr9RYsVuY8jMfXuO/cqW3AqJbmPI9v9e479ypY7rRHBcoMGDBjXrrgfGAFbi0pQkSo+CABqSaeVopn2/spN1avMFRCXEFOJOonQ5650DXsLb1tcLcQw+l0yVKCSJAPEdelSCwf5xsKAUBmIUCk5ZGQc/voXbs+QbtjfLdddQoc2pKQieliKc1SMvNnRaY7YHVQKaRniOtDrf74pZ+nV3SqJWHKhnv7P+Es/Tq7pVFgLUpNJpSaKSalu6XyzZed7+2eqJGpbul8s2Pne/tnqIsDygtytogf7kZiMwNdaSnZgcteYfCVhSMK8sjIg5GnR0gAzpSUDIRnREe5Nckm7FoMW61c1KitKukSVdR+TXftDZeNKUoIThUDMTI4j76dQK8NBwObKQphbJ0Wkg8NR2U08jtkPWoU247zgAATlAAHV1ZQI7Kk9ISc4oNqaqFf/ABrvpF/mNW9FVCv/AI130i/zGiwSNwHjtz6D9RNG50UEtwHjtz6D9RNG96iU12rIClHjkCeuNB+NdBtkngM4/CkM+EuY1yrqaoNCmRJBpSm8o4UpaTNKVwoOLZNtgCu0zGsdg7KRywH8Ov8A7Lcd0uuqwJIJP8xrn5Y+Tb/7Lcd0ugqnRv8Ac9+LXnp092mghRv9z34teenT3aaKKjtN7zQKhOnV5q73zTetRxAefryohSWQQZGtehvMClNK6zSFEhcQf+caBa0CDXJcW+JSCNQQSescR/2rtdNaQSV5aAfjQRTfGP4PcfXt+/bqvFWI3x+Rrj69v37dV3osWK3MeRmPr3HfuVLnMjUS3LeR2Pr3HfuVL3RRHMsV6G8orFjSto/Cg4GrOFKV16/dwrqiKWzxr10aUGI1zoZ7/B/hbP06u6XROb1NDPf/AOK2fp1d0uiwE6Umk0pNFJNS3dL5ZsfO9/bPVEjUt3S+WbHzvf2z1EWVUK1oyFbFVqCe2iNorCmmS4evAFlKUwMSwTBVkvooISc+gOAnMZzSrz34cODI80MXxZTzp/lxSoAGJmQUkxCgJB5pIGc1w2rT+MFazhBekdDMFw80MkyIbOeY0Gpmu4ETE50GxNVCv/jXfSL/ADGrepqoV/8AGu+kX+Y0WCTuA8dufQfqJo4vCgd7n/x259B+omjk7pRHAPDVl1Z9ddDVaVGFHjlplJ8000ocvkpT0UFQSgdYWtRhROEyAJBmBmFcIoJBWlw51wOi6LxwkhrEnXm9JTiI4hOHGIOeIIMkEhKNnpuAo88QRgbjwZx4E84eiOK8XUBlGuQOLAyrj5ZeTb77Lcd0uuyzBgTrJ085/wBq5OWnk6/+y3HdLoKo0b/c9+LXnp092mghRv8Ac9+LXnp092miijdaU3KOfHTSuzawUWXMHh4VYNPCg4dctY1yphx3YMYUEdKCSMUFSsIVhIAUBhBjLUjEciQ7snOupFR4LvSDAaBhXDpA4RhzK48In/p7cu+1duyuHEtpRl4Oaj0DIzXCTijrAjU60G65OYE9deMp1PXr93CmtHvuU4zAJTI/dTh5xvEmUjNWDngSIB/dkQcQHbsYPYBz8c5JmIz/AOnLs8wBy0AMG+Qfwa4+vb9+3VdasZvoH8GuPr2/ft1XOixYzcr5Ht/r3HfuVMHtah+5XyPb/XuO/cqYXGtEcoM10pTKYphuhd86SjCW5kJOGT+7IgkjQuEHUHoDOCa3By9KcktBUAgajECZQoleYIjMdZ0jpA6WrepNYvUVxPC5544JDWJGvN6SMZGU4cOIQc8QSQYJA02AuAoc8oEc2ickzzmFOOMI/mCyTkOkkACJIObdDT3QHitn6dXdLoltmhr7oLxWz9Orul0ASpSaTSk0aJNdmxtqO2r7dwwoJcbxYSQFAYkqQcjkeio1lZQSn9qu1fn0epb9mvP2qbV+fR6lr2aysoj39q21fn0epb9mvf2rbW+fR6pv2aysoPP2rbV+fR6lv2aSN6W1JJ55EmB8U3w0+T21lZQLG9fa3z6PVN+zULcWVEqOpJJ85MmvKygdOTnKO5sVqctlhClJwqJSlXRkGIUDxFSA71trfPo9U17NZWUCDvR2p8+j1LXs16N6W1fn0epa9msrKD39qm1fn0epa9mkq3obVP8A86fuaa9mvKygUnentUf/ADo9S17Na77eXtN5pxpx9JQ4hSFjmmxKVgpUJCZGRNZWUEQp+5N8sLywQtFq4EJWrEqUIVKgAJ6QMZAVlZRTud6u1vn0epa9mkftQ2p8+j1LXs15WUR6N6G1Pnkepa9mlftU2r8+j1LXs1lZQIO9Danz6PUtezXqd6O1Ro+j1LXs1lZQce3eX20LxhTFw6lTaikkBtCc0qCk5pE6gVGaysoqTbC5e7Qs2EsW7qUtpKiAW0KzUoqVmoTqTXcrentU6vo9S17NeVlEJ/aftTXnkepa9mlDeltX59HqWvZrKyg9O9Tavz6PUtezSP2n7U155HqWvZrKyg9G9Danz6PUtezTXyj5YXl+hCLpwLShWJICEIhUET0QJyJrKygYaUmsrKK//9k=)
![Tratamiento del cáncer de pulmón de células pequeñas (PDQ®)–Versión para pacientes - Instituto Nacional del Cáncer](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSe2STKYAZkwZJevNIoAsqcyvWyRZDSeGRXCw&usqp=CAU)
![Análisis de células cancerosas | Thermo Fisher Scientific - MX](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRSk-IOUBLmY1AxptC7IoGz_J2VhRzwL1iFaQ&usqp=CAU)
![Cáncer - Wikipedia, la enciclopedia libre](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTrqpgrEw7JWRFPMfa_PvhKUCR7mRkfTU0pgQ&usqp=CAU)
Por ejemplo, en el caso del diagnóstico del cáncer las células cancerosas suelen consumir más glucosa que las células sanas debido a su mayor vascularización y a su mayor actividad metabólica y reproductiva, produciendo por tanto una mayor emisión de fotones. Por el contrario, las zonas donde el tejido presente mayor número de células muertas brillarán menos debido a la menor concentración de glucosa radioactiva, lo cual puede ser muy útil para el diagnóstico de infartos y otras lesiones.
![](http://tecnologiahechapalabra.com/img_noticias/2010/5/%7B13A67D76-3A86-472D-B09D-63E99E6364D2%7D_1.jpg)
![Crean nanopartícula que destruiría células cancerosas sin medicina](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQBVIuGt3YdZYQ4DNVfXmbRqLeWFcb2DXvWPQ&usqp=CAU)
Tecnologias que llegan más allá
De con David Townsend, uno de los pioneros en el desarrollo de la tecnología PET, aunque ésta no fue inventada en el CERN, una cantidad esencial e inicial de trabajo desarrollado en el CERN a partir de 1977 contribuyó de forma significativa al desarrollo del PET 3D. La tecnología PET alcanza su grado más alto de utilidad diagnóstica cuando se combina con la Computed Tomography (CT).
![Computed Tomography (CT)](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUTExMVFhUXFRUVGBcXFxYXFxYXFxYWFxcYFxYYHSggGBolHRUVITEiJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0gHR0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0tKy0tLf/AABEIAMkA+wMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAEAAIDBQYBBwj/xABLEAACAQICBQYKCAQFAgYDAAABAgMAEQQhBRIxQVEGYXGBkaETIjJCcoKSsbLRFCMzNFJTc8EHYuHwFSRDotKzwhZjk6PD00R0g//EABgBAAMBAQAAAAAAAAAAAAAAAAABAgME/8QAIxEAAgICAwEAAwEBAQAAAAAAAAECERIxAyFBUQQTYTJxIv/aAAwDAQACEQMRAD8A9c0Vo2HwMX1Mf2aeYv4RzUV/hkH5MfsL8qWifsIv04/hFF0ACf4ZB+TH7C/Kq2XR8LSMfBR2UeDHiLtyZzs9EdRq4xU2ohbgNnE7h1mwoSPCkKBfdnltY5sesk1M3SGgE6PhH+lH7C/Km/Q4/wAqP2E+VWBw54jvppw7f2ayssCGFi/Ji9hflTxhIfyYvYX5UQYG4e6ueDPPRYEIwcP5MfsJ8qX0CL8lPYT5UbGFG8U/KlYyv+hQflR/+mvypfQoPy4vYT5VYatIqKLGAf4fD+VH7C/Kl/h8P5UfsL8qMMa8BSEHT0XNFgUmlHw0IW8CuzvqIqRoWZtVnIF7DJUY7d1Q4ObDSSPH9GZSkayEvCigK4JXLygTqtkRcapvVvpPQsc6hZA1lbWUq7RujAEXSSMh1NmYZHMEjYa7h9DxxklEAvGkR8ryIwwRbXsLBm586diszuitNaOnRXURrrsVUOiAsQEJta+Q8IgPBjqmxyoiLE6PcoFOHLOSEGqtyQSCNmWYIomDkbhEIKxvrXJLfSMQXa6otncuWdbRRjVYkDVGVO0fyWwkGqscJGqQV+skcgq2sCdZydvGmKyU6Li/LT2FPvFRS6LhO2KP2F/YVbtEecdVM8EP720uyuiq/wANi/Jj4+QvG+8Uv8Ph/JT2FPuFWZiqNlosCv8AoUP5cfsL8qX0CL8qP2F+VGOoqEpzW7vdRYA7YCL8qP2F+VQtg4fyo/YX5UWY+c1GQeb3UWAOcFH+VGPUX5VE2Ai3xofUX5UWzc1RBr5C/YadiBjgIfyo/YX5UxsDF+BPYX5VZJg5Dut0n9hU6aKHnMT0ZD50skOihfCR/lx+yo/aslpzCr4d/qh5vmD8K81epx4JV2AA8bZ9u2sbykj/AMy/qfAtCnbE0bHRkK+BitcfVpsdh5o4GixHwdx6xPxXqXRI+oi/Sj+EUSUB3Dsqqf0iwBomJGtIzAG9iFAuNl7AHn6qI1jUohXcorpiH9k0mmwtEGueHfXPCcx7qmMI564cOOJ7qWLHaIvCdNNEm/8AY1KcNz939aaYDzUqY00RSYpVtc7TbYTmeingg8K4YjzU0ofw+6pKJNUdHdTCw3X7TXAvEU7Lh76LA4rkVIJTzUyy/wBmkAN1AUicSV0SX2C/u7agKH8XURcdlx76eHfinskf9xrSNekNEvgydp6hl37fdT1UDIC1DnEP+FfaP/GuGdzuC85u3cLe+tMok0wuh5MUmzyjwUax67bOuoGQHyiW5jkPZFgeu9OBGwWA4DIVL5ENRZDLKTlqBBxIJPYth3mhXnAuAxawLG9gbbNwFHM4G+qbT2PESSSZsBBKbW/CUt8VZuVlpUFRTawuFy2j+a4vfMZUnJ4d9TQxFVC3yAC9gtUgQVORVAQUnYDTlwhO0gdGdGV2lkx0Drg1359Py2VMqAbABTrV21IDldtTghqQR06CyICsPylH+Zk9T4Frf2rCcp/vMnqfAtVFESZudE/YRfpR/CKr9Oco48OdWxeTbqggW4azeb3nmo7RpP0eOwufBJYbLnUFhevLcc2I13Z8LiWJYklYZTfPbfVt+1aSb8IirNUnLeU//jJ/67f/AFUSnLMedh39VlPZratYQaVC+VDOvTEwtTl07h75vq8xBFZ5SNMUehRcrojthnXpEZ+FzRC8qcNvLjpilPeqkVg4tLwHZIKnXHxHz17be+jNhgjdryhwp/1kHpXX4gKJh0nA3kzRN0Op9xrztp0OxlPXUJUHcD30fsF+s9SFjmDfoppWvKjEo2AA82XeKlTFyLsllHRJIP3pOaY8GenWrlq85j0xihsnk69Vu9lNFR8pMUP9RW9JFPw6tTaHizdkU0rWOTlZiBtWJup1/wC40TFyvY+VAvVKT70FK0FM02rXCv8AdzVInKqPfDKOceDI+O/dRKcoYDt116Y3PegIFAyyC0s+NBrpjDn/AFVHpeKO1rURHio28mRD0Mp9xo7Do7KSBe/D30NNNZWdj4qqWPQBc9OyjJVy7PeKjKg5HZstQBQ6P5RROwV1MZPkliCp5iR5J7ueucsx/lpv/wBaf/46odF6LSd5oxdXC3jJJIsrOuq6nyhmlyM9ufELHYrFrhSGQujxSIvnWBKg6rjddQLPa2tkdwaA9LbbSqv0RpOOVE+tR5NUa1vFJYKNY+DPjKLm9uBFWFAxV0CnKtSqKdEtkYjqRUp1KnQrFalXaVOhHKwfKf7zJ6nwLW9rB8qPvMnqfAtUiWbbRTfURfpx/CKJ16C0WfqYv0o/hFFXpOTBIjmxoBKgMzDaFtYX4sSFBtY2vfPZVdj9IsBsjvwN5O3yQO+nwMLMTmTJL12dlHcqjqqp0g2dRLkZSgiB5dbykw5J4wL+7Go20ZCdsGFPP9HUHuNRA+P0KO8n/jR+H2Us5F4orJuT2HYZxR25lYe56Am5F4Q+aR6Lyj3PWrcLbLbURFGTHSMY/IeEeTiJ19Zj7zUZ5ISDycdKOlQR3mtmyChZZEHnDtv7qWTDFGSPJzGjZjVPpQ39zU4aIx4/18O3TG6+4mtG2LTiew004tQCc7AXJyAAG0m5ypWOiki0dj9/0U9Dyg/BRMOj8bf7BG9GYf8AeoqP/wAYYL89DzhlI7Qaki5Z4PzcXEP/AOifuaMX8HaFL9LTy8BibcUCS26kYnursOmABZ4MXH6eFnXvKVYaP5VzGwWVJRndgRcDO2QW3Abd9W0fKeTip6vkadQ9sm5GePKjAqbNiEU8H1kPYwFEjTGEI+3w5vxdBftNXb8otbJ40YcCL++hGhwEvl4SG52sqKre0tjSqP0dy+AEWIi8x09Vh+xqwwGkGSRFLFkYhTc3sTkpUnPaQLbLG9VmO0BhIis0EaLqk7EQEEi19YAE5E5nieNVoSNpGldWYwqskYDMo8L4WNULBSNYAkEg5Gi+6Dw0PJqEDFz2v4uuq8wMpuP9i9lB6RkC6OQk2JE6g3IzPhbXI3XAPVRGhooYsM8mJmCmdNZyZNRgjg2AIIYOdcm653bLYKqItDn6PAJlJjU+BhibWBMd2tJKL31yM7cwvnstaJOcn+TuIkihxMcqqQoaLWDaxsNUMSSdQNdmsQba1rbhocHykaNhFjYzC+57fVtz3F+4kDfq7Ko9GY+dvq8Jh5ZI4UEWWICBWUkarXcZ6oB3mzDjS0jo/SOIXUfBtq3B+8o9iNhsZNo200hNnoGDxsUgJikRwNpR1YDpKnKmNpXDi/10Xi5Hx1uDwIvt5q84wnJ/H4dGaVFdAb5FWdRvLKARYZZgnqAvQ6YxgWLPZTYoAoINxZrvrgAWtbVBpdoKX09Ww2ISRQ6MGU7CpuDuPfUtZ3kDNrYXLYJZQOfxr37SR1Vo6okVKlSpgKsHyo+8yep8C1vKwfKj7zJ6nwLTRLNjoz7GL9OP4RRFDaM+xi/Sj+EVOWtnwrJ7LWijWa4Nvxy9hkc/vVdjJKljktGvHVX3Cq+eS9ZstDlPjjnQ/wC1h/zo7DmqsNZkPOV6ipb3otWMJzplBLuALk2FATY4nJRbn39lTYk3Ntw99QhaABmVm2knppeAoq1cIoGBslQvCDxB5jajp2VRc1UT6Q/COugCk0hyJw0pLauqTndCUzO+y5d1VI/hvDf7SW3DWS3w1o8TiZSPEYA84Nu7qqZcUw33q85L0VIA0PyUgw7eEQePa2uSWa2ywvkOqrZkp8WKByO2pHWobb2MgDkbDUqYjjUTCm1IwqfE+I1zlYnjszqp8P43ik+OozINtqkXGzJtW199uaiX5+FQXD6wSTVKqtxYeMfDwG3jDd5WX4OF6I7FJm05JaGgjw8LiKPwhRXMmoocs2dy1r3ztfmrzTl5/FDEx4loosPAYFPitMhk8IRlrr4wAG2w226bV6To9/B6NB8ZrQMTvbfe3MM8uArx7TuiPpOGBDhpFYlCCAGUm1nGqACB31spKLV6FHjc062aj+Fn8SEkcYOeKOJ5XJjeO4V3bzXViSpNgAQbbrDKvYxXxwFkwuJTWIDxSI9wb6pVgw6xavscMDmNhzHRWk0towXw7VFjeSmHkYt46axuyoQFYnabEHVJ36tr7dtXtKpGR4XDpGiogsqiwH9TtPPUtcrtMBUqVKgBVg+VH3mT1PgWt5WD5UfeZPU+BaaJZr9GfYxfpx/CK5pR7QynhG/wmu6M+xi/Tj+EVDp1rYeT0bdpA/esvS1ozWMey/3uqvge9+mpsdJkaC0cb63SKyNEEz5KTws/sENbrtbrqzRt9CyKNtc0e3iav4SU6h5PauqeuqGFttrlKlTERSYhAdXWXX/CT126bUybE6oubf1oLCpHJI0gRdYNkwk1s7bdUZDfQek8TdrDYMqbXgEOMxZY3OzhQhmqXB4OWd9SJSzbTuVRxZtw7zY2Bq8xHIXECPWSWN3/AC9VlHVITmelR0inQnIz6yVKKqZsUY2KyKVZTZgRYqecGrDDSawuMxxoodhCmjMPLuNBip4qTQzmKxeofHKqpyBzuW6LWtUgoXS0Oslwusw2bMu0i9LRszPKkQB8ZWYM4K5KBvFwxzqcb0O6VjtJhgl1Nmzt00ForBzPHNLO66kJVhbazEqIwRfIBjctzdNtLjOTrSqB4ZY+hWY7t+sttlCaN0GcMuIX6QZBKvgzrITqBrAlT4Tde4vz1pHhlejKXJFmj0C6S6PILlFKzxl7hSoLOusCchYHbXmnKbCJh5Y0jdnidXZtZVUGxFrDbqm55zbhWyli8EogEjNZroWtZNcM5sFAHlK5BNyBles/GoxU8UkikRxwxF04yMC/ghxF27F566Ifjxl/tkP8iUP8mcf+G6zKrAmOWRjOV22gOqApB2OSGYdJB2V71ovSEUyXjPk+KynJkIGxhxtv2HaL1kFmOuLka721rZeKt7KDt3nbxNExyDDzrIBZSAr8Cu+/onxuo8TTnDrrwhS77NlXa5XRXOaCrtcrtUgFSpUqAFWD5UfeZPU+Ba3lYPlR95k9T4Fpolmu0Z9jF+nH8IqDT4/y0vo37CDU2jPsYv04/hFQ6f8Au036T+6sXs08PPnTW1pDe9yF/lVTbLpsT18wp+iHzYH+X9664ASw3C1N0ZCjPZhuyIJB7QazTLLiSQWoHC4pRMUB8pda3OpAv1hl9mrSHAQ71uf5ize81BpXBosZkjVVaMF8gBrBRdly4gHuqhhIrtNWnU0BXMpjja5uSTbMnb0k8O+svpfFiKNnOxRfpO4dtq0+mGyA66875byE+DQbGLMelQAPiPZWnHHKVETdI2Gif4lYPDYbVjw0+vtIYxgSMRm7yAm24bDbIDIZF6G/i0khHhsK0anfHIJiOdlKIbejrHmry/RYGSnb76s10RmNTIXzF8rb7cK7V+NF7OV8rPQ/4k4KKfDJj4SGA1FZh58bkBSRturMoz2BjfZXnXJ/SBjxHgG8lxrJ7rduXWKuIYZkSRI31VkQo6m5VrjIkfiGRDbcuFwajF8nMSZInQJdGJ8vzSM7XG2sXwSTraNI8qo14FERLQT4sIRrI2e8ap/enrpeC4HhFvs4d1YTi47RvF5aDtW4Ip8MWy2VthG7IjLqJFDJjE1woYXZSw4Wz37Nx7KNgYdtyNuYFrkE7RmNlZdlg0k85lWOKcoCUXxgJM2IF/Gz31ocHyamIbw+J1ybAaqKoA33yu1+q1Y8SnwxbhIhHqlSK9XNaLkl9M5Qj8Mhi9EeCkUM5kDLlcWI8GSLE3N7ia3VvquGEZUkZFBsz7j5TEi9hm2quoMuetTyiH2R/wDMI7Ub5d1VsKfVevIf/ccDutXVxybj2YTVMzOIhaC0oF/GLXuTcXuFuTwYrkBsvV8Z1eMMvjKw7j++61DaShvlu7uehtBwhYpAuY8K+/Zko2EZVo9EI3+hpy8EbE3OoA3pL4rd4NHCqXkkp+jjbm8pF+HhGGXMbX6Sd1quhXG9m/gq7XK7QgFSpUqYCrB8qPvMnqfAtbysHyo+8yep8C00SzW6M+xi/Tj+EVFpwXw0/wClJ8JqTRn2MX6cfwilpUXgmH/lSfAax9NPDzbESXypYJvHFAyy8KJwD+MKyRojTo2VNxOaOOKsO0Go43yqRWvlxq0A6E3UHiAe6pKBw8WvFCbkWVDlbPxNhuMsyDcWOVGK1MCq0sTrgWy1Wz57iw9/ZWC5aRnWjyY+K1ioJsQVzy6RXoekdorK8pcKSmst7oS3SpFmA7j6tXB0yZaM7oNE1NdrBzfxTkUGw5HZfb0UW+lsMhzcE8BnVLhkEi3YBgb/ANf2o3R3J6OUkLGBYZknjutsNdy/IraOV8V6YfBpxnNsPFrHZdj4o6bUZo/SpB/zBHP4LxcuFzn2Wquk5PNEQwjYlQQpVm1RfghPuv0Udg8TggtpsOVY+V4RHOfFWItbsqPyeZ4rBl8EYqX/ALVlzPEkovBMA1iAsuy5H4hmO+vNNP6Hnib6yMxjaXJBVjmPEYGxPMMxvAr03R0ujW8VUiPovqt3EEVaSYOFFvHJIoY2AZiwF75EPcEbMtue2uKEnKXb7/p1SnFRpKkebclNMyAJEEDO+sEJ8oaoJNr+btPWerf4DFtJhSSCskLZhhmp2OCLjzWJ222GgJzHCxOrBFNlrAKqGQcVIF2U8N3NtpaP02js6tYCQAE56rqoKtqneQTY9WeRrVwVN07TKjk6VqmWLaJdCpLKQGVjkQ1gwJ8XPdcZZ7LA1t4tMxkAnWAOYbJlI43Qmw5yBWDwOMMwupZhfVvxtbP3dd6tdG4HVcmVHeMi+oGAAa+ZKEjWBG69sthvXRy/jLBSgcceV5OMjRafsyRMCCPCAgjMZxyWIPXVWGOqBzt8bH96n0vprDsmoH1XVozquClhrhTbWAGxjsoESAJe983ItntYkVPEuqYcmwbSMmVqA0U5XCl/xPI1vRuLkdI91T4wWRma/knPfbfXeTuElntCEUJGELvrEjNgzLa3lkbr7M8ri9zkl0TGLfZ6HgMP4OJE/Cir2ACiK5Xa5DU7SpUqoBUqVKgBVg+VH3mT1PgWt5WD5UfeZPU+BaaJZrNGfYxfpx/CKmxCXRhxVh2g1Doz7GL9OP4RRVqx9NfDxWI+KvQPdRmBbxhVbr2sOAA7qOwbeMKzeykaVTUsLeMKgjOQqWPaKpDOaKf6iL9NPhFTF7GgdEP9RF+knwiiWNMBmMz99V065XqyvQOKQ500JmF0jgBDLrKPEc3KjzXG9eYjaOaj9HzrY6jbeBzFqssdhgwt/YO6sjj4c+DDeMiOg7qu7Jo2mFxsotnccDRwx8ZuJYuyxrPaC0g8kesyZq2qWXfkDfV6916slZXO0X4bD1g7KTmvUGL8D30Xo+bI6o6RaoH5AoReGSw3AHKoPA766jMpurEHiD+4zqkoPTJba2TNofFACOfDR4uNfI1rB0O6zWNWOG5L/SI7T4YxKvkqjM1hztrAnoAFMw2mMRGLl9bpAPec++rPA8rn2PHt3g/scu+uh8k2qRmoxTsdgdELEojjmEagWA1NUjrbWFWcOjhbxi8nrZdaxgA9Yp+H5UYdzZyAf5xYdF81o1IcPJ4y5c6Nl3ZVlKXJ9LSj8II3VBqhVUfhC2HZQc2iMK5uYYwTtZRqt7S2NWxwDeZMSODgNQ0uFkG2NW50JXurFqSNE0ylxfJaJ0KiWZAeEmv/ANUNRmgcC+Di8GjiRdZmu6kNdrbWTLd+GpDIo266dIuO6xp6n8LBuhrHrBpZP0KWgtdLuMmhv6DqT2PqVKumovO10P8AOjADpYAr31XSTnYwBHOQCOgihcXpGKJdaWVVUbywy5uc08hYmpw+JSQXR1ccVIYd1SVj8DCcWBJGvg182V1IkPoDIpzHuq2V5sOgDzK4vYGQHXNzkC6kX2gXI6a0WiC7pVWJpRt8d/03Vvi1akXS0fnay+kjW62AI76AD6wfKj7zJ6nwLW2gxcb+Q6t0MD3CsTyo+8yep8C00SzWaM+xi/Tj+EUWteewctpBEgEca2RB4xLbFHOKHl5bYg7JIx6Cg+8tXM5qzSzM4xbSSL+GSRfZcr+1E4R8xVY+KLO7MblpJGJta5Z2JNt2ZovCvY0mWjWQHKpk2igIHyFFwvc00MH0P9hF+mnwiizQmh/sI/RA7MqLNUAqimINOZqFxEmVKwK6SYXzBAOwnYeg/Os7ylwljrjrq/w8l1sfNJXqGzuIoXG4RGUgEjoOXsnLuqkIqeSGPCO0bbHsR6S7R1j4a2vgIpANZQenaOg15dicOUfJmyNwfF3dVaLRPKTYsuR/F5p6RuPd0UpL1DRqX0UR9nIehvGHafG76FkikXyo7jimfdt7L0XhtIgjblx/rVlFigcjY1FjM74UHINcjcdo6Qc6ISe27sq0mwEchzA6xQOK0Uy+QxtwPjDvz7DVKTRLimDSKreTYHsqNZZENxcHiCQe0Z09o5BtQNzqbH2T8zTPpCjIkqeDZdl8jWkedrZD4/hY4XlPiE87WHBhfv8AKPbV1g+Ww2Oh6jfuOztrKlb7QKieHhl31ouSD2S4yR6LDygwsgsWUczeL78q6dHwTZ3KrmAVNmO69xkBzW4G+6vLsbIURjfYMrceuuYTSGrYozL6LEX6SDnWigpaFlR6VjuSMElvGfIbUmnibr8HIFPWlD4XktHhzrJEHbc0jl262YXrKYXlViF/1A3pqO7Vt33q5wvLlvPjPqsD23tbvpPikvAUkXjaUkhu8psoU2ATVRbW865LHmy31lMDy8wuJns0seqPJVmCFmByJDcNw69uzSYbldhnyLBSdzDVv0XtfqvSx2iNH4nOWCCQneyLre1a/fWb/pX/AAKTFQuL26xYjtFSqqHyZCOa/wCxrKzfw0wQzw0mJwpvf6mZtXrVr5ddCycm9KxX8Dj45xuTERAdrx5mih2a6fDk7dRvSUH3VitPxETvlbycg7AeQuwDZTW0rpWH7bAa4G18NLfsjNz31mtLcsg0rFocSp8W6tEAwsoGefNVRTJdFzgoVEaWVfJXcOAqSVLii8JGPBpkPIX4RXJorZis2jMyc4tJIOD+9Vb96Iwr91M0iPrpOlfgWo4WsaykdEdGvwjXWjMO1qqcDJ4oqwjakMZol/ql5rj/AHGimkqu0U31Q9J/jaiyabAc70NiGyqU0HO++kBWs1pGH4gD1jInvXsqPESVHjXs6HiWHdf9hQ2JmtTAqdJG5oDWqTSGLQHxmA68+yqmTHKT4tzz2NXGLE2gvE6Zmw+qYmNt6kAoekE37KvtDcv4msJgY24+UnzHZ11idKzBtWxB27NU/wBarSP7/ptrZcUZLszc2n0e94LSyuAyMGXiCCO0VYLjAa+ecJipIjrRuyHipPfb960mjuXmITKRVkHHyW7Rl3VlLgktFLlT2e0xzLzGuyRRsMxXnmA5e4ZvKLxn+ZbjtW/fatFgtNxyfZyo/osCeysmpLaNE09B82hk8wlD/KbD2dndQcuFmTcHHN4p+RPZRiY3jRC4wc1IZR+FUnVOR4MLHq3HqvRpwGGfbGoPFbqevVtRM8aOLFQRQEuAZM4muPwtmOo7RQm1oXT2DyaBQ31JHU8GAYfse+g5NDYhfJZH6yh7CCO+rGHSOeqw1W59h6D87GihiTWseea9IfGjMy+HTy4pAOYaw/2XqKLS4Q5EoeAJT/blfrFas4g1DJqnaAemxrVfkv1WT+r4V2F5VTLskuP5hmfWSwHYauMJy4bz1Pq2cfs59mquTR+HO2KP2QPdQ0micMTYJY8zuPcaP2cb8oMZL02uE5Vo4uADbI2OYPODmDzGs9pzTKmdz6PwrQODw6RAhb55nWYsctguc7c3PVPpSUeFbq+EVKl30DXRv8IoMSegvwioZ47XFFYOMiKPLzE+EU6RL1comJhNKraY84BHVkeyw7aGFafTOi9ccCMweB/cc1Zl0ZTqsLHuPOONYyibwl1RfaMe61bxHKqLQr7RVq2J1BsueFRRVkeimtESdgea+07JH3DbRzZC5yHE1mhpBlBXwmqCzmwsM2YsbHbtJqqwuExTsWYSSbba18s/57d16bQ1XrNVi9KRAeWD6Pjd4yqlxmnBsVD1kD3Xri8nsU23VQdbH9qIh5GA/aSO3MDqjup4MlzRn8bpYmxYqttnZbfVayPMHa7yW2Rq2pfpy2bTXomE5MQR+TGt+JAJ7aLk0PG3lLYjYwyYdB4c2yqUaIfJZ4zhsZGjFZYLZ7r669Ibb3VcRYaGRbxlWXeN45iu0Vt9Mcl45RaRPCDc6C0i9QzPVforB6T5GYiE+FwzmVRfycpBbaLDyursrR0/4xJ1/Sm05g0iZQmQYEkXqrv/AH/f7VNpHGySECS2stwcrHrHHKhK2iml2Q99EmsP7+dLWH95H5GoqVMRJl/eR+VL++BqOlQAfh9MYhPImkHNrH3UanK3Gj/XbrCH3iqOlSxXweTNB/4zx3559lP+NMk5X447cQ/Vqj3CqKlSwj8Hk/odPpbEP5c0h6Xb51puTvLIi0eINxsEm8enxHPWMvXKJQUlTBSadntS4gEAg3B2EG4I5jXDPXkuB0xPELRyED8O0dhq5wXK6csFZYzcgXN1tc2uSNg6q5nwSWjVcq9N/wDSKjaffbPjvqRNGzH8F+Ytb4ak/wAGmP5Y9Zv+NQoMrOIG+I56otITfWN1e4VpxycnOwx9rf8AGqLSegJhIwLR3y3t+Efy1pGDJc0er4AfVR+gnwintADurA4XyE9FfcKlroo5zZvhj01X47RCSCzL/TnB3HnrOUqVDCRoGWNrxkMODGxHWBY91Frod3+0a19qrstw1rX7LVRtTottTgh5M0+H0Kig6iAHbkLXoj6Kc82HQDnurLGumqxQrNYMPlte4zvbbcjdSMR4t7PRWSpU6Ea0wXJsXG3K2QqPwLbmbbbyRWWNdNFAbEwHhQuJ0eHubWe2TDI7Mr7iOm9Zc0hSoYDyg5NR41FcnwcwW2sBlferjbkb84rzPTegp8K2rKlhuYZo3Q37ba3z/bTemv8A00qt5W/dW9JfiqYWnRT+mApUqVakipUqVACpUqVACpUqVACpUqVACqz5MR62Lw68ZoxtA84bz7t9VlWfJr71D6YoA+glw1TRwcFrEipxUYiNqMOay+nYfr32+b8C0HVFpP7Vur4RTSGf/9k=)
![Computed Tomography (CT) , Baltimore, MD - State-of-the-Art Imaging Technology](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUTEhMVFRUWGBUVFxgYFxUaFxUVFRcXFxUXFxgYHSggGB0lHRgXITEhJSorLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGi0mHyUrLS0tLS8tLS0yLS0tLS0tLS0tLS0tLSstLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIALgBEgMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAUGBwj/xABIEAACAQIEAwQGBwYDBgYDAAABAhEAAwQSITEFQVEGE2FxIjKBkaGxBxRCUsHR8CNicpKi4SQzgkNTssLS8WODk6Oz0xUWc//EABoBAAMBAQEBAAAAAAAAAAAAAAABAgMEBQb/xAAvEQACAgIBAQUGBgMAAAAAAAAAAQIRAyESMQQFE0FhIlFxgZGhFTJC0eHwFFKx/9oADAMBAAIRAxEAPwDpqFug9h/MUq22p0PX9RTav4UoPqKAHwwpQpAYUoKKYC6JlkihloKDNAB5KEGlgUoCgBr2URan4FBVG9ADIo4qTlFAIKQEfKaPIafIohmBnT9b0AJs4Pm2+mmoAHmOdLfCDkSPPX4janTidNiPjRLdU8xz6qdunPzpiGxhvb7fzoG2BuI86cuGTBUei0jMA2YRuIPo6mJOuh60FSAANhsOlAxAWlZaVlFCDQAnLREUZJ6UKAEEdKEGnDRGgBNCKOklKACNIIpyKSWoARlpJWlM4pBanTFYRaN6LNQ1qPicTbtibjqg6sQPnT4iseJpJasxje3+AQwt03m6WVa58VED21nOI/SkdRZw4XxvXFBH+i3mb2QKekB0mTQrjZ+krG/7zDD/AMq7+dCnYHXAKUBQApYFZgACliiApQpDDmgpNCjFACw9LFzwpsUqgBRcHSliPCm4o4oAeFA00BRigLHFmqvi/CnvEReZANlA0nqSDqaswxo856UDKnhfDL1tpuYhmUbLMz5lhI9lXOWaINR5hQAYSNqPWiB6UcGgAZvChRzQzUACiNBo5kU0bijaZ8KYDosE+FL+rDkffUU4p+X96q+JcZs2tb+IRPBnA9wp8RWXFwhdyKba+OQrE8Q+kPB2/UFy4fBQgPk10qD7JrM8S+lO6ZFm3bToTnuN7R6C/E06QrOsm4TUHHcSs2RmvXktjq7AfM1w3iPbPGXpzX7sHkGFtfdbAYfzGqK5iXJzaA9YBb+cy3xqvghWdtxv0hYFPUNy9/8AzQ5f/UaE+NZniH0qvtZs208bjl2/ltAr/VXMrhJMsST1JJPxpGWimFmo4j28xl3e/cA6Wwlof87fEVncRjWcywDHq+a4ffdLR7IpnLRRRQC7l92EMxI6SY9g2FNUZoChIYdFQoUxHpsClAUAKVWQ0AUdCjoGCjAoClAUCABSqFGKQwUYoCjoAFGBQApQFAgUYoUdIYKFCKOKACihSoo8tADV24VUnc671EH1ofasuOejqY8N6k40egfI/I08RQFmV7U9q7eCyh7dy4zgsMuWIUwcxJ03rFY76TcQ2lq3atDqxa40eQygH31M+l+2C2FJ+7e+Bt/nXO7igbCPcPnrXTGKq2Q2y34j2lxd5f2mIuGddGKKBP3bcSPOd+dZ9rzSdYncrpPiYifbTuJY6DlE/E86ZC1LSbAbyUqAKdVCSABJOgA69KssNwc5Q9zMFJIBEZZG4zHQ8tuorSONvoTKSRTBSTABJ5Aan3Uu5hHEZlyztmgfOtIcBjGlcNhXRfvZCpP+p40+NHY7B4+5qyqni9wE/wBMmreMjkUtjgVxxIZI8Gn5aU1iOEsv2kOk6HkOdbC19G99dRibYJ5ZXg+BPT2VItXb/DgRfwth7DEen3S3AG0EkmCBpoCOdX4ara+5PN31Oc3bLLuKaNdexXFOF3bZe/hLaroDdw8BlJ+0VUfOfKs12k7EKlsYnCXlvYd/UYbz90jk2/tB2qHi3SLWVeZhgaIjnSmWDBpM1lRpZNTg2KIBGGxBBEgizdIIOxBC6ihWjtdtOI5RGLuAQI0tn45daFc3LJ6ff9irR3ACjy04FowtWA3lowtOBaPLSAbC0qKXloRQMTFGBSstHlpAJAo4pQFHFABAUcUYFKC0AJomYASSAPGmMXjVTQan4D86ocVjmY/qf7eykBb4njCL6oLfAfnUC5x25yCj2E/jVeluacuYRpQq+UAywygl/DMfV/vQVQ4/F8Qftn2Kv5Uy+Ovne4/voDhygDNdumGmS+smABoBpIHvPWnrmDBBAd11mQRI38NRrz6Ck7Ctg4ZfdnIZ2IKvoTp6ppFrjV9ftBvMCp2DtAMDzhh/SarL+EMeiYoCil+li1P1YzGl/nH+6rm9yz6RCajTqdYE+qJ3mum/So8W8OYB/wA0CeRKpr8KwNpiNQ08jGp2PgffXbDcTGXUqMRaMqDvHj95uuu1FlkgDyFTMcPSnXUfDMx/KrjsdwVrzlypKKQCeQLfoD2mhR2JvRedkezNq2i3rgF68wlLQ1RP3rpHl6vOtXhMD6ffXn7y59nYJb0A9BBoDH2tzUrAYdbYAAB6nafy8Klm3B3MHSY+I61sqRi9gInbYxqd6SZZgFjyHKBrvoevto7q6kA5htPWPPal4W6sFhHTmDvrtt7aflYhm1bUyW5bxHs33NHdsJcRkZQVcENJmVIjWPbUXiXE1tjKg7y63q21O5OxY65F6k1NRDl3IbnuQdIMA7CaYjk3ArmFw9m73lwNnZ1ybsUBKr6I2nr41Mw2EtW5TC3WdSM7WRdG4HrKFn0t/hWN4xgzavXLR+wxHs5H3RUbC37lts1tmVoiV0MHlR4vF1XQbx8ldl1xfgrXFF62pAbMPVbK5XcKSIzdRvoazdy2R16Georr/B8Q68PGExQfvH/aI41ykuD6ZOxEg89Ca5j2hthMRcSMozHx33OnLnSyxuPNqgxyp8bG7XqjyFClk2hp3raaf5Z5f6qFefR0WelgKMCjFGKCwgKOKOjoAKKOKOhFABRRxRgUzavZtiOUjmJ250h2OxRgUqKMCgAgtVvFeIZfQTfmengKlcSxXdpp6x0H51jlx9q67W0ujOpkgb6ESNRBHIx1pMaJT3TRW7fWlIlB3ipGOBgKBvVELUnPQMa7S3P8LeaJyL3sc5tEXBH8tWgucxVddYMpU7MCp8iINR+Dd6ltFusGK20UxEZlABI56xOvWk3QzQ4N/THt+RpCnSm+H3JuL5/hSQ1Mkp/pMH7PDGCfSbbxUflWDs4kIfSAB19bkNulb76SiPq+HJ++Rz52m6eX6MVzDi9uWUqCfR5ZiJjxE++u7G6gYTVsVxQglSsQVn0RA9ZhtXT+yGDa1h0tkQCBcOmrMwMGeY1Ncvvqe7tSIOVpmR9tuVdh7OYg3cNbJ0IVV5kwBAmTvvVepLJy2p1iQN9fzqSMG2XMSPYZMUhfZ7hNPWwQDB3356eZobZOhtbfuqq45bVlyj1iY0MRIIJJnkCTVJj+0VzEYoYPABS4Dd5dMlEy+tEETGgk6SedaDs/YuYQXfrpDFmLLdUFlKBZKwBKRBMRrJ3iqU+Px9wnGyv4Bbs4cLaUKHcEgje5lGpJ561d3b2VSzGAo1JI2HOud8G43bvcQvqi/sSzPaEf5cQGZPuhtdBG9SOMcJ4viAUPdpbbkrADLyzHVvdNW+L2RTWjB8UunFYtjbGt25CDnqQq/hXUcd2DsvhEw65UuJB7wKMzuBDFp1gk7T0pfZvsUti6t/EOLt1QAgVAtu3AjQCJPjp1ia17MBqeWv4ms+XtWW+lHHOxjObqWnv5mu3u4KMxPdqqu2eM0mSoXTTWqv6Q8NlxHKQCrCeaEr11q2uFLGOwRsoFdnuYq5m3GbPlDRsAM+g8OdZLj1x2uO7KTmYktlIBYmZ26z762laUk+n9f/KMltpr++RUYj1m8z86OhifXb+I/PyoVyJaOmz1cKOiFHXOah0YohRigA6FFRUAKOxqpT9mSGZQz5AvpakqskCdzodqtxWB4vwC2eJ2b1vETdF5LjWS6n0TkV4WfRyqpbnufClY6OgGjFQOK457WXJa7wmZGdVjofS31pz60TZLkQYOkzrtvA50VqwMz2gx5L3iv2QiJ/EZj4msx2e4E9u/3jMpAB2zSSRAmQORmpfG7zDNlEnMre5T+c+ypfZkE2QzCCx8dQNAddqlxtWHnRatoKjMak3zUN6RYh2pnUmBSrlPcOsl3W2u7bnovP8AXjSETOG8Ha55DczoKtv/ANYWPXM+X96u8NYVFCKIA0FO1dCsy44JctOrAhlBExoQPEVWd56RHifnWyxN4ZSPA+VZvinD/wBkt5Byhx47ZqljTKT6RZ+q4eBP7QD/ANm4fwrC4PEw0BFYwNwT8K3P0ga4PDH/AMRP/hu9K59YLAyG5aQSDPXw/vXfh3Cjnm/aHeILne36IGZssCRrmAiNgB+JrYcK4wMLea3e9Gwxy23Pqox9PKx5SG0n7hrDcRvTlBOurA899dfd7jWmwly3i7bow9dV7xdMyuk93dtTpILMI0DByCRvTfmkJ+p0ezibbjMrKw6gg/Ksz297RCzhmS20XLnorBGYA+swG40nXyrl+M4RessZVokjOoMadY9U+BqTw/s7i8QQe7cKYHeOGCwejN63kKnlXlsOK62b/wCiHhi2MLdxj/blViSRbtmG08WH9IraXL64vDXltSCVZIOhDEaA67EeNZngROFFq3bzG2oCNmYajMWeF2BMu3s3q5v8XWyRZtJADABiJDwMzHMDtHo5jS8Jp+oc0/gcM7PcQOGxCXCNBKuP3To3u/Cu78MxSOiwQZAy6+sI0jrXEe0/B2sXSYm25JRhqNz6M/eHSrLgva+5atpaZEe2gA2OYAc5Jj4VS03FikrXJHaRWG7ddtbFgGwjZ3P+ZkPqiPVnqdj0FYrtT2yvXibdm462hpoxl/GTqB4TVZ2X7KXsa5I/Z2V1u330toB62p0ZvCfOBrQ5KL1sSg2thYPjQe/cxWIBJIFtFGwUwGAPQJI8S1OcY4cFsLc7sJ3t0QJYnIZKTJOtXNvhdm7i1+rWv8JZyqrtm/bEHV5YQxZzsIEAacqc7eYhSLVvUMtxGImQM2YL7dCfdXRFPg2/6zKX5lRz91kkydSen50KIfrehXObHqkUdEKVXIbgo6EUKBhUYoqicS4nbw6q1zMczBEVVLO7tMKqjUmAT5A0AJxnFbdtipdZVczjdlB9UkDWND7qztrieBv5Mfhu63bNfa3kbKmlwkuoOgkSelY/Ddkbb4m39aw+KJvHvPSFoJaZLzv3TaGUKBZBzTmOo5W/aPg2EuCxlstZtZntKuGS3NouyF7vosVB9AcjuZE7IDX8SCYgLGV1A3gEFhqCsgjf3VJxxjDR1P8AzGsR9G3GLmGt28Fdwt8M964qOO6KyAC8jOGAUAknLEeOlb3jSzaPhB91DbqgMh3COzh1DD0Dr5Gp2EtBQAogDYVGsj028kP/ABflUfjvGkwqTpnOwOwH3j4eHOlGLk6Q3JRVsnY7G2rZAuOqk6gE8qTAIldQeYrlOO40+IuwCbjtty25CdFFRhevDLbN5g+YkIrsVGnrEDT2n2V0f466Xsw8d9a0dYvwNyB7RVz2UtrnLCDpEiDt4+2uNNCLEyTueZ/KrXsF2hOFxJ1JW5AKzoWmB5HWifZuKuwhn5OqO+URrKYvt1ZQLNq4WY/u5R/q5+Ue6tDgMUbttbhUpm1AJnTkfaNaycJJcmtGiyRcnFPaDxIBB8J8tqjYRQ9nuzzVh7ywHypGPQkEgSVOaOsKYEnbUg+U05w+4Ftjwzn3M01mWYft2v8AgsPPK6nT/dXRzrn+DuekBkgwPSlxrpzB08x0ro/a/B3L2Cti1ba4RcViq+tlyuJA56kVzzuWtsO9D2uUPbZY6HWJrtwP2aMci3dEHjHrIR+9znn15/jUvBOrEG03d3fukwCf3G8futHSTS8fhkuahpjNBnfbf21W9yQSpGo0NKTalYJKqNlge0MzbxE23Po51EGf3huuvz5VqRiXuOkuWTL6JDSs+Hs58/ZXNbGKOguDvFGgn1gPB9/YZHhUzD31QzbuXk8gvzDifdVxmS4Gy7RcTW3bIDemQQogySQRIkaa86i9l8b3uZbkd6N+rKPV05ga++s8L9tnzXXvXOoKiWH3c3eGAaFxULB7JCmQQpMMh5rLQGE7a1fMngbnGLbUZb1sXrTjIyHlrOYHkR1GviNxieK9ksKbg7i5fVXMAMiOVPPUMPRgjU++rAcZuIALlgejoPWQbztBHuqPd7SXDPd2lB6kF29kwB7qb4PbEuS6DmG7C4ZAWdmuH945UHiQuvvMUOJ8WwyZVu3TeW3otpQO6SNotqAniCZNVOJw+LveleYoo+1cbInhodJ8hVVc4cg3xNknnrc+ByRQml0QNN9WSeKdrrhkWEFoRlB3bKJgdBEms5aLu65iza5tWJAO5mdtt6s7mEsqfTxKEf8Ahq7MfYVAHtNR8P2iuYa6Hwf7KMwBZUd2DCDmkEewfGoySbW38hxir0iF/hxobpnnCMRPODzFFVa2pk86Oo8T0X3/AHL8P1PV4pwLTanWq3tV2gTBWe8YZnY5UWYzHmT0A/KueEJTkox6s0nOMIuUuiLeKSRXKrP0nYsNLW7LL0AdSPI5j8q1/ZTtnaxrG2UNq6BmCk5lYDfK0DUdCPfrXVl7BmxR5NaOfF2zDkfFPZozWe7Vf5/Dj0xcfzYbECr3F4hLal7jBFG7EwB7aznaLGLeSxdw4N42MTaulV9EsoDo2U3MqzDzvyris60m+gfH0a67IzXLOQrke2wDMCokiQY1keys32WwSfWGtXLt0XLPeOlvNFp0cNlvREs33jO8+NXmLvPdOe73dhtlTP3hKjWSVAAMkggTEDXWqHit+2l1HDhriBgCBDKHBVgdTII5H/vUXelsGmtvSLLhhP1jC3DqEfF94fu50IBIHVgB7avOJdprQJRYO4YsSu/SRr5zXOr/AGuZfRUKT0Anz8N6rF7QXkutcgHNBIZmCW4+4JOp5iPdQ8OZrSoccuBPbs3l3EOA1y3ZZ2ywFzW4YgyuubTc1zjjXCsfeum5ewzuYMiZBPIKFb0QOm/nV/g+2tsevbKHf0IKnz2199WOB7V2MSvosQw0g6EaxMHeojPJh/NEqePFm/JI5ycHcstLI1ltpZXGb70AkQvnMxSsJiFUsQGdm3ckAn2RoK6ficchU28RbzKeWXMrdDB2NYvjvAkWbtgN3e5VoJTxUjdfPUV24s0ZbRw5cTjplPevlj0HSa2f0Ydn7eIN+5eth1ULbSeTH0mIjZgAsHcTWFVutdv7DcNa1gLSj0WdTdY85uaj3LlHsp5paFiWzLuBcWGEgxI/CeR5V07hvFLV62GtHQQCp0KHoRXJcFcCG5anMbVxkJ6mc3/MR7Ku+B4W87s1s5IUguRIAJE6faPQbAxM7Hlk9U2bxW7o3d/Gqp1I0iZPLzqtx2My28gOpzA/wlj/ANvaagKbdv8AYq0swLMWMu/Ik/rlpoKC3SZOVJOsmT8JisWbIscBcYIux08qkfWdIIMe8fCoWGxAAAYmeZga+6nQAdiD+FaroJjd7huFeQ1q3rvACk+eWDVNiewWDb1O9t/wvI/9wMfjWhZZ/W9I7vpI8iQPdVCMhe7AEf5d9T0DoV/qUtPuqE/ZHFL9hXHVHU/BoY+6t4S45z5j8oou/PNfcR+MU7YjnN/hj25zo6gc2VlB8QWFNjDTtXS1xYHMr5yPjtTd3DWrmrW7beOVSf5on41XIVHObaunqMy+RI+VNXcTfiO9ceTEfKt9e4Dh22Vk/hc/8+YCqzFdk1PqXiPBkB/qUj5U+QqRz/E22JlpJ6kkmq67ardYrshiPsm2/k8H+sKPjVHj+AYpPWsXI6hSw96SKVjMpeSoV5atMUkEg6EcudQLy0AHbwRIB6gGhUi1ilCgdAB8KFT4cyfER6awyyawP0r5LrWVRwWTvMygyVnLExsdDVn20429iLFtsrMuZmB1AJIgHltvWFUeNet3Z2N2s0n8F9jxO9u8FFPBBb837vMp34XcH2T7BNWXY28uHxtq7eORFFwsx5DunHzip+VisK+U6QRBjrv86zvaTBXysIl24SdTmLadIB8uVd3bM/GDjxbtNaOXsEHkkpuSVNdSR2s7Y3sZe+5h1aUQ7mPtOQdW+A8d6uODdqrQGViFAGuhgdNawOH4df1Js3ZGgm24+BFWvDeE3j/s2X+IFf8Air5d4JT1TPq49ojj/UvqbS5xiziG7lX19ZDqPSHSf1vRcb4El1fQbI5AzNqwJ/hJ5VkMd2YxEhreUkawrwfZMCr7D4i/ashb2ZnEnMASADsC0RNRLs2XE7pouHasOZONp/MznCuGXbmJOGWC6tlLRCgDUt7tffWlx30c3N7WIR/3WQpJ5+kC0+4VY9jIN+7cyqpyQzDdmZtCfHKCPIVsA1dmXNKKil1pN/P+Dix4YtyvpbS+X8nF+J8MuWHNq4sNv5g7EEaEVXX7DW1U2h+0zCCCBA57nUeBrX/S5YLXrBDFT3bgxGozCJ+PvrAZbqn1wR+9p8RWsZeJD2l1M2uEtM2nDu2FoWwt9WNwaFY6DYkwI5+2pNjjNm5osjwePdIJB9tYm3jARqYPw8qlWlUCRofDY1jDs0IbRrPtEp6Zd8N4J/jLa3RFg3BryyzIUnl0rsvEMeoWM2RNpHrMTsEA192vSuW9keLqzoHZQ6mFDGA2kCTsD8Tpp06RZwQU57hzP16A7hR9kfExqTUZZNPZWNKtFbheC2y2YWxaX7o3Pi56+A9pOwb4xxtLANq1q/Ponn4/u/owe0Habe3YPgXHLwX/AKvd1qPwvhvdAXLwlzqqHl+8/j4foZ15yLu3SHeG4V1PfXSc7jQHeDuzdNNAKurTVVq5ZpJk1NtPWbds0SomTQAppWoX7+UQNz8PGkOxV7HOphW23nWaLE8fFtZuITMAZd2ZjlCqDpM+NQS0ak+JJpmyUvJbvZTCl8hPPcBwOhBMeB8aq2SX78WsqMz3FtiQJchRJOgzHSpU+R+X96532v8ATOGsf7y8pI6onrfBvhWpwzETBiq5CoujH61P9qaNpSdhOm2/v3qxGCUqp1BgHwmPGq24pF3uRJMZp208apTQUJCkbMfmPjJpJuuPut71PXbWnbmHggsCCsxvAnQ7b6Gm1twAN4Ea7mARrGlWiRJxXVWHkM3/AAyfhRpi1J0cT0mD7t6Mj9e0eznUXERoCAQY3iN0HMgc+h/CgCTiIcRcVbg6OquPcwNU2M7MYG562FQeNsvb+CMB8KeKgCRK6SMrEDadjAPuNHncGA86n118WH7v3eh9o1oApT2CwHS//wCqv/10Kuxcu/dT+Zv+mhTsKRO7ccHBFvurLAKGlrSgxJ2a2IYjcyJ56VjDgLkwuVj0DAN/I+V/hXVrt4zvTt7D27gi4iuOjAH510dm7flwx4ra9Ti7V3bh7RLlK0/ejkbYa8nrWLo87b/lRC8w/wBnc/kf8qe7RLiMLdvLhrjplJa2oZshB9JRlmNtKo+GfStigP2iK5HKBJ92Wuz8Vb/QvqcP4JBdJv7FwLt3laun/wAu4fwpVxr8T3FxR1Zco/qipfCvpMW8yocO2dyAqqwkk8oIj41obuN75GBtXbZGhF1cskgxBBIPsNRPvaUVfFL4s0h3ND/dv6GdtcIxrwcioD95x8lmnsV2cuhGZ78kKxhBAkA8zqa2L6aVC4kJRx1Rvka5cneeaa9lpL0/c6sfdfZ4dU38Wc7wXHhYwxukqqnvGUCS11ka2gBJO5LHwAUmN6d4X9IFq6+RVY9CBuBEmJ6muQXOJXHtraYllX1fDSI0q97FYe4L4bu2ChWEkHmQa5X7W3t+87VUdJUjR9veI3LuIUspW2Ey2zoc2pLHwMnbw6yKoRB+98PzrW9q8HexQw6Ye21x1L5gBECBqS0CKpbXZXHk5Th2BmN0/wCrUDrtXZCUYxRyShJyZn72EUncg03h7sHLO5jxBrp/B/o3mDfcsfuroo8zua1I4RgcGmbu0EaAxJJ6KDuawlmV6RrHE62c77P9jrt0d5ePcWQJZm9YjwU7eZ9xrR8T4wSi4exm7tQEBYku4GgzE6x4e/oI3FuK3MQ2UAhZ9FB15E/eb5cupvuC8HFkBnAN07DcW/HxaolJ9ZfQqMfKIzwjhHcgXLgzXDqq6eh4t4+HL5Sr07kEk+X50xx3iosOoI9YE5mMZjOwPMj8RUQcbn7P9Vc8m5OzeKSLC0p6R5/kPzqVZB5/lVSeJMOSr4n+9RjxVGP+ZngbJLn+VJpDsv7mLA0XU9eX96iXsQqKXdgoG5Jqv7+63qIE/euH4hFMnyJWlW8MoYPcY3HGxaIX+BRovnv4mgQMjYjVwUs7hDo13obg+yn7m55xsbrDNmDJz9Yezf8AD3VADk+Ap2ycpBG4oApMYM3EcOp+xbe57Wzp+FaeydDWe7RutvE4bFbKSbNz90tOX2SxM9FNX9vY1TAsjwG8NUxl5Z1glSBPKCNvbUS0mLF05GS9dQEFnBQMugiFmDy9hq+xHEVVJGpgQPlNYXtLxy6n+Cwgz43EmGg62UI+0R6rQSSfsgzvllUMq+0/aW7xC4MCpFiyrAYm6DmAhtACNIkGBzInZddnx7DNb4f/AIDVrKpkj02ZV0aZnMYk9TT/AGW7MWcHhhYADk+ldYj/ADHIgmOQ5AcgBTWIwL4U97h57v7dvkB1Xp5e6ixFVhOPNkDOoJygmNDsCd56VPt8QtNEkqdN5HNZ1H8PX30zxbgr3z3+HZfTEsjEj0o1KmOfjFUBvNbuGzcEXEUMy6EhTsxidD1q1Nio0lpVYTbYEaCVII2QalSJ25sfbSVSJOmo8BzuMdgB9rqfxOQ+ody/1hbmVBlJI2ZQScpjfc1ef/nrd3TC3Ld1oLEAzAAgyQRB1GkzVqQmXIeNPwP5UKydztOQTKWpkz6bb8/9nQquSA6XiLkAmJNV68TZ9CSp5rt/3qTebSq3EWf+/SmoIXIjcbwHermUSy/EdPOuUdoOy7m73ljKMxl1MjKeZEDWenX4dfS+Rv76TfwVm7qyAnqCQfbBqWmhnMuwXAbv1+2zCUtA3GYbTBVF8CSZ8lNdoCCTzquwmGS2uW2oUeHM9SdzVjbvcyKaYqEY31vYPlUPErOnUEVNxTBmkdKjXEJICiT8vM8qya9xZ5y4TisMpX0LlzbRVGnnmIroODZSiFFYZwCFI9IGSCpA5yDWx4V2dw2HWFCu40mPRBjYAbnwFTcHwVFbORLHrE6kkzGg32HtJrROkZuNlf2bwd1FbNoGIIHl8/14ir63hxEnQdetPMFXfU8hWd7QdohblVhrn9KefU+HvjSYtyZWoom8Z41bsL4n1VB1bxJ5Dx+e1YLF4u7ibkmWJ0AGwn7KjkP0aaHeX35szH2sfH9QK1/CeGLYHJrhGrcl8Fq9Y16kbn8BPB+ErYEmDdPuQHkPHx/RslX+9BR76VWDbbtmqVdDPdrA0pDLl19ErOoI138vdVAtkTrZst5pWh7TiSmnUT7tPZ+NRMJgi43hfiaNJAVqIpMizbB8FQfIVOtu/IAVOt8Lt7QQfAkD2QaeHCRydvbB/CpsdEJEJ3b3VItoBTp4cw2dT7CPlNAYO4Psg+RH4xTtBQYNHNINlxuje6flSC8b6edMQWPwiXrbWrglWEeI6EeIqowuKx+F9F7LYpBoty237TKNAHUyWPj8TVwLlPriAqyeUfMUAQEx3FMTC4fC/VQd715vSA5lFI9E+SnzG9aLsr2Ys4FWbMbl59bt5921kgSTlWdd5J1JNTsFcuOq5EI03YHTyXQ++PbUv6qijNdOaNZYiB5DYHyE0bYChi1Pqkt4qrMPeoIqt4h2jwiBle8oaD6JmfKIpri183pto6qhQ76Z80qY8hG/3ttiOK8etCYSPRZgVGxg7ryImZ51rHGn1M55OPQ7BwXtFg1BQ4i3PIZtYAiazPF+0Nm1xnD4hLqlHQ2brAyAjjSSNodVNcluY4r6yZehUsDHtJHyqXauEwTm0IOoEg7jUx76pY4vzJeSS8jpXbHGofrBssly069+jKwZRcdO6KjLt6SK0dX8az3YK6irdZTLph7k+ZYZR0jSaoMVxBnMs0NprlCk7ESFEN7Zqw4Dj7Vi3dWNbkAncaGRB5aToRz3ir8NpGfips6dwvgKtZtMYlraMfMqDRVF4fxm0LVsfW8OIRBBdQR6I0IOxoVjRpo2jg02bdChXSMSbHhRDC0KFAx+3Y8adFk/ePuH5UKFQ0h2KYKgljPTqfAAb1Du4lrhKINBoQNAv8bDn+4Ndpy70KFRLS0NbHbGGC+J2naB0AGijwHtk60q7iQui6nr0oUKzKMbx7tNutlp63Bz8E/6vd1GawuFe8wABJOw+ZJ6dTR0K6aUIujnvk1ZsuG4BbCwutw+s3TwHQVMUUdCuRu9s6EqFD40DRUKAKHjF1WdQPsgn3xHyqVhNFHWNqFCpkOI9BPL8/hTgXqf140KFQWPKKcUUKFMBwClRQoUwG3wyHdVPsFOYzALaRSAudmASADB36jNPqxI9bcbgUKqKJZV8Sx3E7bKtuwCMpLXM4Yb7C1KBT5TP3uuG4pxm8twi495VjKQ7XxmBnMpW8GEEE+o/ShQraPUzm/ZKe63pFrTFemVoMRHI1TPiGDHUtJMzO/MeB8fGhQreqOZux/B37eYfs0YyCQ6pOnQkQ3nAPjUviGGw905sr2TpOUEIfJiWVP9NChVLHGStmbySg6RbLbtvZ7lrH7KZW4HtsykCPRZmzqug02PTeqxuFfs3yE5SAZmSAG0Kkb+WvmKFCnLGsfQI5PE6og2+HYsgEWkYEAgxb1B569aFChWPNm3hRP/2Q==)
![Computed Tomography (CT) Scans and Cancer (Fact Sheet) - Oncology Nurse Advisor](data:image/jpeg;base64,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)
![CT Scan (Computed Tomography) – What All Should You Know? - Omega PDS](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS8EXhMWQHsHLD3kTTcg9AO7S0-5CLrZlhRtA&usqp=CAU)
La CT es un método de formación de imágenes tridimensionales a partir del procesamiento digital de un gran número de imágenes bidimensionales de rayos X. Inicialmente, las diferentes se obtenían alrededor de un solo eje de rotación y de ahí su nombre original de Computed Axial Tomography (CAT).
![PET/TC (tomografía por emisión de positrones – tomografía computada)](data:image/jpeg;base64,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)
![Tomografía por emisión de positrones (PET) - Temas especiales - Manual MSD versión para público general](data:image/jpeg;base64,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)
![PET/TC - Cancer Care of Western New 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)
![Sería útil un PET-TC en este paciente? Lo que todo radiólogo debería saber](data:image/jpeg;base64,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)
![Cáncer de próstata: concordancia entre PET 18F-colina y TC en recaída bioquímica - ScienceDirect](data:image/jpeg;base64,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)
La técnica combinada PET/CT es uno de los desarrollos más excitantes de la medicina nuclear y la radiología modernas. Las reconstrucciones de CT permiten el diagnóstico precoz de tumores basándose en sus características morfológicas, mientras que la tecnología PET es capaz de diferenciar con grane eficiencia los tejidos malignos de los benignos. La fusión PET/CT permite ahora integrar las imágenes morfológica y fisiológica en una única imagen. El prototipo del scanner ART, el Partial Ring Tomograph (PRT), fue desarrollado en el CERN en 1980 y 1990 por David Townsend, Martín Wensveen y Henri Tochon-Danguy, y evaluado clínicamente en el departamento de medicina nuclear del Hospital Cantonal de Ginebra. ART puede considerarse como el precursor de la parte PET del moderno scanner PET/CT, que ha producido un impacto extraordinario en la tecnología de imágenes con fines médicos. Además, el CERN continua hoy en día contribuyendo a este campo fundamental de la medicina moderna mediante proyectos como Clear PET, Clear PEM, HPD PET etc.
![La física en la vida cotidiana : Blog de Emilio Silvera 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)
![Georges Charpak, Premio Nobel por inventar y desarrollar los detectores de partículas | Rincón Educativo](data:image/jpeg;base64,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)
![Física… ¡Y mucho más! : Blog de Emilio Silvera V.](https://upload.wikimedia.org/wikipedia/commons/0/06/Biological_and_technological_scales_compared-es.svg)
Sin embargo, la importancia del CERN en el desarrollo de las tecnologías PET o CT, y en general de todo tipo de scanner, va más allá. En efecto, todo este tipo de dispositivos se basa, de una forma u otra, en los detectores desarrollados a finales de los sesenta en el CERN por George Charpak. Su trabajo fue reconocido en 1992 con la concesión del Premio Nobel de Física por su invención y desarrollo de detectores de partículas, en particular de la cámara proporcional multihilos, que produjo una revolución en la técnica de exploración de las partes más íntimas de la materia. Los detectores desarrollados por Charpak se usan aún para todo tipo de investigaciones médicas y biológicas y podrían eventualmente sustituir completamente a las placas fotográficas en la radio-biología aplicada. La velocidad creciente con la que permiten las imágenes en radio medicina conducen a una menor tiempo de exposición y a menores dosis de radiación indeseada recibida por los pacientes.
![](http://static.consumer.es/www/imgs/2007/12/carboni1.jpg)
![Hadronterapia: ¿La radioterapia del futuro?](data:image/jpeg;base64,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)
![Un nuevo sistema de la UV permite monitorizar la terapia con partículas contra el cáncer - Valencia Plaza](data:image/jpeg;base64,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)
![HADRONTERAPIA](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSxAxfDEjkgisqDX3cUBWIv84th62au_7du8w&usqp=CAU)
Hadronterapia, o las partículas contra el cáncer
Como es bien sabido, una de las herramientas terapéuticas esenciales en el de la oncología es la radioterapia. Dicho tratamiento se aplica hoy en día aproximadamente a la mitad de los pacientes de cáncer. En cierto modo se puede considerar como una forma sutil de cirugía donde el bisturí es reemplazado por un haz colimado de partículas capaz de esterilizar las células malignas mediante la inactivación de su ADN, impidiendo así su reproducción. Tradicionalmente, la radioterapia se ha basado en el uso de rayos X (fotones), electrones y, más recientemente, hadrones, es decir, partículas capaces de interaccionar fuerte o nuclearmente, si bien no es ésta la propiedad más interesante de estas partículas para las radioterapeúticas.
![Acelerador de partículas - Wikipedia, la enciclopedia 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)
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)
Los haces de rayos X y los electrones se obtienen normalmente a partir de aceleradores lineales como los del CERN, aunque mucho más pequeños, y se apuntan hacia los tumores con la energía, dirección y colimación apropiadas para optimizar su efecto destructivo sobre los mismos. Por su parte, los neutrones pierden energía en el interior del organismo de una forma diferente, lo cual les hace más indicados para el tratamiento de ciertos tipos especiales de tumores. Se obtienen a partir de las colisiones de protones, previamente acelerados en un ciclotrón, con núcleos de berilio. Este hecho hace que esta terapia sea bastante más cara que las anteriores, pero a cambio el ciclotrón puede ser usado también para la producción de radiofármacos.
![](http://3.bp.blogspot.com/-0c3fByYHKr0/Tz6pagkeNwI/AAAAAAAAAMg/Z0D20zdmqjM/s640/1.jpg)
Científicos del CERN aplican antimateria contra el Cáncer
El estudio de las posibilidades de utilización de haces de hadrones en la terapia del cáncer tuvo su origen en el trabajo seminal de R.R Wilson titulado Radiological Use of Fast Protons (Radiology 47, 1946). En dicho artículo se ponía de manifiesto que los protones, así como partículas cargadas pesadas, presentan la propiedad única de que al penetrar en el cuerpo humano depositan la mayor parte de su energía a una profundidad que depende de su energía inicial.
![The Use of High-Energy Protons in Cancer Therapy - ppt 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)
![R. R. Wilson, " Radiological Use of Fast Protons" (Radiology 1946:47:487-91) - PDF Free Download](data:image/jpeg;base64,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)
Este hecho permite seleccionar cuidadosamente el área que se quiere irradiar, preservando de dicha radiación al tejido sano que pudiera encontrarse a menor profundidad. Además, como las partículas se detienen a una distancia de la superficie bien definida por la energía del haz, tampoco resultarían dañadas las células situadas detrás del blanco seleccionado.
![Since Hall... - Foto de la oficina de Lawrence Berkeley Lab | 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)
![Public Tour at Lawrence Berkeley National Laboratory – 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)
En contraste, la energía depositada por los rayos X alcanza su máximo cerca de la superficie de entrada y decae exponencialmente hasta que abandona el cuerpo humano en el lado opuesto, haciendo por tanto muy difícil seleccionar la zona que quiere irradiarse sin dañar otras áreas de células sanas. El trabajo de Wilson de 1946 condujo a toda una nueva línea de investigación experimental, principalmente en el Lawrence Berkeley Laboratory, que ha dado lugar al desarrollo de una nueva de terapias antitumorales basadas en la irradiación con protones y más recientemente con iones de carbono. Estas técnicas han sido aplicadas en más de 40 centros de todo el mundo, y de ellas se han beneficiado hasta la más de 50.000 pacientes. No obstante, continúan investigándose nuevas formas de intentar mejorar el ratio entre la energía depositada en las células tumorales y en el tejido sano.
![PDF) Nuclear physics applications in diagnostics and cancer therapy](https://www.researchgate.net/profile/Ugo_Amaldi/publication/228648860/figure/fig6/AS:366783476322307@1464459403265/General-layout-of-the-PIMMS-design-study-The-overall-surface-area-is-about-15000-m-2_Q320.jpg)
![Protons herald new cardiac treatment – CERN Courier](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQRr8tLjLE2iI0ydjSn8ihtG-1BCuCAf28ZuA&usqp=CAU)
En la , el CERN se encuentra involucrado en diversos proyectos relacionados con la hadronterapia. Por ejemplo, en el diseño de un acelerador de protones e iones de carbono dedicado a usos médicos conocido como el Proton Ion Medical Machine Study (PIMMS). Otro proyecto interesante es la realización de las pruebas del Linear Booster ( LIBO), capaz de acelerar una haz de protones hasta 200 Mev (los hospitales habiualmente utilizan energías en torno a los 65 estaría especializado en el tartamiento de tumores profundos.
![Antiprotons four times more effective than protons for cell irradiation | CERN](data:image/jpeg;base64,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)
![The ACE experiment - CERN Document 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)
Finalmente, y situándonos en un plano de investigación a un nivel más básico, es interesante señalar que en octubre de 2006 se presentaron los primeros resultados de un experimento llevado a cabo en el CERN con potencial para futuras en la terapia del cáncer. Se trataba del Antiproton Cell Experiment (ACE), que constituye la primera investigación realizada hasta la fecha sobre efectos biológicos de los antiprotones. Los antiprotones se comportan como los protones cuando entran en el organismo, pero generan mucha más energía en el blanco seleccionado debido a du aniquilación con los protones existentes en los núcleos de los átomos de las células, y además depositan esta energía de una forma biológicamente más efectiva.
![Novedades Científicas » Antimateria contra el cáncer - Noticias de Ciencia y Tecnología](data:image/jpeg;base64,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)
![El Universal - - Antimateria, el mejor asesino de 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bgom31anc/vkbLswPippenGz7JreMM3WLHcbe8pBGrHcf7DRZ0Tr4I4iS8KK2/24ZCQQD3kCrDnTSXaIt/I+I3i3kjYqY+6RdiVHnjDLUeyknS6lgk361XNtMQNSZBOnPlyx5URsIjwOcGKVdEn6KOT1bHyB7JqQ0csdy/a7NwvZ7+qm0cwe4HGaYy7eRTLxp0t5m0KbiIKshZd3jJIOcd/PeosFqEtC8TbO4mhTvGPfXz76PBfIIJp5Yy0o0wTjuKk+/jx3oXELDqLWLS4ZoXMq45mFjjOPQ70wzX1Wb30gzE0QOVQOV/Sjc7geODUwvqmxuNP5EbfCg3DB541iTDRKrqM+/G/vAenhWttq9olDMNaEnfbMTcvwqIjQv6RwrJIqnbwI/zypnHKAAPCl80IZ1Y5GHxkb6W8/umlnFZGZz1b4xsfWroco52WOyRb0FGQVeZuhcIbILgfogj5E024dwqCPZEA8zufxNZLNax+zmmaJBOI2DscsD7o7h5+dL+lX0iWonmgNlIrxSvH1kc6qW6tyucGI4zjOKrf/wDtrX+K3H/Mx/8Ab0GzdpMuDD9T5f6HSrjpWwGIhpHex3NKpeKPIcu5PrVMHTm1/is//Mx/9vXp6c238VuP+Zj/AO3qpY0af+bh8Fyjn1MraipUghxzHiavxkV01LuGGQR3+mO+uHjpzbD/AOluP+Zj/uKbcK+lmKFdAtZmXwa4TbPhiAVYuDNn1GOfKZ0i7h1OwRSjTR7XCj7S9z+Y7iee9RnXJSGQAyTQkGYHYlMbZHPOc59apB+mOLKn2SXYEEe0JhgfH6mgcO+le3gRY0spSqkkarhSVDZ2U9TTWZ/mROhXI1jqXZAGjDiQb9uM7k+IGM/jQOIFpnki1pjSk0L7Y2O+SOY8/OqNa/SzbomgWMhHaxm4TIDkkgfU8t6Fb/SjbLEIfYZCAhj1GdM6D3fvNTcT5kC78SEs8k9tqXKCOaA4xyAyC3fuDQOPXDzy3HD2RdTQrLGw2LOu5BPqNjVMT6TbUKo9im1LEYg3tK50Ntz6nmO6hwfSVbKYnNpOXhQxhjcoSyn9I9RzFG0T5kS/W8i6owweK8mtSPLUoxv3awah8OSa49kuxgyxExTcgcZG/wDh51D6G3Jv0huIw4a0nCM00quzxv2jusaDI5Y3o/Gr7XFc9TGYntrhWfSffGfe28e8ULLYRclcSVNfxRQ3D28erTOFlifkDrwxHl3ihSM8s8sDMxhu4tUWeSnSNgfhuKPFw/q5J53QtbXEHWtjubAJGPHvFe2/EEWW1hUBoniJikb3lfJGM+hqNjrC34ICcPleCHOVuYHKIHOkuq7kKTz2Gdu4VNZYY5rmbWGjVCLiIblWwDsPA8/Wkx617UMxZpbKXJP2sEEZ+H5UzXhjG7LEHqryHtEcgSgznzHMetDci35Ez2O4hSKCHJeKcsyycimcY2+ODUi+6p7xEIZZLdQyt3SKFyR6illvwGZbQoV7cEhKeDqRvp8u/wCFTeJWr67S4xudCuPXbf1BpPyOjDHePa37/qKLR4JYp7gnRHcBVKH7EhbYnHcSwNRr2ykh9inY9uIiKTG/YZyFJ8sGjNwF/wDW7buK60/8tgR8jR7SJxJaSucq8fUyA8iVbY+uabcjM9FlfX84IMLqiXkVwpYxHTnvMMjZBPiF5/CpbLJHNEwfUJYxE554fB6uTyzyqdbpE/tEk+zAGGTHIqW7DEeIr214b1DQM5yMdSc8mAb6tvWpvF/66V0/5wV+2kiNvM84IkkZYJwOQcZAkx3Z2qNfcOkgS1lcZ6smGQcw0THA+Bq09TA6XBfCl2Eci92sE6T5E5qBdXSL7OZFJRj7PID3aTsT8Rsam9li0EV90iEYtd4Ai6WtiF0/pQsOefLNQLONQ8wlzqhB7Q31xOds+OMg06n4ksl5mNN4yYZRnfQR2X9KrHD+kOlJxOuZIQYiR3o7Ab+Ok4PpTrc+jPkjpYcSm/8AxDvgHD2kZ4HYo4XKv+kh5HzIr2z+j64XUWmTJO+x38/U99V/h/SOWGJywDvCQFfkeqc+PeNq6FZ3/WxpKrEhxkH1p05oxZ5aWTuKbOkg1q8QNCjuKOkoqkDSPk/pn/tC8/lM39a9KFWnPTAf+IXn8pm/rXrbhPDC5FPCDkzG2LobMnuqUvCW8K6LwbotkDarLD0OGPdrbHTJLklNnEJeHMO6oUkZFds4n0PwPdqh8d4AUztVc9PS4JTRS6yj3EOk0CsjVBPaacH4BPcn6tOyObnZR8e8+lSuiPRxryXTkiNN5GHcPAfeNdituGBECRppRNgByH+NZNTqJQ+mCtl2LFu7OZL9HVw2ySRM/cpJXPkGO2fWqrxCwkgkaKZGR15qw3H+HnXcJFKnbmOXrUb6WuCrc8PjvlH1sIGsj7UZOCD+qcH0zXLxfFMsNRHFnXEnV+n4LcuGKjcRD9HLheFXTkkBLmNsgkclHhV/mcQrPdaVeN4gxXvY94NUP6MZ0Thl20qlog7GRR3qIhsPOmBlEt40MeeqnsgEBO2wOn45rvqNmjT6rZi2V7/YsC8XV7qOFc9VcWw0DuGA22O491D4PEhiiEuIZEnZYw22cYJC+uM/ClnBYI1Wx68slyhk6tTtqA1ZVsjlvn4VXb/jk09skzbyW90wzy2wSv8AZRcC9a+X2ouV30kQRzzwoAwuBHKp7wrEE48xW5463tfVD96mgHV+TFWxgd3hSVOEu097DyWaMTITy1Ehh88ij2HD8+xamCTwrqkjbn1QZuXoaG0K1iXgjjjUhs4Xy2q3lCtz5FTjP5U9HEmF3G5PYnRMA8gSNtvHNJEv7Nbd5hqMN5KEK7AxMQ2T8CM/Gm6RRu8VpqIeAIyyEe+Bgkfh+dI+Dfp9Qsl2vD/v/sU2HSORYbmR1DXFvlcn7SF+/wBMVIfiUUhtrcZVZR10bd4cMG0+nMVqi20j3VzrAt5VaOQHmsmrGceB5/GoMnBikdmqsGmgk1YB3MTScx5YIplFGDJqJXSZI6kXD3UkR+qnjIPlLG2MEd2agWHECzWplJKSr1LAk7SRMdJ8jmol1DJA9/BGSMj2iLHfpbJx+R9KJ/pWGZLRMCMzHrQ45CZGGpcfeOadRM0tXLqTJb/X+0SJsrghhn3Zom2z6ioc/Feu9lSX97mXQT3rNG2zZ8dsfGk17cEyXYgY6Jl6+Mj9OJt8fhvXtzeLcJbxqoR3zKpzt1wPaHkG3+VOooyT1LZ7ez9ZetJBqCyhoJPEOARk47jgEH1pTw1ozFK8pYOF6lhjnqPZY+Y08/KpjStDdziJsiZGII/SA3x5ggio1ukclvJIzYebCacbdap1Bs92cfOniZJSsC1zJHa9Ww7KyFG295GGRv4A5x8KvP0eXDLbmN+SNlGP2lbfb0qh3F45t4UcnRlo28ipGD6gH5US9tJkjiTXgqCCFbuzkH4g0ULdH0kjVIjflS2KcVLjk5VRRts+bOkUWriN5/KZv616u3RHhQONqqnFl/8AErz+VTf1r11DoVEOzW7SxVWZvJaYxHbIuQC7e6vl4nyqRYcUcsCcEfo8hSviGWnfPcQB6AUfi5aC0eUAhiuEPm22R6c6qySvllpYZJ4ZexsG/RyCfwzmqT0y4CACcVWeBWFi8czT3RguRvE+vSdQGQdR2O/cavlpem64Zb3EmNckQLnxYbE/EjPxpMOR3TDHl0fPvSGy0saQxxFmCqMsxAAHeScAVd+mUYDGpv0IdHhc8Q61xmO1XrD5udkH45b+bVebhiNUdK6JdERZWqRH3z25W8XYbj4DYelMr9gBpUYA5CnXFmJbA5D5k0lngJrFGKVyfbOjp8TaK7cr3+dOobcS8LnjPeki/wDpJqDf22ATTjgIxYzE/f8A/ZXn/jMbyRku+H/RlmeGxUzkv0fOTw64gH8PI6Y8xbkj8qe9HY4mhtrjXonS3kVEPNwvl90/nSj6Lbd2t+tUArDdM779xtmAx8SKkXXE1muOFzIgjV+tRlHIEkBh+Oa9Wnwc+LqJH9umnXhly51OJTE7Y5ksOfgSBTGbhMFrFcpcNmG5uFEbIQSC3efDByPhW0cx4fHbRKySxzXTDVz0qT2dJzgMD+VVe9jkksb1Tkm3u9Y8gxOfQd9NYLrocca43LLFxKAEgwFShGxEYZAQCPQn415Fcu13w65OcTwiJj5gtkfHOamXFr7G11eyJrimhjBXPNn0qwx4DOa9h4zGl1bWkaKYOpV4MjJWQ6yCG9BioGLoVwcDl9mvLUqdVvIsijxALDbxyu9PLecgWt13OignzRipz6rVbt+k9y3D9eomWKdNbd7IdWA3iM7VZl4ss81vAyD2aaJZFxtpk1E8/DIwRVU15OtoM7jk67X7Ce4sCr8RtADllaVRjnhtQx8Dj4VFt7xx/o25ycDMDny1YGfhv8Ksk/SKNpbyfqgJ7RXQDfEkecAt5gjH86lj39sY7SELiG5dnDZ3jmDghfTVkY86eFUZNS1uFEPHpIEu4yA0kMmxYZzFJJ2lz/n3qicR4eiW0bxuGKv7RGo5iJiM5H3Tz9KbzWkdzNc3AKojK8EoY4IlUgIf52AarduZIktpjn6mZoWHkTuD8xTo5srDWV49ubpMAlR1iZHIORqx5EEfhWXtsiQQtE+WVuuUY3EbEZHqpqdwxRPJOZtRkjDRkKuSyOcKcD9H8sUOw6P3adQ/VHMUjKc4AKE89+Y50xWRLWbqJbkMgZkBljz3asZx5EH5VHksV9ld1YfWMJIlz2sqDrXHkD8hVmg4LMTK86hn7SKdXONz9rb7PdSo9GJ0WKMPH1iOzqNXOPbJ5efzo+AeRXxGd5+piOAHjDLsBmTLAknxOMfhULjyski5O+hQcHO6jBHwq3XvR+WSZDmNFhYFMZ93IJz553+NV/iHDOpdhJ2wxLKRnvJz+yjV8AtI72Eo8LmvTHWqjeqTYcC45LjiV5/KZv6166P0N4gOzXLOlr44jefymb+tenXRri+gjetGnyJcMp8ncruDLCZeTAavIjx9aj9LFmls9MQLlDkqOZXBG3jjwpZwHpGMDcY7/wD+VY4uKW/PkfI4H4VMmNvotq0UngRt7mGKzbhcks4bEkki9UiqT2nM3PlyXHdVu48Yra2S3iGI41CoM8gPPvol/wBJkRSFIHxrmXS7pPqzhs0sMe3lhSrllQ6V3Wpz611D6DrPq7TUB2p3Lk/dXYfD+2uH393qYmvpT6N7Pq4UT/dxqnxwCfmaw6zJzGK8skVdssF3GiK0kjBVG5J/zufKqNxX6Qo4ZAhsp1U8pJfq8jxVcE4+dP8ApjxNFlWKSVoV0ahLp1BWYsM+RAXb1NQOntmF4Qkc0nXSakCSkbkls5Hf7mab5a8heefsh3XSK1uI2WNh1hAIA3BGRnB8vAgVOuZup4PPIdvq3b8QaonCOHBGLK2oEYB8zVj+l289n4QIQcGUpH/8m+S/OvO/EEpauGJe0XucpY7kUD6OrpktkUHAlvDG3mGtmx88U36KCJbeGKdT1iXEojPg45/Del30a8NaW1V1IBhvlkIPeBEQcedMuM8VEptnChSt2yMAO/PP1IFeniV4lcRfwjhb3Fooj7RgvA2Pulhq/DnTji3GYLZJriAausuQk6sMjsjDYHmN6hSW8lhJGuraS5Ztu9DsM/A/KksloZIeJR4OUlEvLwLZ+VFjPHfKDcfunlm4lASSvVpIgzsBEYzsPMH5UfhvCpHThtxGudJEbnwCuSCfLGRTa5t4oJWv2IZRbLFLHnfW2gDPqKXPxUQXttDAxEDQhQucg9YXIPrnFEEVRItujeJL2MsoglXVHJ9nUXyoz4g5FHs+CyLawsVxNA79jO5jLZJXxAO/pVRsL6RrC5gJOY3SQDwBfDfgcGn1lxmR47K5LHMRaJz44xjPjlarnJVR0NFueWO3sb8Q4IV4jy7F3Gynw1FNwfiAaqVzw6RbOQEHVZ3APoDjf0yM/GrdYcZdL+e3OSsoLws3c5TIK55AjI+FLIOkJa0VnVWbrRDdbD6xCCAW88d/lQi7RNVFCO6tm629hA2niE6jzXDftNEfignhtIpMCOcFJGAGRMhAV/XYfjVpnnhE5bTvawdgf7yJl5HPhj51XLzgQ9iLxMD9Z18AHMpgFlx4j9lWK0cqWMZcLtU9ueeNgI1XqpdRwRIAADjvDfsq1u5AAI8jXNOM20iTzqNWLiETL+smDt5gg10qyvBNbxS42dFY+pA/bTWVOJBvr6NEZ2DbbYVST+Aqq3/Gh7RDIkcrDDR7oV1asEBQ2N8qDVlu1yC3LfIpNx52KqRlmR0ZceRAPyJq2JS2EHEJZW3gMYxgszrt8BzohtY3VdYBI/wqpvcF5VleYEdYfqRzQZIywHgcc6tc2kYANGhWdTFYE3rA1boaym4+Zumf+0Lz+Uzf1r0utrgqaY9NP9oXn8pm/rXpNQTKS02HSBl76aL0rbHOqHmttdWrK0Sy3XvSZm76r15xBnPOoOqvM0ssrZCZwmPXPEnMNIoPpqGa+m+jlzojX7xY/gQK+buiY/1yD9cV3JrzQsHmG/8AdXMzu9Vjj+DNWnqrY66ajAW4MIniA0zRnuCklXBHhkg1VeknSj27q0CdXGm4BOSTjGdtgANsVbOH8ZBH7P8ACl/FeF2WlpBFpbuCMVBJ+6Nq0vMoJuXgfJo5fdHoXcIs0MyIhJXIOSPDc1U/p94trngtlO0Sl2H3nwB8h86vXR8rEslw5CqikknuVRkn5VwDpHxZrq5luG5yMSB4L3D4DFee+Hxep18s76j+r/wgZ1sgolr6FXZjtoSDjVxBVPmGhI/bVj4TwLWJo5G0Ml71iZ79IBIHqDSj6O7KKWzAkbSyXqyJ95kiyR+A+VSOLcfaVbSXYMl40bY+IHyNerj0VQlURTxribyIjEklLp1z5FthVi4tcCzZ7mN1ZZ5Y1ZfAKDrBpVwzgnWi5jZgjLeal1bZwckD1Wq7xe4Yx3SZ2W41D46h+wUeRnJjTjt0Wl4hHnZtLj/y2T9lLZtR9hmHgEHrFKR+RFM+GQCW/wAOcLNa6mJ5ANEBk/EU0surt/ZrCdFeRdUyuDkB9blR5ghalWD5iBLYJa3d40+fZniYFgM562RcAY5kHP4U0tYIIrRIHYMJ3zFIvIYHZZh3ZOxrn8XFpHs54XYntpIM+bHV8yD8ak8N4gTbxoT7jMo9Hw39tDsv0mW8iXR1GXhoe4ttLKZ4FXrB4odsjxx+2q7edFWWW+ji7UUsZliI5CRGzo9c5H4UbhfET7TbSk7tGFJ8cbb0ol4hIIr+1DENExlTBwRocFsfnVfTOlq8NYlN9g7aZ39jmIOJVa3kz3MuQM/57qj2l00UUQzvbXBU/qtkEfnTmPjUc0VnrULHK7CQrtpuEKFWz57+uaFfcKWdb6RDjrGwq8sTxMRj+dj/ANVWHI+Z75DvxdetneRA72+WiycdhlAK+lWTop1RtEVCShJKg/YBJOn0GcVUxwRzcqScJLbFZCeSOFAw3h3GldzZXEPD0yzxlZWDBWK9k7Btjyz+dToV1LhIunFmEZwSOfeR31C9qjky2tNgQe0NsVU+OWuuKCQ5MsgRj35xhSfmKRkmLrE5aZgD5gatvTarroxzTTaLhJfW2VAaMM3NgOfrj0oU/HoQxAfIGNwDSOe3V3CxLhYQwJ8ypP57VGtOIJFEhMYZmByfJTt+dP8AmV1fR9G4rZCaMErYR1kN1HzH00/2hefymb+tek1Oemn+0Lz+Uzf1r0mpSkysrKyoQysrKyoQYcAm0XMLdwkX5nH7a7PxZvqUYfwTkN+q/I/iMVwoGu18Pn6yFHP8JGC3nkDOfjXJ+IyeLJjzLx/P8mnAtycQFrxEjG9NmmaTANQLexRDkDfxPdQOKcfjtUMjbnki97H+yser1ktRWPCnybITlGFSfAL6TuPrBaiyQ9uUAv5J5/rflXH6lcUv3nleaQ5Zzk/sA8hyqLXW0OkWmwqHnt/mc/Nk+ZKy8dEWItYCOf8ApFR8GhIPyJp7wrgYKvDK2hhemSPI97QFPZ8cgmov0dXCLYvqUE+0lkPgyQFgR57GoUvGJJoeHysSWFwUY+JyB+RrowqhFKg/STjSyCOVFCMLsh8d5TYE+q0jvLYs1+o30kP+DZ/bUkcKkaO4AUkxXgyO/BOM/kasHE5orZ57xNLrJohdCOTA4fPwo0HcQL+4h9jbAPtEVqiE92iXRnbvPd8ar098zS2cxO4RVJP3JGU/I1I4y3+t3ij3TEcAeCrGR+AFQWs2eyhkUHKTMn9LQR8/zoMUj21th7iPwRx/w2B/+Ne20LezPIPsSKfxBFXD/RaRXs1wxBt9DFmG4DthSu3fk1tfdVawpEVV0uDhiNvq9sEfeGc/Cg1RoxYt0ZSumg3DrRngs5E3OrDAcwrPkEjw2ptdcGQ38lwrA28kbrKf0G0aWB9eYqo2nEjDxJlQkIqmID7qrt896kvxoNb3KI+Q0YJx46sfkcUkuzrYc0cumk5vmPS92Ai4NIlndxn+BlSSJvEgHJHquPwqbc3DhJyMgukNyB4N2dX5VEsuLtpsonOVYurDxGQoz8Kc+2xTJI5IUuDbIPvAkKasSOYnCLF13esZbyPPZliDj4KP2VAl4wWktdXaR4xG6nkwJwf2H4U8bhQe5UqwKiAxTHPuuEGM+uR+FVuLhLhbUsCCJWT+i3+FSmLd8RGvSS7w0MkYwseuJR5Af2rSYwiWIYJaWZg5/mbNv8c1NZ1kUIx2V5JCfViuPnSkQvGYTuD1bn8A1Wq6Meat7o9vS0bT4Owdckd/fQ+J2+shYkYrHlfHfnv+NHt3WSOOE4XK63Y9+liPyFGsZSjSsvutIcemx/bTqN8FDlXJ9ILW2ajhq2DVkOgcO6T/AEd8SlvLmWO2ykk8jqethGVaRiDgvkZBpZ+5jxX+K/8AWg/vK+ha9AoUJsPnn9zHiv8AFf8ArQf3lZ+5lxT+K/8AWg/vK+hsV4RUomw+ev3MuKfxX/rQf3lefuZcU/io/wCNB/eV9CkVoVqUDYfPv7mfFP4sP+NB/eV0zg3Ry5S3hRowGVACOsi2I7tnq6EVowrNqdJHURUZNqvQ+NuDtFR4hwO5EZKx62xsgliGo+ZLgYrm990D4tKxd4ASf/v2+B5AdZsK7kVrRloabRQwXt5/MOSbn2cH/c34n/F1/wCPb/3lZ+5vxP8Ai6/8e3/vK7k8VBZSK2bSrac96N9Gp7aBFuVWPTctI3bjfsezOmewxxue+tuF8Lt4kitZG1OHa5jI7wp238x+VWzjNn1kUifpqVPxFc/vLV0vrJd949H4agf2VZFKgNUTZ+kagQ3ES6faJ8TDxIGn4dxqnXtwxjvEJ264P+LEZ/Kpy8Of2PVj96usEeGTj86mngLGe9h2BKBkzsCScj57VHbQLAcPtg16hkOEkttTMeWDFgnPwo1hIbSaC0Yq6MC7d6lnY6G9QEH40Ti16qwTQaB1tvAkWr7r6Aw/Gqq1yS9sx+yqr/QkYflig+GCw9rxB2trhCc6nR/iWOfnijdJJH6q2DbYUjHo3+ND4PFiW4U8kUsf/LkXPyzTHi0BubZJYxlhIwC95Q6RkDwzVbtyr+dm2DhHTSbl9TaSX4eWQCCb4+e/4pQ+EWjNb3bgbIq5+L1Yri2SK69qyHihjw+D/CINOj1JNai9ighECdpb5iXON0jbZQPvBjn+bTSRRi2ttyfsR2pIazz4FvxZjXgkPVR787kn8qcR9U8ytssVmCjE8yMbHH62qtBwcBYU1DUkpkk392Mk4Y/BfnT7WVb/AGBe+ZWviGxqxvnv1YFNX44odi41dSI9A+/IuCf/AFZ+FIrvhr9XcN/vJlCfeGScjxHbFR76Eq8uf9+F/o5x8jUVoLy8Ugd9A6Kc7EpqI8mlemCXoLO0gy2rql8FDjB/L516bpZQ6ud3dl1eCR4Naz2Ooqy8pJ9Sj7pGxNXVXRmu+wN3ajDFN1ji6st4sDv+deC7OyE4CqvId5G+fwFBgbGFbOhpX1Dx0gf20wtY0kJlchQ4Glc8guR/ZUXPQsvTPohUrcLXlZWQ6JvisxWVlQh7itTWVlQhqa1IrKyoA0xWpWvKyoQ8014VrKymIDZKG0dZWVAEeWCkXF7DlLjtxhih8CRWVlNERlTvOKPHLaLpAWbLSqAMM7Y3/HBqv33FHks5mP74s4XX36QxZR8DWVlOyt9ke5jaS5u9vegLc/BY2/ZUG04YzxW8mNjMY+fmh/aayspWuSIe3skcDTXsQ1LMerCt3ZYmTI/m7etLbi56q8iEQKogRQue59znxyW+QrKyg3yKuRZDOxhuF3wxVj66/wDGhksTB5Db/iNWVlRodG/WNouPvMuf6ZNHubp8zbneNEPoAv8An41lZTpCMkw8QcMDz6uDb155/GpdmTPpRttAWVj3sTsc4+FZWUUxGuBTdwMuD+l1hH9LH7K3ju3QMR9mFQPLLDcfjXtZTddE77GQiWQsMaRCCfVpEOT+P5Ugu4GCxjH2M8/EmvKypJWrBHiR/9k=)
![Qué es la antimateria y por qué no paras de escuchar hablar de ella en las películas | Life - ComputerHoy.com](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBw8QDw8PDw8VDw8PDw8QDw8QDw8PEBUQFREWFhURFRUYHSoiGBolGxUVITEiJSorLi4uFx8zODMuNygtMCsBCgoKDg0OGxAQGyslICU1Ky0vLTU3NS44LS0vLS8tNS8tLS0tLS0tLS0tLS0tLy0tKy0tLS0rLS0tLS0tLS0tLf/AABEIAKcBLQMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAABAgAFAwQGBwj/xABGEAACAQMCBAMFBAYGCAcAAAABAgMABBESIQUTMUEiUWEGFDJxgSNCUpEHM0NygqEVNGKSk7IWJERzg6KxwlNjo7PB4fD/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX/xAAmEQEBAAICAgEDBAMAAAAAAAAAAQIRITEDEkEiUfATYXGBBDKh/9oADAMBAAIRAxEAPwDw2pUqUEo0KNBKNCjQSjUo0EFMKgoiggFMKgFMBQQCmAqAU4FAAKYCoBTgUCgUwFECmC0C4o4pwKOmgTTU01k00dNBi01NNZdNDTQY9NAisuKXFBixQIrKRSkUGMilIrIRSkUGMilIrIRSkUGMilNZCKQigQ0DTGlIoFNCmoUCVKlSgNSpUoDRFCjQGiKAphQEUwFAUwoCKYCoBTCgIFMBUApgKCAU4FQCnAoABTAUwFMFoFC0wWuk4HwiM201zPC8+sPDaxxatRnwCZTj7iArnzLj1xWf0XKNm0IfJ54EI+als/yqe0XV+yv00dNb78OcAsCkgUZblyxyEDuSoOceuMVraKu00w6aGms+mgUoMBWnhtXfOhSwAJY9FA82Y7L9a37e1ACvICdXwIMkse23f5fU9g2eKFp5YoZZBDG0iIEXxMoLAZ0L3GejafTFTbfrxuq42ka/HKrN+FGJX/EVWH0A+ta1zp1eEKAAB4OZg+vj3z+XStmTlAnSrP5FyEB+arv/AM1YmmPZEUf7tW/m+TRLpqEUpFZ5XLHLHJ2HQDoMDp6CsRFVliIpSKyEUpoMRFKayEUhoMZoGmNKaBTQomhQY6NCiKCURQo0EFEVKIoCKYUBTCgIphQFOKAinFAU4FAQKdRQApwKAgVkAoKKyKKDcgt4OWrvO2suymCOIlgoAw5diFAOSNskY6U6XCLtHAoPTVL9u/5EBP8AlrVVazRIewzjc1LCXToPa+dyLSAsSkdpAxXOFLyrzidI2/aY+Siq3gMCNcRq6B1OoaGzpJ0nHTHfFW3tXFqFlOPhls4V/iiHJI/9PP1rQ4ECLmDAziVCR6A5PyGASTXPC/RtrLmsHDU0u0v3YUcn1LKVRPqT08tXlWoEq24tGI3a3X4YnbW3TXKNi/yHQDy36k1oaa3jzyX7MGit7htnGcy3AbkJsQhCs748Mak/zPYZ74ybKzMrhRsOrMeiqNyx9AKycRmDlUjBEUfhQHr6sf7R6n6DoBS3nUTQcZlyIWXKc2HMgBGM8xxgbZ04A8JJ3J861uDwkSCTT4UWVwcbao4y4H56fzFbfG0IdEx8EUS/I6AWH94tWXl8uCUd8JD/ABswdz9AgU/Os7+lebeVRaWaOk8khZVjj8GkKdUpYBUOe2NR23wpquIrqOM2ywW8NqFJuXYTS4JyMrhIivc4OfTJ86pJYuXjK6mYEhiMx4yR4ez7gjPTIPXrWsctxNNNbdiM4wv4mIVfoT1+lKY0HWTP7iM3+bTW6tjLIplchVCsQ8raQ+kHwJn4jtjA6bZxWGTkuThTBknSNTSRD+zv4gPXxVdjRlC58JJG27AKc432BPf1rEa2J4WU6WGDseoIIIyCCNiCO4rCRTaMRpDWQ0hqhDSGnY1uWvBrqVeYkD8vBPOZeXDjzMr4UfnQVxoVanhkSfr7yJSBkxwBruT5AriM/wCJSM9guwjuJdt3M8Nvk/7sRvj+8aCoo0KNBKNCjQGiKAphQEUwoCmFAwpxSinFAwpxSCsgoGFZUrd9nuJ+63CSlBImGSVCqNqiYYdRqBAJHfFXMV7YyZ5VulpJk6TNzLmLGdgcnwn+FvpWcronN0WEQXzuZWjsZyNSsEZLaRtho0qDyz3yPDt0HWtK+4PPbtpljK5GVOzKy9mVhsw9QcVu3M19CAwwkZO0lukKxk+QeIYJ9M5rf4V7bX0RxJIbiPoY5izbejZ1D6Gsby7jUknDnUhbIGkknYADJJ8gKtbCyK6mMnLCjEjBtKLncKXGcscfCoY7ehx11tcRXe1vdyWdw6hhBPNJLFp32V/u5x94dD13puI2F1CBzo4mSMKFBiUl5iAXkDKBnJDAYbPgXNY/WvTpj44FnDDc2TQF+ZJbkzJzSY25bYD76dWNlIyMYyelLB7ORqrwI7i6bS0mysViO4iG41AnGXG22MeepwTi1rb3STNDJG6N48NlSD8SlGydwSN3712tjwnYmCYPaznnW2YxqjZsk68klwdW46fe+fObxuvu3vG/DkeN+yV08yOqriYIDI7iJObgKxOrB3bJ6d6WL2VhV0WWcZVpobhAJF0zocaVbTvs0bdNwdtjmrfj/t17uEtFC306DBcKJEYnxKFVepA22x06bVxFz+ky5d9R0HxFhmKMjJPXcda9OOGcx1081yxt4Xt5wpreExwxi5ZyBK4Y52JKosakMRtk4yNh5Vo+zh1zge7xyrgkjlnIA3JGDktsQAc7mt32d/SDA8sbXEKBlZmWWNVDK7Lp5mnoSMD8hXoFnYLdJNPpjBlfUjW2A0yDfTIT0X4c5K5I37VzzmWGPW7XSWZVzHG+HZXVIiRyy8t4wfd43DlcuxBIJGo9Ce29a6ezj2yo0ya3iBaGIeLmXD4JZvwqoC5zj4fWu2ueAxif3u4weXHGkYPw6goHhX55P/Qd6qL/AInAea7rzAo0shJIIAzp5YxuT2cg9dq8f6mXWnWYyuMbgc2TKyrPLKNUkzOPd4gT8LEdWI3x0wR8QJpLnhscZDXEhllAwodfCvkkceDgZOx0svoK6dG4pdMhVBbWxALSSBY20E+IDAGPQqPI1lPBnRXHvU07lGDyiZ8hiNm1DVoXzyAfVgcV1mdrOUjgpWKtqe2EsxHhiKvO+B/4pOQuPwqAf3dqr7y8umZmkuIoCcDEfLTGBgDTACRgDuK6TjfCpWjX3ritvHbgkpEktxP3GSAFOtthnJ29K5XiCcOhkKxma/Cn4y6WcJBGfh0s7YJx1TpXowm45XtJr2YRhRfc1yJJFCSThk0YLI+sDZlyw9VP4q1rQ8QuF1RxNOneR4I5Ih85ZF0j6mmtONMksRhggtwsi7xwCWXTncc2cu4OCfhIqt4pcSyyHnzPOyMyhpZHlIwcbaicV09Ym6s3jj0MtzLZoWXAMCm4nXcHKi2+yztjxN0Jqv5timNMU1y2Os0iWsef93HqYj/iCtA1jNaRY/05Kn6iOG1wMAwQLzB6iaTVID8mqtu7mSVtcsjyv+KR2kb82NKaQ0CmlNMaU0GKjQo0Eo0KNARTClFNQMKYUtMKBxTikFOKB1p1pFp1oMq1Y2/CLl0WRLeR43zpdY3ZTgkHBA8wR9KrlrYt9ZZVTJYkBVXJYknYADvml/YWtj75buCgkiJIB1Aqp36MDsR6Haustw7gCaxgmbJ1PbPaAkdPhQEefTFc3aQcTGyLcjBxhRMMEdtqvOH8M45IcAXA6E81nRd+nxnFefP+m8VxbWB5qye7goGH2M8M8S46Yxkx7DoTjoKtvd7qJpOUsk8LO5aMlJxuxJGjbb90n1o8K9mL9QGnuo1broEcbP8AIsV2/nXQXM7Q/wC0RqxOo62jDfugZ8874rx+TO/y7yb5UY4TZTlFnBt2bcwuPHoA1MdK5MewPdR6Gtnj0MlnBJb28zO86zSwlioKMNKhEX8I16iRthR9ej4ZdvIwDaH1KcEanU7b+IR4+ma5L20uJI72GFUUwScpbiMQ3sjcpiyPgJhE8DuMnz36V6P8a7lv2cvLxw8M9qLhmuWlHhSdUni0hUAR1yEAXbwnKHHdDWzZ+yMxgmubp1so0gklhWfCyzuo8MccZIO5x4j57Zq5m421qplkgSW7gvLm1NwMIVVBqyoIIVmkkkcsMHbHQkVxvEr555XlkZmLMSNbmRguSQuT2Ga9m98uOvhlsLaV3jWIh2fYDUEAbBOgs+BqwPPfI77V7F+iLjs0Vw1hcIyMTgxyBldHAyPCemR6eVeNcN4g0LEEcyF8CaAkhJE8j5HybqpwRuK9P/R2rSXkduzmT3IxT2lwQdZsmKtyWPlpkjZQfhOsfeqznileycV4eHcySTERMukx9FORgg439eo3rQitba3U8m2YnZsqqIMjwg6m26evnV1OQ40mTSTkeFiDnb1H/wCNc/eWcepwZUOrClZASTgYHU7+X1r5HkvrldPVhz21b6fm4EskMLkjT9vHcyhuwAcMF/hFczxW74azu0948zBmZSWkuSO4VNa6FPkQNvOrluDpG4cGPZvDiCYMD6kN2Gf5VyPForqKRxEiNErEJI00sepfPS0u1dPFzztM+JpQXkNtKZJc3MmAW+02JUDprAbfHmAPWuZkxk42Gdh12rqrie6bbRAfnLDJ/mc1z/FZX1mORERomdWEaRL4s4ILJ8XT17+de7x3hwy7a1moMseegYM37i+Jj+QNasjEkk9WJJ+ZOTW445aEHaSQYI7pGcHfyZttvw/vVotWwhpDTmkNVCGkNOaQ0CmlNMaWgxUaFGglGhV5w32R4jcwC5t7OWaFnKB4015YdcKN8euMUFKKYV0qfo+4wf8AYJV/fUR/5sU/+gPEF/WLDCPOW9so/wDrJWfeLquZFMK67h3sbAJY/feJWkcGr7XkXkcs2nB+AIrDOcU1z7P8GTOOMljnZVsppNv3joFS+TGLMa5IU4Ndda8K4Hp/r80r4/VmKKyB9BJKxT+dW/DitoX924TdETRhWnmu15TJqDAiWKMKBleqv261n9WHpXFWnCbmQBkgdlP39DBPmXOw/OtpODEfrJ4Y/Tm84/lCH/nXccNZ7lyWgsIVHWaVpuJMp+6CTJIuSdsHHoDV1w28kjJjijlmmyQnLtbPhaY7MiY5j/VT+7XO+XL4amMcTwf2Pac/ZJcTqPiZLcRRf4jt/wBufSuitfZeO1ZG93zKrBlae9S2VWByCpJRyen3R866R+E3MgM17JFbJ+K+uLmU+vgdo0Hy0YrSl45wa0BBvpLhu8djElun99AgP5msW+SrPVvcK4bdl5JZZoIgy5XlcwkNkEsZpUYsMZz4x86uLThTyDwXEjZ+MrpbX8mZpAo+WK5Cb29iR4Us7KKGSdUZp7ovOyI5zGXK75K4fvsy9a3hxLiU4LPM4RfiZgtvEv8AwwVAHTeVhkdq5Z4Xu/n5/DUvxHW2/A4IvHKzDQc/6xc/CexwhwPyrLBNYJgRqjEA6NMW5HU6SwJbudq4PiXF7eFYI2drmUhpFWPSwy76RhyuFHgGAqeeG3ydiw4nKjK5CxOzYWONdbFumlmYlpG33BOle+/hrlcNTevz/jX7bel295ldRGhewbwnGfw//Qrm/bzg6XcSNylneLLASTTLCuBrDmOMguSQMDI60LrDS8rVzZyBm3V8YXplmHQY6geI5wMDrYrxNI0MSkM6eE6AANXQog6ZXIP0PXBNdP8AH81wuqzn499PCv0lnKSbEY4jOjKShxIHlY4VcKhKPCSBvvuScmvPK+ieN+x0dwlwiyLHNhZ7grqEKSPE+vS3dSh8Q8mB3IFcNF+ja6gmjkZI2WOVGPMaN4jhujKWAYHGMZGelfRx1qcvPbXnnDOGTXEqwxLliNRydKqgGTI7HZUA3LHYCvcPYO0jgSGQSDkxRmLnODG1xPqdVA78tQ7aR1AOSM4Abifs9bRTOHIRZirPbW6ATzlAQqnfCRgRkqgOPCfiYCr32u93tYbVeViDdY3Vd4pQQRL69eh6kDy3mecxmp2uM3eW7NcSyAtEyq6EF4pJEmjY9SFcbgjyIrmuNtaGclZmikkJdOXKUjcnB3Oduo28P71VE0s0CmRJCbhE1JMp8MkAI3z95gPPtnyFY+Oe5zww3MuYGlRVMkakjUNQbKDqcrt8Iweu1eCYfVt6d8cMvGL++WWRCVuY5FGYGReYI2AbSoxqxud1JHnmuanVcGS3lliC7yRglmT1O4Ontnf1xkCs3EnnnUpBKJoQ4aOJSOaoVdKgKRq6ddORneq6Pi0yN9shkMfViCsy9vjxnvjDZG/Su+GFmM+7nllusZ4pMN/fnOOw5zH8mwP51WPcqpLICzk55kgGQfNUGwPqSfTFWfEre3mHNtW0MI2eeGVkjwVySYuzDGNgc5zhcYqgJr0Yzhz2V2JJJOSSSSdySepJrG1MTWMmtIU0hpjSGgU0ppjSGgU0KJpaDHRoURQSt+LjN0kPu6XEiway/JWRhHrP3tNaFZbaB5GCRo0jt8KIpdj8gNzQF7hz1cn5kml1Hzrprb2A4kVEk0K2MJ/a380Vmo/hkIY/QVkHBOEwf1ripuHGzQ8NtnkyfSebSv5A1NQ25bNZrS2klYRxRtK56JEjSOfkFGa6Mce4ZB/VOELKy9JuJXElySPMwx6EB/OmX2v4tclbe3mMCMcJb2McdmgGOn2QU6QMkljgDJO1UWo4VxgDmSJb8HjcDxym04YRgDYAfbE/Q1naC1sJFe+4rPeTEAy2lnG5BH4JpLkgEHyKE4OcDIrl5bxLZiYX592f1l4SXCN3EBO5P/mnf8OPiaoZyxJJyScknc586xqZfC9PSZP0kQvlIbNLQAYiaVpbmAbY8dvFoUZwvi0uduh7c9xf2j4rgRyXTRQuCY1tDHb2zp0ynICq6/PJHfeuYFWnBWlJMSoJYW8csUh0xYGxlLkjlED9oCMbDcbFZ68z8/PzRPsRHnnaNAZJmC6I1y8jBRk6VHYdTtXR8O9jpA6G+kWyjILskrYuGjUFnKxDxDwgnJAHrWvHMll/rPD5GldSUNxkgwFgVC6MDVqBIEhGk9NINaFvdyye+XErGR+QVLuSzF5pEiJJPfltLU37ThZNXl1Nz7WWcDu1ja65XYsbq6wzb9kjXZABsBkjGAc1QX/Grm6I5srPj4U6IvoqjZR8hVKprs+EcNWxjjvrwhXcB7WAgO7AjIn09MDtnbO5zjS2bjjhN903bV17mLfksy6rkWdsNBIURKIl1M7Z8A1E5bY9hgkkbnAruXS/u321xcMsKS6QoQKMtythoVQwGds6xsMb8r7R8Qnnjs5cFIbiNgMkkNLFNJGSzfeIXl7npqOMdK6+6vF4ZYpbgq8gVS7gZDSSZcIpxkrpZSx6EBR96uGWGUnPdb9pavb6WOySVYH1XN1JJrnP3Uxrdh/ZVTn1zn5cZx/jz6Io9KyKw16ZkWQhBlYwT1zgM2Qf2ho8VlkMcCjLy3KQxp1LEyaZ5D8y0qD5BhVBffb3bIraUBKhz0SGMY1n5IufpU8Pjn+1XLL4jpeGcau47eJYeXAknMebwfZi3B0RglskeISkBTncY610cfG2lEM0KLLFqIuA6ltLp4uaFJODgHBOcZxmvNOK8ZechR4IYwqRRgaQEUaVLeb4Aye9WPsnxWa2W7ljJCpB4hjK5Z1Rc+R8R/I+tdssLr2Z9p0tLvjEsbc6XEUg0cqBfjygOmSRjlgBqY4zvqO2DmrrhnHobq3ubC4ZZFSJXgdiQMpGNWCcHsT+dcJLPbTEszPA53O3Njz55zqUf3qxGwj0llvYcgqAp56k5zvkx42x/MU9NzntFx7NcS0ym0uMcluYp1MByzpIYgn0yMd60uOtNBCLYsJYHPNicjUFXOVCH7ucknz11r3FohCStNExxoKrJszJjck420lfU79OtZrbiUTj3a4lDRkYRsHKuWLZJxhV8WNicbHcag1nF9p/bdx45c8uokBdyfp9Sew9TW7JxuVVEesTKPiMqrKD/ZXWCVUY7Yz18sYuLwvCzRadCZ/ibB++e5B7DbuOxNUxrrqZcufXDNeXAdtQjWPYDSmrTnz8RO9ajGmJrGTWmQY1jJpiaQmgBpDRJpTQKaU0TSmgBoVKFB01j+j3isi8x7b3WHvNeulnGo8zzSDj5A1n/wBHOF2/9c4wkrLuYOGwSXRI8hO+hAfzrl72+mnfmTyvM5+/LI0jfmxzWvQdh/TnB7f+qcJa5cfDNxK5Z9/WCHSpHzJrFc/pC4kVMcEqWMJ/ZWEMdoo/iQavzauVqUGa5uJJWLyu0jnq7szsfmTvSUtGgYVaf0tpt1ghiELMGFzMGLPOC2VU5+BQMDSNiQCegxVUwoHBpgaximFBmjIyNWSuRqAOCRncA9jirG/4kHBigUw2wbKxZ1MfJ5W+++O/Qb4AFVYNMDTQ2rO6eJtaHBwVIIDKyH4kdTsykdQa3J7uHlMkMbRmWSN5VLh0Xlq4VIz8RUmQnxbjSoyetVgNMDU1N7Xax4NIRcQFTGrCVMNOFMIOesgbbT55ra49xM3E7OWJUeCPPXQuw+RPU42yTVfYLCzETyNEmhiGjjEp148KlcjYnqc1vWHBzM4WKeF1ySzcwxFEHxOyyhTgDc4z0plqc1JN1s8MOiP3iXxJGxWCJiSrTHBPh/CNi3nlR97ItParib3aW05JzFDDDIpYuS/KR+bk+esAn0UVWcUtJ3YBIwsES6Ig01uo05zqY68aiSWO/U+QFbEESKXWaZArQW7NHEwnlIS3UNgL4OhLDLDdFO4rl7zvbrjh8aW3tDzmTh0kJZnjghhHL1B1m0iRMY3B0OuD30t5VR3M4jRokYPI5zcSg6gcHIhRu6ggEn7xAxsATcXfFhFeTWoj+wkIhn8X2skarpDKxwFwu6gDfODqBxVdJwVjrMEfOgLnS7NyLhF7CSNv+1WB7HtWcOJ9XRrd47VakkgAEkkAAbkk9AKs7+QwRC2VjqfEl1pOxb9nF6hQSfm3oKlvayIcxW0wwpLytHLq3wNEXhGnPTVjVgk7YOa+W3fUzSvHEScnVIpbJ7ctNTD5Yrp7S09NT92IvSl6eV4FVguuRzjTIcRIpyM4TcvkZG5Xr0rUL10cq342zBIPwvG38mH/AMj8q0S9IWpC1TQ6CCcXFuyvu8CgsQCW5IIUSepTIHqh7aAaoriMoxU+m43BBGQQe4IIP1pFlZc6WK5BBwSMg7EH0rIZ1MRVs61I5RGMaSSXVvTuPUnzqTHXS2tcmkY1CaQmtIhNKTUJpSaAE0pNEmlJoAaU0TS0EoVDQoFqVKlAalCjQGpQo0BpqWjQMKYGkphQODTA1jFMDQZAaYGsYNMDQZAa2rW/ljSVI3KpOoSZRjDoGDBT9QDtWkDTA0GQYqwecJOjHdQluHHmhgQOv1UkfWqzVW3xE/akf2If/ZSos6XXtWmZWY7vGkHMI6MrxIwf1wxZSfIxiqe0L6wYiVcZOsNo0juxbsMda3L3jbSm1Mh1LDarauqoqnlAsMZHxNp0sCejD0rRuGZMwkgqGySoADjqrE9WXBBGfOkmppd75bs97Ew0NCGUHPMi02zu/dyoUpjsBpzjvkmsRFt2klUeRt4nx9RKM/kKr9VTVU9ddFy32sMWw6ySsPIQRR5/iMpx+RoG9jCuqQKNa6S8rNNKNwcoRpVTtjIXOCd60NVDVVkS3bIWpdVJqoFqqGJpSaXNAmgJNKTQJpSaAk0poE0CaCE0pok0poIaBqUKAVKlCgFSpUoJRoVKA1KlSgNGhUoGo0tGgcGiDSCjmgcGmBpAaOaBwabNY80c0Dk7VucUP2z/ACjH5RrWgehrb4jKrTSMh1KSNJwRkaQOhovwxZraY8yHV96DCtv1iY+A9d9LEr8mTyrRzRzRD6qmqkzUzQPmhmkzUzQMTQzS5oZoGzQJpc0M0BJoE0M0M0EJoE1CaFBDQqUDQShUqUAqVKlAKlSpQSpUqUEo1KlBKNSpQSjUqUBo1KlAc0c0KlA2aOaFSgOaOalSgmaOalSgGaOalSgGamalSgGamalSgGaGalSgGaFSpQChRqUAoVKlBKFSpQShUqUH/9k=)
![Qué es la antimateria y por qué no paras de escuchar hablar de ella en las películas | Life - ComputerHoy.com](data:image/jpeg;base64,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)
![Ni idea-12 ¿Por qué estamos hechos de materia y no de antimateria? | Onuglobal](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQrgv8vVsgvrieu1TI6-KFWOZj00l9bOgBy4g&usqp=CAU)
Se busca antimateria contra el Cáncer
Evaluando la fracción de células supervivientes después de la irradiación con el haz de antiprotones, el experimento ACE ha encontrado que a eficiencia de éstos es unas cuatro veces mayor que la de los protones, mientras que el daño producido a las células situadas antes del blanco era básicamente el mismo. De con Michael Holzscheiter, portavoz del experimento ACE, este hecho podría ser extremadamente importante para el tratamiento de casos de cáncer recurrente, donde este tipo de propiedad es vital. La tecnología desarrollada previamente en el CERN para la obtención de haces de antiprotones de buena calidad a la energía apropiada es esencial para este prometedor experimento, que difícilmente podría haberse realizado en ningún otro laboratorio. Éste es por tanto un magnífico ejemplo de cómo la investigación en física de partículas desarrollada en el CERN puede generar soluciones innovadores con excelentes beneficios médicos potenciales.
![Tumores parafaríngeos - ScienceDirect](data:image/jpeg;base64,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)
![Hemoptisis recurrente en paciente con carcinoma escamoso de pulmón](data:image/jpeg;base64,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)
![Resección de tumor intramedular guiada por fluorescencia con ácido aminolevulínico](data:image/jpeg;base64,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)
![TUMOR CARCINOIDE GASTROINTESTINAL: DIAGNÓSTICO, ESTADIFICACIÓN, TRATAMIENTO Y MONITORIZACIÓN GRACIAS A LA IMAGEN ANATÓMICA 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)
Los investigadores de ACE, en colaboración con otras instituciones de todo el mundo, están realizando en la actualidad nuevos tests para comprobar la eficacia de este método en el caso de tumores situados a mayor profundidad, y comparando sus resultados con los de otros métodos más convencionales como la irradiación mediante iones de carbono. Si todo sale como se espera, los beneficios clínicos de esta nueva técnica podrían a producirse dentro de la próxima década.
![PPT - Nuclear Reactions and the Transmutation of Elements PowerPoint Presentation - ID:2916086](https://image1.slideserve.com/2916086/slide1-l.jpg)
Otro ejemplo importante de tecnología creada en el CERN con a la terapia del cáncer es el Neutron Driven Element Trasmuter. Se trata de un sistema de producción de radioisótopos específicos específicos a partir de un acelerador de protones cuyo desarrollo fue liderado por Carlo Rubbia, Premio Nobel de Física en 1984 por el descubrimiento de los bosones W y Z y ex director general del CERN. La idea es utilizar el haz de protones para producir neutrones los cuales provocan reacciones en un ambiente apropiado donde ciertos elementos son convertidos en los isótopos deseados.
![Producen isótopos radioactivos contra el cáncer](data:image/jpeg;base64,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)
![Isótopos a medida detectarán la lucha contra el cáncer – 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)
El CERN produce isótopos radiactivos contra el cáncer
La diferencia entre este método, seguro y barato, y el método más tradicional de utilizar los neutrones provenientes de un reactor nuclear, es que no requiere el uso de material fisionable ni funciona críticamente, es decir las reacciones se detienen en el momento en el que el acelerador es apagado. Más aún, el método tiene la ventaja de que sólo se producen los isótopos requeridos, lo que redunda en una reducción de impacto ambiental. Normalmente, el blanco utilizado es plomo, elemento idóneo por presentar el menor ritmo de captura de neutrones. Los neutrones se producen por espalación a partir del haz de protones y permanecen en el interior del blanco de plomo, que está rodeado de un deflector de grafito, hasta que su espectro se suaviza suficientemente para cubrir un gran rango de energías que permiten su utilización para la transmutación de los elementos necesarios para la obtención de los isótopos deseados.
![Lattice Energy LLC- LENR Transmutation Networks Can Produce Gold-Dec …](https://image.slidesharecdn.com/latticeenergyllc-lenrtransmutationnetworkscanproducegold-dec72012-121208153349-phpapp02/95/lattice-energy-llc-lenr-transmutation-networks-can-produce-golddec-7-2012-1-638.jpg?cb=1410434246)
El Neutron Driven Element Trasmuter ha permitido, entre otras cosas, la producción de radioisótopos beta emisores como el 166Ho, 186 Re o el 188Re que son de gran importancia en braquiterapia. Dicha técnica, muy utilizada en el tratamiento de cánceres ginecológicos y en el de cáncer de próstata, es un tipo de radioterapia de proximidad donde la fuente radiactiva se sitúa dentro o muy de los tejidos que requieren irradiación. Típicamente, la fuente radiactiva, de alta actividad y corta vida media, se encapsula en una semilla, filamento o tubo y se implanta en quirófano en la zona deseada. Las diferentes dosis requeridas en cada caso hacen que sea fundamental disponer del mayor muestrario posible de radioisótopos con la actividad y vida media apropiadas, lo cual convierte al Neutron Driven Element Trasmuter en una herramienta valiosísima para el futuro de este tipo de técnica terapéutica.
![](http://estaticos.cibersur.com/resources/archivos/2012/3/20/1332248357433internetc3.jpg)
![](http://1.bp.blogspot.com/_UqqiKR1M0pM/TMnRVj0IVGI/AAAAAAAAAAY/00HNyAPbsVo/s1600/mundo-internet.gif)
y computación sin fronteras
CERN, … where the web was born; éste es uno de los reclamos publicitarios que suelen utilizarse para hacer ver al público la importancia de los retornos tecnológicos que en este laboratorio tienen lugar. Y en efecto, fue a finales de los ochenta cuando Tim Berners-Lee desarrolló estándar de Hyper Text Transfer Protocol () e implementó los primeros servidores web en el CERN. Su esfuerzo permitió la comunicación fácil y segura y el intercambio de todo tipo de información entre todos los ordenadores del mundo conectados a internet, dando lugar de esta forma a una de las revoluciones tecnológicas más importantes de las últimas décadas. Las repercusiones científicas, tecnológicas, culturales, comerciales y de ocio de la web son ya tan conocidas que apenas merecen comentario alguno.
![World Wide Grid (WWG)](data:image/png;base64,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)
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El término Grid fue acuñado por Ian Foster and Carl Kesselman en su libro The Grid, Blueprint for new Computing Infraestructure (Morgan Kaufman, 1998), aunque las ideas básicas habían sido consideradas con anterioridad. No existe un acuerdo general sobre cual debería ser la definición precisa de las tecnologías Grid, pero hay un amplio concenso en que esta debería contener elementos tales como recursos compartidos, virtualización, abstracción del acceso a los recursos y estandarización. La filosofía Grid consistería, no sólo en compartir información entre diferentes usuarios, sino también recursos, como por ejemplo, procesadores, tiempo de CPU, unidades de almacenamiento, así como otros aparatos e instrumentos, de tal forma que eventualmente cada usuario tendría acceso , por ejemplo, a la capacidad de cálculo de todos los demás usuarios de esa Grid. En los primeros tiempos de esta tecnología de la información se llegó a hablar de la Grid, refiriéndose a la posibilidad de existencia de una única World Wide Grid.
![](http://www.citi.sinica.edu.tw/images/page_used/2010-05-11_114942.jpg)
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![El Blog del CCI: SMART GRID vs INTERNET. La historia se repetirá.](data:image/jpeg;base64,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)
![Hackerspace Global Grid, la red de satélites ideada por hackers para mantener la libertad en Internet](data:image/jpeg;base64,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)
![El 20 de diciembre de 1990 apareció la primera página web | Prensa Norrköping](data:image/jpeg;base64,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)
Todo surgió del CERN
Hasta el momento,, sin embargo, este concepto no es una realidad y más bien lo que se encuentra es que diferentes grupos de proyectos crean su propia Grid usando sus propias implementaciones, estándares y protocolos y dando restringido solamente a una cierta comunidad de usuarios autorizados. Así, aunque se siguen realizando importantes esfuerzos en cuanto a la estandarización de los protocolos, no está claro cual será el camino que este tipo de tecnología seguirá en el futuro en lo que se refiere a la futura existencia de un única Grid.
![Gran colisionador de hadrones - Wikipedia, la enciclopedia libre](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQwAAAC8CAMAAAC672BgAAABaFBMVEX///8AAADQ0BLOzgDPzwDKygDv7+/q6urOzs78/Pz19fWFhYXk5OT5+fnZ2dno6Oi8vLy1tbV5eXnj45D9/fdJSUmTk5PX19erq6ufn58+Pj7Dw8N7e3tycnKPj4+KiopfX19NTU1nZ2fd3XBXV1fU1Dj29t/n56Q1NTUhISEVFRWcnJz09NH4+Oft7bwoKCjs7LLf33vV1UPn55zd3Wvy8srY2Fc4ODji4oPa2l3i4ov/6en/fHz/4uL/xcX/oKD/iYn/sLD/PT3/QkL/0dH/U1P/bm7DAAD/WFirAACFAAD/hIT/paX/aGgAABOlpQC6ukpGRlhHRwDDsLDgQUHxJibEk5O8AAByJCQwQkKcUFD/lpalpVA9PQDsg4OOUlJWAAArHh5JMDDPg4OBgQFNTST/t7eySEiig4OuJCQlAABYZ2c8Tk7oLy9EAADlUVH/AACcnDbcAADLJSXfpqbi0NBrTk51AAD6KRGZAAAR/UlEQVR4nO1d6YPiVnLX4xBCFxIgoROEEEdDN83V9DUzbc90z3g94+wmjrNxJtk4mY2zidfZxNkk/37ek8R9SOIQooffh4YWOp5Kdb16VSUMO+GEE0444YQTTjjhhBM+S7T7V4ceQmTQi8fjt4ceREQwiMdisXju0MOIBGqIFpAa+UMPJArIucToHHogUcAwYRMj0T30QKKAqsMZiSFNszboTCaTwsn0oQcWEtIkS3CSXNJNq/EXyZiDX4NFnCmGqYkyrxYyz442qQInU6bSnLnhXzu0SPymJLooUZpuGlZZOZvZ8VLQS5JKk4e+i22RIiTKGNPgTNCpFs8RdIqBv/VdBdpefihOswQvFTWjMabKtSnyhWOkSUpt6aPbEOBNEAtP9sIlhve5GLygysUxVcqUdDwkoblS2X2UeotjmVX73dhOVz3AmfECXzRdGTJbRMQpQqqiQ4dLvaWmvPYeQHf8LvhFGJYrWo7c6RK7yTD3jxSn2Q/tMut7hLXOxcaXw4mW4QihSETL4pAuIYyQeTfFUdc2QVpEmJddg4JoqzbTH0Pk+7fDLpq5d/ru/+fw71VleJvbjE3ShKjYD4L3lMs9I63qaCCW7FcyrpLDTvsmWYEeaLKGNtSTkCj9ZK7d6cU3FhpGLV3CYTTEw6kQhkdS26RU/zKbT9r8UEteYb3hDfpa7cEtSdvZGKxwOfwBl2wdQh1EYDh07UaLDnRQP+F8wnl7tYNcjFqiD4kR7+9kSGlVs+kRMn8QSDoUObCU3k7mqNVaFaqOmxwiRh0Kz+aGZXZkFLK5rdD0B95qousF4wkHw0lgq1qr30KeuMghrqh1Y8lEEP9rHewnVeZ2dLb1l0LioW3IibeV8dfqeT6Zv6piOVdE8vXkboQFgUO+X3Hf7CFBf0LhNz687k5FaogY2LAz6IyJgWG53tbDmyBTROZ2j9qULMELZDcRjxHycduE1KD5gMRo9xJ5RIyrpK0wBjsOlXMC1PCbP7i1SGUhKeSV8y5/OI9X651uEqqOGHS24gMMu4Pfh/G7Tn3oOB67BAu1R1Pa9Vmh1oTnvdwBmfP1weAO3TUyH2345Rx5oO3uYNDfR5wcR8Zlx+QgoQG/VHd7zpBAQuXR3KWwiNCUhmKq9gIGqrrLXalSDnLanvRQSCChurN2YWhT0GSLOzjPYUHv5C5a0FrjOxjNwaFCUS9sdQa6AcBx6s0lgIaF2uJwGfpYOxvL4cFegrNNXUbGAiAq4bQdgdrU6WChBt7S34weCADMDQ7jAWjtfCyHBymAy8BBa/HZicgI0JkOGIDIguahg817gxTwOZtAeXbqYgI1kL9gAmF/Q4kACgGooYPyPocSAbC+JaUIlP0OJQKAvOHL/eLBWbRWcvcCqDd8aEUagGcxMfNCy49ebD5X/2IepvecXgOlMEYSBTS9nK8CuAxnJBGA5702grqqx4zs+iks/6ziF15gAFhnN5sg4il0u4W8bmLObRUXO0IAsPo3AYQ3VSW4mU8VTRYY2TRDTb0pgpXLQSlghTcOzb1WyfF9dBOpd0Xis0APbxBr7lgKc62IMpzPojOcrA71mS2k7OqntXsoK51yK0z1OUcMTYfPwtkSpg6XV87lQ3W4xsRQUPENbeqYuUmodksUVpkMGmghDmNEDBGcIUBNYR1gIpBeNV1Td53IsBaLYnIIzsDOVhhXKdSVxEUFOtIZ2+RJBYaxwgltge0WZoOBcvlg2prYYpoJlUH1Fa5VMdRJGnVWLJVK4ryfwVGhai44WVvOiGKonKG2UJGejKmOb8Mh54JsWeVsmINAxMgs3S5/LjGuaZgrfCv+yJOVNoKywpoQzyBdKTBWOZokMMIcRiSAr8xQWOWAPGNwQF7xixaqOYkEsivdCeIZLxPk83Y29tVcjc+aUNe6KNjRoO5WanTtAgbsFtX7tGPJZHwICTHXu0Rd8/hLYcZV9oV61fmsOCVgqPipn4Q0uBgka1hitihQWLP8nAKNvY0xNCwS48KpjsS6V5AYnUF3LCrs2jin/gxSYMfEcMQEEqOeGP8Yq/Zr3XFnhvJai5ECzb0MMEyMiVGtIMRy2M2kxCmGiuRGPTsIjwB46fi90DExhh2IdnWGGHaJZM8tiwMrJmlj+MxoiTAWdUY/Nv7RVqBuQSkFih6nIsDZHgYYJhaJgarNEfpthzNidgWt6iP+XdoonzhCWGJaK3FUCFdPnmOxHirIR//hvmRAOPI06X7SBjZwCop7qHnLXTLRi9v1kpXeXcL+4dJXwIIBXq5XHVEWy9fdckPns9Ot5FBVYrtjY9OOBynUyktqFSlNy2Y1qiTKEq+ydJCUu7wNzPG/3Y/8+ZVdKAo3X9mjL/tcY095pIx24rZCunBKcyHX1VDbwmq/PkhC096rdpFFC9rNMaPKlFG+tnRKlji1wNI0naFRczeC4yUxayiCpYtr2hkFhAkMn3uy66lR7dgimJ8ihlvJfA5dvV7g+v6CpDcsTVYz6+80jRN80VAsUd0iG/GiY+vSICnQhXWSUktiNwNslhijGvf8xIj7AqlSQjng3RUk89qUNnMA+vF4vJrHjEDp4IU1FTvdCqRHfpYYg0n3g97dRQ3CR/kyW1SMDW+KVLVrkwucu9tGrcESt38ZMB2cXl3chlREtT5LjKm+GD27tWXcqztwQWtsmZaCS4L17X2gQ9x2gn9lBLwUeQnKSynfiUNbMYit5gwfOoMUG6VdLFiR3/71dw/+6XHudt38TfArGcsrdqpDaCu6UIUu0xkXfnRGwbB2t0CD/81vfdPD7a0Yi3nvuoDWsiq186StDQaDOWti96W7SHY8OUO9pqC+pOkF04HTG86KuL/91Rtf9LhziZHw3nURUI0q88uyg6H9AWmST970c7nche1nXCWH7atcEnrAvSHamlvRtK+glNIobIKae6XRtBA1wEOWi7ZbwK0KVXuA+P7vXrz5+NJrt62IgaXNBauSOx995nP2TdewO8QhF7lhr2LPAHK5lcRgDB0xRAmtfKfQHAjwDInby5pAT6PA/abyw39PvHzx+ou19CD/PrG5mCCoAFzvbE7PXTqnsmxDlUohYqBvZQ3OAWz9xG6ez6XrGPb4/vWLV6sMrgT+we3hXFmxhycYyNLabopxzJGxLo4ZwCGGAe8DlLdNQSXOUKjm5cPTm4+PiwMuNADgHb7wNPtrULjcSaOWdGPi4mcBMCTEBLajyyLnH7UgyG4XgE1fu8c/fnx68/bh1f1ER+NQ3rOM63Rt1/RJAqA55Z6f92K3gfutMTMl+SRH2R4/PHETuGsXtGSC5pSYVKBZ6le63Ztut1LDuuej7bWK82Tzd9VY9WbG07Ums/L7Vx9efPX0+untiy8ePvwOWgJbDHOOO74V0qWpljtX8UQsEbhD49mCFFAAEkOG89LJA0w3J1k7HdReuF3vdKGTV7/AJo2XKzEnehPrXdWuqrPK0Frgrfv7x3/84Yd/Gj3LWn2rbooOcMjZDeeMCad3erDjhSn/jZHtiVkBuGKCwDpGVTPGe8XaVXv1q+34c2NiQEtu97A6T9r/3cw+let5mqP+Q7tPEku5Pa86blfoQE215BkHApShNDBlZaRAMUQZtAc7GTa8Vyd+N08MuHWAAnqjwOYsyNlVsJS2D1LYZ0Y9r8Rbxz4FagvNXM/8i9utXRFFJqE3DpJ6ui1OpeJEjRaIEevAOQb60k0O64tPRJq6ddSGcKddqWbAQA/dbasfyFgX530pkl30KDLstIpFhLBDunPEsAkRswWodldNLr4EY8QajN2GcL8LhNKIGIMAB/1z4MvU491ud4hufI4YlRi0LlU3AI7l+8nzuSNFm/AF5PHre0/ldD3aIK/i+PJT8Kt0O/V6J9GZJ0Y+3oc/1BHfOBayOj9JpiksZTcs3bYNoR8MXJ/296bvecRTYLl158a56jwx3DXkYRe7sb/lF951gDdQL1A9nCxO15ok/gX4dRmZd4FHduusjl5AIei4xKgOh8NeO+EwQhsSqxrv9rtzb5jCJQHNh8NL4Rz5GWzJbjfOe86tfvzXwGqs7XoPVzXswrGgVwjt83Z+ssNV7q4/rTHYFrJSlhJm8c6UB8qKqN23Iq7Pi/tK3f8SHcnZjaUtiWTCXR097yUmcxNaKoN3v/rhp9VhbuYJ228d4Kgnva4ilcmFWZOwZDDqH/7t3buv//2n5Q36f/wSs4Jz7sVdxc8sglRFwX5bwbgnvnX4hhcZ/tNvIYOAPxYXXuXxFYMRgWuHa/F4Iu7hyrB8FkkpUIpT77GgI5JDkPr2dz+/+xpJrqhOUmLST/BP4MhNYu2bYNIsT9mSAazW3As9hAh11GJevf8OMgh6XppEoIFBKUHGP9hp6vEVkVuG5kTT5gegUPyinpKjlk5x/+Hp3df/4b7q6qefZQKyCRGMe3vubHBiORlWlShr9FqkEr/c0yZCLNn2jfSr96//9Kml/RGAX9Dom2VgShyR8avcRjH9Os6qvEhZo5dDNS1KIlafpBDZNlIvPzx98+X9jw+cnC1PvULt0jKzJZSBQqAkjBTJpNNI6uFfhsRTNFsoEJzkxvQTvx8fZVKS6hWm5yLdai396sV/vn20v+EsB7SiUb4EfjAixn+ZRRkylD/LTIXYUWAzPN0/PD19sBf/cMEJ8pHw8au8k6uk67ppGJZlGYYJv2c1CuUtce7UOMgrO1P76sS/O7x6wGwGcRZ3WoJHFuoIFVeB+g87F4XDO1teeDtaEH4JGeThnvxJ88XyTvKA/6gzf3kM5RCvp75DBnnz/pNS8kOOSjxA0JlvbLhgHS5efZzbcP/hm1++/oOPcFwlbudteoNpHQcppqRkGo/vf/nvP3uyx4UvtiCM8tEUhbxesR06qT8/eOZTeIHQrsXoq80RHuelZArMn//0y+r8AU+keEMQj6oA4oXHw/+fTz//b4sIHMWmeb2he4cbI4ZVUjIFhhAtwZS9X2hqgyzwmiBoXITm6X7x+IXPHUlC1suKoUHXezHxDSKdKqhS0SwrpsgdlWhMwUtK5sBkCDhDNctlqyyUkYMO3fSyIFjlspEtSSp7PLpyGXxIyWcD31LyOeD91o7EM8J3hx5AhPDy/aFHECF88XjoEUQIJ1sywcsXhx5BhHCSkimcpGSCk5RM4eNJSiY4SckE928PPYII4eOrQ48gQjhJyQT33xx6BBHCw0lKJpiXEpJVJbmU1U1T17WiLBHsZ/BCLhfTUsJKelkwSxJH0JkUjuOpDEtwMmUIZYr3uSYfVdCcZHhnnX5wpQSXLIFauQpA85pi8kf8jkcCEJh3WfIbOzFJEkzO61ZxqbxYZHcsIACGUV69vsivMIyhFN6fXiBbjcNmOG8MQsGwlle+L5QS+TpIWQV/eZTcQTR9cMYTqax71iy7qDi1yCenLQEBWE+dwTx9P3+3uJPTi5JUiqhMsblADjWyKZyrQQiy5ZUo8+P/LSwE4oDG0rgGSIxD7RDS1mJ/XjUiGfABQPh4gE+LCgB3mk0CHhPtEldyiYehHd3LAQg3I37dIvASek2Ioa7snoIfH2u40Ff3UE0bi9tw+x2wEvorAXBdXJrhdhT9i1MsW0BZEfx0Cm5r+jmShFTSdZ2SOcQASzqCOQrUbZJHtJSlTcCOQoVSjax+3SSx4kyPbvXa9alIUTFklU7hKZqQdCVLW4vOFg6IzHSzJW5Jw9rCUbzqkEJSrlNYsaXKU4lUtNMSoyjMKj46u6QbLT5+2Y5k751e0tY51BLMjUGh6h5Zx0Sg8tMmkWkQM81MRsgsdknEx5xgItPKZBdNqx75PHgbFMWyqGmUiHpJzTxRSyKWlUFlFpqdTYiB+u0A0FjIzPIxF44ESoqua5AIImT/uXzc0vI+vAKvrAlV0PSCQBCXx+JkUK5nIEINp6iYXNYmRUH8sjmFWsJSlu4/PbEghPqCrK1AuUwvnkExQf4CrUpaWUDNXWmstXgfvF0dxRqWr7IHUlL8lV1EA7Kr2qSieTbla6VTBGr7C4A4LRKM1BgpDFISDH49f9CyEGJLgxBAErpiFCVVVfmWPndvJK8rZotILXoeDK2KlqKpzzAwTBZUSZK4pVWWJCFnrWvFrllEaFG6qQgGJRWOOPy5JcgMTRCQfYgC7dFG+oQTTjjhhBNOOOGEZ4z/B2lAfuox8T74AAAAAElFTkSuQmCC)
![física de particulas | GRAZNIDOS Weblog | Página 5](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUSEhIVFRUVFRUVFRYVFRUVFRUVFRUXFhUVFRUYHiggGBolHRUVITEhJSorLi4uFx8zODMtNygtLisBCgoKDg0OGBAQGi0lHSUtKy0tKystLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAL4BCQMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAADAAECBAUGB//EAEQQAAEDAQQFCAcGBAYDAQAAAAEAAhEDBBIhMQUTQVFhIlJxgZGSodEUFTJTscHSBiMzQnLwYqKy4UNzgrPC8SRjkxb/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX/xAAuEQACAgEDAgQFAwUAAAAAAAAAAQIREgMhURMxQVJh8AQiMnHRQpHxFCNDgcH/2gAMAwEAAhEDEQA/AN7RbGlz5DS64dWHEBpfxnA4TgVatVloS9wdBYGkta4XSSwy1mf546iVSsZhx5DH4fnBIHHA5rSLmx+DRn9Bj4r0ZumcS7AqmjaIP4jiAxzpDmcq6GkRumXCOHSi2GwUQaby4GXNJa5zHNLXBxgiBiIE8VSqWyDBoUe4fqUfTx7ij3D9SdSaC0Tr0qZfQBwa6lTvlsA3jMk8ZiZVijYaRFwvAio1pdLZJ1ZLrp2NvYKp6ePcUe4fqT+nj3FHun6kNSFaLNPRtElwNQtIIEEtzc0XdmQcTJ3DYqrLIw1XsvEta113EAve0eyDECTMcE/p49xR7rvqTenj3FHuu+pOpBaDWyjTp0nhkOdrQ0OJaSG3A4xhkDIkRjt2I1moUrrHFoM0ahdLgeWJyByduVP08e4o9131Jenj3FHuu+pLF0Fos1NGUgKhFQm77IlsgGmHAnDlcoxhGSDQs4dQBAbeFU3pIBuBo3nESo+nD3FHuu+pL04e4o9131IqQWjTqULNeMwG68A4gANuHBpH5ZiT0rMrUZrNbUDKbSQJZdu3ZOMgntKf04e4o9131JenD3FHuu+pCTQWi16spy8XnYNBby2C86HEsmP4QZT+q6QawueW3hSMktg3/aAESIzk71U9OHuKPdd9SJU0nei9RpGAAJa7ADIe0lUgtBatgpNvEudgWAC83N054YjAFWK9go3nG8c6pAa5gaAwAgARtlUPTh7ij3XfUn9OHuKPdd9SMZCtFmro2kBUIeTdxAlsgGmHAnnY4YQjM0dQFRovFwvlhvPbB+6vg4AbcFQ9OHuKPdd9SXpw9xR7rvqRUgtEqthGraWzeLnAtc9uAaCcMMcBnOezEKgr3pw9xR7rvqS9OHuKPdd9SpNi2KKUK/6cPcUe676kvTh7ij3XfUqt8BsUIShX/Th7ij3XfUl6cPcUe676kW+A2KMJQr3pw9xR7rvqT+nD3FHuu+pFvgNihCSv+nD3FHuu+pL04e4o9131It8BsUE8K8LcPcUe676kvTh7ij3XfUi3wBRUke0WgOAApsZjMtBB6MSUKE0IvtpgYBPCIQowuU2AV6AcOOwoLbEIxOPwV26lCpSaFSMZzCDBSLCACQYOXHoW5Z6VO+DUbIy4dY2haVu0cHsI2DEEbMo+arrJUTichCRC2W6G3u7Aqtp0a5smJaNvDiFotSLFRnwlCMaSWqVCBQkAjapIUkCBQlCNq0tUiwBQnhF1aWrSsAUKQCJq0+rRYAU6Lq0tWiwBQnRNWn1aABJQi6tLVoAFCUIurS1adgDhKEXVJatFiBQlCLq0tWixgkkXVpiyMUWAMKcLJtOnKbXQ0F+8gwOrel/+gp8x/wDL5qepHk06M+DrC1NdRy1NdXOKwN1K6jXErqBWCuotCs5hwPVsPUldSDUBZbfXDjIwJGI4pKpdRWPhTiPIr19HAmW4cNnVuR7NYmhpBxJEE+SsJIzfYdFD1T/FhswUHaKdsIPaFpynDk+pIWKMc6PdBMZbNvSFX1S6IOQalka7HLoVLV5JcTE1aWrWlUsJGWPxQTSVqVkuypq0tWrerS1aeQipq0+rVrVpatGQFXVp9WrjKBOSO2xbz2JOdBTZmatPq1pusW49qH6I7d4hGaHTKGrTFitOahOajIcY33B3FF4AxKhaatwT2LNfWLjJP74IyG4pMtPqzlgohyEwogWUmzaFEn2m6CTEAEk8AuQ0jpV9YwTDdjRgOE7ytL7Q2rDVjbi75D59i55JyZ1aenFb0OFJQCmpNj1opoVQ6Spc7wKYaQpnJ2PQtsXwePki4kq+uP7EJGoUqDIsJ4VGpWDcT0fvcpCodx7R5p4iyLaUqqKh49qlren4/JKh5FxtXepmsN/xWcag490pmuM9u8fGEYIebNHXt3+BTekN3qgae0/vrVN+lKIvkugU6jKVQlroY+pFy9hg0yId7PFLFDTk3SRt+kN3p9e3f8VnxwCV0bh2IxRObNE2togE55YFSNoYc/gfJZoA3KUoxQZstks2EjqKiS3f4FVryeU6FZaAbzkVtNvSqIeRknNR289qTQJmiGwnCzCVMV3b0sSszRVW0VZwHWgCoTtPalKFETkRIUC1FlZ+lrWGMIBF44YHEDaeCsFKjLt9ovvwyGA+ZQGlAaURpTohS3Dh0YoVTSTW5STwy7SgWl+Edqo1Grnnqb0js0oWrZTtTi4lxzJkqo4K9Uaqr2qUzsiwQCnCiApqizuBo520geKM3R5EAVCJEjZI2kY8D2KyXKED58OsZFbPXkeMtOPiV3WWrsqTOIl0SOEnHI9iVOlW3g9L/wC/7go5YJnGcZMmTOeM4qUDjxxJkTMGcxwR1n6D6cfUlTLsnCN/7mU7aYAAAGGGQUQeJ6yT8VKVOYYjtAGSlKHKe8lmFEyUgUOU4cjIKKdrr2oOfcbScBdNOWxI/O17r4uncQ0jhjheLQZJa3ECZa0zuB3wo3ki8DgkmW3dbBQ/gOwJX+hBbUByMoFrtRY6mAAQ5xDspAumCBOPKuDb7SMiaL1/oSvcAsSyW60m5rKLGAtaahDr9wljHFsSNrnicYuj2plWtJWuo1v3TA58jkk/lgy6AZiYCMgxNK9wHj5pzHDxQKb5AJEGBI3HdgpXkZCoL1jxSjiEK8q76z9ZdDTF0EENc+86XS3k+xADTJzvcCjIMbLhSlZBttquj/x3H7ouP3dRsVLlVwZBxzZTH+vMYTes9R5vX6ZZdIbvDsJlrtrd2XEAozKcGu5ZlPKHeSlGRNEK9nD83O6nQFTdoZmxzh2FXrye8nmLEy36Ia3F1SBxEfNUq9wYMvHiYA6hC3qlNrswD0gFDNjpn8g+HwUTlN9mVGMV3ObcFXqNXTv0bSOwjoJ+ao2zQ+EsJPA59RWODR0R1Ec5Uaq1VqvVWqtUammdMWU4UknBJaI2PQnFNKi4ppWWZ5lEyU6HKUozCgkpyUKU4xRmKiYUoP8A3h8VC9Aic93V27VGUZjoLHEJSOPw80KUpRmFBSQcI7CZ7UMUWjISeOXYnlKUZsCtcqnBzmxDvw79IgyLokEyI3k9CjRoPc52uLXtN4NHKlocZcJOYwEEREcVZJx7fkk0/E/FGYWRdYaREFvO2n84F7omBkiigy9fxvXbsxswMZ5SmlKUZAGkcfgkCOPx8EIFPKMxUEuqNRp2VHN4NMTE5mMsfBRTOOBRmC2EKrmS91Z5A/LewN7AA4E5kZLJqW21uZhWp3rlSOULjnuDdTIcJaLznNIPNG2VqNxG/LjliClq2zN0TMzAzmZ7celGZSZRtFprkl1O4GFpY2eU4VZF1xjk3ZLm55weC06RN0XsHQJgyJjGDAnHbA6ENtNoEAACZiMJGI+CnKWYmiadDlDrMDhDhI3bOsbUZioqWunai8mk+mGTThrsCA2pTL8bhxezWt4ciIMlAcy1ltQtrU8RVFIi7DXOqVNVeJpm/DTSGEYtdN+VYo2RzXtLXwxpwbAJOGRccQOAjr2EbYWAACRAaM8Tdyk5n4ZbhDciti3SJDRfIkAXjkJ2ngpAqsyzNbN2WyAJESAC4iMMPaKJTaAABkAAMhgBAwGCMyaMzS+jb0vZidrd/EeS554W9pK3OMtbgMicifJYtRqLOrSutylUCjCM9qhdWiOhM7VxTSmcVGVx5HFROU8qGJUo3kDxPgjIKJN37vnMfBOanUP32qAeBlj05ZblEFGQUTlIFDlRfVDRJwGAyJzIAwHEhLIKDSnlYdpr18TTqUfbvAOIDDSAdDSYvNeTcBOOMkDYjWGrWBbrXscCCyWiJqh7gIABwLRvEFu2ZDsMTWlPKEXYGATGwCepQbXJBmlUENDsW558kY54eIT3DFh5x7fkk13xPxQKdaTkRhObcQYIOBKK0/P4pNtdxUElIFQlOCjIKCSlKhKUoyCicpnuw6lGUzzglkFEmO+XwT3kJh+W/dxUpTyCgl5K8hylKWQUElRecv7bwmlRef31hPIKCTl0/IqUoU5dPyKcFGQUEvJXkGpVAzVKtaicsB4osKG0qGnEHlbf7rJqBW3BAqNWsWax2KTgowjuao3VqmbJl51sq85vd/uoOt1UY3m93+6G96HUdgegry8pHp/0+l5USdpp4w1je4UI6fI/xG9xyxK71QrPWyT5J6Gn5UdM77TR/iN/+bkqP2mvOuteJM/4Z2Y71xlV6awP+9bG8/Ap4+pPR0/KjvfXD+c3uHzSOlnnNzNhxYdhkbd4CwNelr1OLK6Gn5UbvrE5zTx/gO+d+/HpJUvWZyvU859k5zMxO/HpWDr0+vRTDo6flR0A0xU2VWjoB80qel6gEa1p3kgydmwrm61SR1H4R81KsQL2AwL/AIla/PXdk9PTusToW6VeMA+nt2O8Mf3Kk3S79j6fdd5rnS+Hfpe8dpPki1X3Td3Bvi0H5qHB97JWnpt/Svdfk3/W1TnU+67zS9b1OdT7rvNc8bQhsrvqYUhiIcZgC4dpJMNE4SfipxZT0dLynT+t6nOp913mrOvtESRTaDkan3cjeL7xPUsbRtqY1zg14FQtinVdIa195uUjky28A85Eg8nNVrbSqsN6q1wvfnOLXTtFTJ3SCU8WLo6d1SN5+kHN9q0WUcPvT/SCFB2kzdJbXsz4BMAVpOEwJAEnpXL1C1xk4/DMOy6QOxEsxF4AfmcJ64HkqSE/h4cHSWW3V3j7trHQGmGC+Yc2RyWvJMDPDBDOmaowNwEZgsdI/mWBYwSGBjS5zmtgNBcTGGAGK17ZVIphtpd97eAbjeqU2Qbwq7Ym5DTyhiY2EcRR0dPhFgaaqf8Ar7rvqT+uam+n3X+a56vXuOunPhiIIkOkYQcIPEJa9RTNOhpcHRet6m+l2O+pMdMP51L+b6uC57Xo1kpGo/DYB4z5KoQcnVkT0dKMbxNp+m3gSXUQM55Uf1cVUqfawDC9TP6WvPjMLndImaLv4WtJ/wDpTb81iseng+Q6Om/0naH7STuP+k/UpjTk7u6fNcjTerlJ6KKXw+lwdKNKE83scpstLnYC52OWFRetTRzseryUuUl4lL4fT4Ldx+271Sp6o7h2qYeiX1K1pg/h9PgovegWitDSf3ioPeq1tfyesKcdzYzqz1RrPRaz1TqvWyJYKq5PYJL8ATAMwJwyVeo5dH9nrLdp3zm/H/SMvmetNukSlbBXX8x3YU4pv5juwrZH73CTGJ2CTmp3QMz1D4F2Q6RKlSbLdIyadkec4HSfJXKVhGUknh5K1fGxo6Tyj1zyT2JzVMRJjds7MkOS5FvwU6uj7s5jA4OwOEHbG5FtNjab5Jxl/O3ncFNw+B+SJbRBqfqqf1OV5fL79TKnm/fBGhTptqE1KZqML6t5oN05w0tdeGPKfhsujOcJ2+xsL74deY7AQQ13IDW8ppktkAnjgZzCFbmOl4YYIqk47QKsuGRzAI61U1NbnjN2GWBfIF6MOTAmPND1O62FHS3Uk2XKdnpA/hud01IHWA35qwXiIDS1uYa0tAnfFzE8Tiqldri0hpAcRgdx3/sKVnDg0Bxl20jpWWbNnHcNDdrSf9Q+lHs1oNMfdl7JzuVC2em6BKrpIzYOCLj7cXe1cPF9GjVPa5oKejawHN5NLMTFlszYgk+1GGAz4rPrMvAtJInON20deXWqg0Y0EEEyAwA8mfu3Et2cYPBoVR1OTOWnapG9bLWXNaGWh5bADmk6tpkDAMYAHQb05AANznDOFkHNb0AtJ7AZVR1gBJN52LmuOXtNJgjDcY6AFcROak7oNPTcVVj1rMHNDXMbeH4d8QNpumchJkHYSd8gBsux7YM7MCOB4o7HkZEjoJHwU3ViYmDGAkRHW2D4pWuTTdGbUsB2O7fNbn2NsTtZUvRlTjbz1Rc4TkR2OBO85Fo6Jy3rf+yVQNqvHtewGxEkcsyQTycMcY3LbQTzXBzfEzXTfJxteyv1Vo5P+EI2z/5NDdwlcwxy9FNBzBVDmlp1TSJGY9JoYtORHELiNOWLVVJHsvxHA7R80m96Zcd7a97IDTcrdJ6zablapPSZqjUpvWlo+tB6cFiUnq/ZH8odIUSVopG8Hol9U2vRL6zxHZRe5Vba/kHqU3vVHSNTABaUIoVnqnVei1XqpVerRDYWxWc1agZvxPBozXb02AATlkANsYYbgN/UNpGRoGxatl4jlPx6BsHzWvX9ojYMB0DAHrAnrUN+I0vDkZzyeA2AZf8AeyTjxTJklm22aJJDp1GU6Bjjb0H4tRdIe1V/VU/qchs2/p/5NRNKe3V/VU/qK1/R79Tn/wAj+34HtX4lT/Mqf1uQkW2/i1f82r/uOQVE/qZrp/SiSdRTqRjhOmCSAHSKZJIBJ0ySAHUKtS6CTOGwZncBxKlKSBlSjpJhIJaTiwFhME3zdIwxwOcK5ZtPkkMZ92HNDg1pwbdL8JvF17lG8JxgSmSWkZuPYylpKX1FivbXvJL3E3gGk4mGh4qQGkxi4NOz2d0g0NIWMVaZacji10GJGRE7jgRmMQYOCOnptGOAk4ztkZ49A8BuTyy79wUFDt24ODewtcWuEEGCjU3La+0Wj7w1rRymjlcW7+kfDoXP03K07QVTo0KT1oWJ/KHSsim9W6FSDKTKR0bXIkqm2oiX1KQMz3vVHSD8utGe7FVrZi08MVow8DOquVjQti1tSSOS3E8Tsb+9yomSYGJOAG8lddo6yikwN25uO9xz/fBTJ0iYq2XEQC9tEwABGYGAE79kbQBt9oUpSsk6NGrHKSkKu8T4HqPYMQYGUJXAcnDrhp8THjPBPG+wsq7jJJqgIzBB2A4T2rPqWqsBIpAm6SRMQ7MDPEYRI2kJUNyRqUtv6f8AmxF0x+JW/XU/qKq2B7iX3mxGA3EX6cH9+Oataa/Frfrqf1Fa18n+/wAmCf8Acf2f/BW/8ar/AJ1X/ccgo2kfx63+dV/3HKvKzn9TNYfSiSdQlOCpKJJ1EFKUASSKjKUoAkkoynlADpKMoT7S0bZyMDGZyjegdh0lWqVzk1snZORzjxA7Uekx2N/k45GMpwho5WUZ4Smotk5ompGRIIGPEyBniIzw35TvCa+B7OfOOfUPyntOEghQlPaIby+w65LTVg1T5b7DsuB2t8v7LrEC12dtRhY7I+B2EIi6HJWjj6blapPVStSdTeWOzHjuI4I9lxIC1M0zdpPwHQEa8qTXIt9UkMz6jsUC0O5J6E1RyE8zgUNC8C39nbHJ1pyGDenafkuglc3Stj2gNa6AMAIHkp+sanO8B5LNxbZUWkjopSlc96xqc7wHkl6xqc7wb5JYMeSOglKVz/rGpzvBvkl6yqc7wb5IwYZI6JtQjIwNo2HpGRRBW5JaWsMxjdhwg5NLYA7FzPrKpzvBvkn9ZVOd4DyVJSXiS1F+B2uh6tG9dqtaG4kvdi4+zdZeAENkXo3jNblsqWS7LnMcCXF0OD3OJkkBoOZJ3ZTlmPMBpKpzvAeSf1nU53gFvHVklVI5Z/DRlK02jtrTbaLw6aAvHEPNVovuJlzngEETntxJyzWU2k/AXSSSALoLpJMDJc96zqb/AACR0lU3jsCiTy7r3+xrDTwXyv8Af+TpH2d7SQWOBGctIjtQ1gDST85HYEQaZrc8rPBGmTNsOG9IOWKNNVueU/rqtzz4o6aHkzba0nIE9CmaLuY7unyWA7S9U5kHpxUBpJ+5vYjBBbOh1Z2wOlzWnscQld2EgdpHa2Vgetan8PYl61f/AA9n90sPQLfJ0EN3nqGHaSD4IdKmxsAMyAHKcXYDAREFYfrV/wDD2HzS9bP3N7D5p0/BIKXib+tOwx+mG4bjGfWoBYnrZ+5vYfNL1s/c3sPmpcZPuUqRuSlKw/Wz9zew+af1s/c3x80sGPJG3KUrE9bv5rfHzT+t3c1vj5owYZINpywaxt5o5bf5htHTu/uufsDuUtr1u7mt8VmPaC8vAiTMDKdquKa2ZEu9ouNci3lTY9FvrVIR/9k=)
En cualquier caso es importante resaltar que una vez más el CERN ha sido pionero en este tipo de tecnología. Los detectores que se están instalando (a estas alturas, todos instalados y en marcha) en el LHC (ATLAS, CMS, ALICE, LHCb, SUSY, etc.), son tan complejos, que han requerido cada uno de ellos el concurso de muchas instituciones de todo el mundo para su construcción, y lo seguirán requiriendo para su mantenimiento cuando el acelerador empiece a funcionar (ya está en marcha), y, como no, para el análisis de los que se obtengan.
![The Compact Muon Solenoid (CMS) detector at the LHC. Participating... | Download Scientific 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)
![PPT - CMS Experiment: Compact Muon Solenoid PowerPoint Presentation, free download - 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)
Para hacerse una idea de la dimensión y complejidad de estos análisis baste mencionar que el compact Muon Selenoid (CMS), una vez pasado su primer filtro, deberá almacenar información sobre el resultado de las colisiones producidas en su interior a un ritmo del orden de 100 a 200 MB por segundo durante un tiempo esperado de unos cien días por año. Resulta obvio que sólo una tecnología tipo Grid puede afrontar con posibilidades de éxito un reto semejante y de hecho el CERN ha inspirado varios proyectos Grid multinacionales por este motivo. Posiblemente, el más grande de ellos hasta la fecha sea el EGEE (Enablinbg Grids for E-Science), que conecta más de 150 paises y ofrece 20 000 CPUs y más de 10 Petabytes de memoria.
![Física… ¡Y mucho más! : Blog de Emilio Silvera V.](https://image.slidesharecdn.com/gridcomputing-130813135158-phpapp02/95/grid-computing-3-638.jpg?cb=1376401958)
De manera análoga a como ocurrió con las tecnologías de la detección y aceleración, las tecnologías Grid tendrán, y de hecho ya empiezan a tener, un fuerte impacto en las ciencias de la vida y de la salud. En este sentido, uno de los obvios de aplicación es la bioinformática. Gracias a los espectaculares avances llevados a cabo en los últimos años en el campo de la biología molecular, se dispone hoy en día de cantidades crecientes de información genética de diferentes especies e individuos. Dicha información codificada en el ADN en forma de secuencia de tripletes o codones de ácidos nucleicos, que constituyen los genes que contienen la estructura primaria de las diferentes proteínas, ha sido y está siendo obtenida por centenares de grupos diferentes distribuidos por todo el mundo y debe almacenarse en gigantescas bases de datos de forma eficiente para su compartición, contrastación y análisis.
![Revolución digital en lo social - Estudio: Impacto del mundo digital en la actividad de las fundaciones](data:image/jpeg;base64,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)
![Actualidad - Parque Científico y Tecnológico de Castilla la Mancha](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQGZHjfL2NDmMLdenaaQUbgUvyf0gxH0_LBpg&usqp=CAU)
Ejemplos típicos serían la búsqueda de determinadas secuencias, comparaciones, búsqueda de determinadas mutaciones o alelos, etc. Resulta evidente que esta ingente labor puede verse enormemente beneficiada por el uso de tecnologías Grid. De hecho, la Bioinformática, y en particular sus biomédicas, han sido una parte importante del proyecto EGEE desde el comienzo del mismo.
Finalmente, y como última muestra de cómo puede revertir en la sociedad las tecnologías de la información y la computación provenientes de la física de partículas, es interesante mencionar el Proyecto Mammogrid y su continuación Mammogrid Plus. Liderado por el CERN, dicho proyecto de la UE utiliza la tecnología Grid para crear una base de de mamografías que pueda ser usada para investigar un gran conjunto de datos e imágenes que, aparte de otras aplicaciones sanitarias, sea útil para estudiar el potencial de esta tecnología para servir de soporte a la colaboración entre los profesionales de la salud de la UE.
![](http://www.monografias.com/trabajos5/cienteysoc/Image12.jpg)
Ciencia, Tecnología y
A estas alturas debería haber quedado claro que los centros científicos de élite internacionales como el CERN, no sólo nos proporcionan un conocimiento más profundo de la naturaleza, sino que las tecnologías de punta que en ellos se desarrollan acaban permeando a la Sociedad y se incorporan a nuestras vidas cotidianas. El autor del artículo,
Dobado, del Departamento de Física Teórica de la Universidad Complutense de Madrid, ha pretendido ilustrar el hecho innegable de la conexión existente entre temas tan aparentemente dispares como el de la Física de Partículas y la Biomedicina, pero ejemplos semejantes podrían haberse encontrado en prácticamente cualquier área de la actividad humana.
![Si ya han descubierto el bosón de Higgs, ¿para qué sirve ahora el CERN de Ginebra?](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQTEhUTExMWFhUXGB0ZGBgYGB8eHRoaHR8XGCAaGBgdICggGh8mHyAYIzIhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGyslICU3Ly0tLS8tLy0vLTItKy8tLS0vLS0tLS0tLS8tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAKgBLAMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgMEAAIHAQj/xABDEAACAQIEAwYDBgMHAwMFAAABAhEDIQAEEjEFQVEGEyJhcYEykaEUI0JSscEHYvAzcoKS0eHxFSTCFkOiNFNjg7L/xAAaAQADAQEBAQAAAAAAAAAAAAABAgMABAUG/8QAMxEAAgIBAwIEBAQFBQAAAAAAAAECEQMSITEEQVFhsfATInGBkaHB0QUUIzJSFSSy4fH/2gAMAwEAAhEDEQA/AKlHtUD+X5/84tr2jH5bf3v9sLOQ7L0m3pqfbBX/AND0iPgI/usR+hxrOSkEMh2gU2KMoA3sQZvaDjZuOKMzTaSAabjbzpH9jiuP4eKPgq1lHTXIxDmOxZQajXqWm87Dc7k9MGzUMw7TUwJNQR5g/wCmAdbj61D3jlGC3Wlqj3fr6bDADNcEbUUSs9QAeIwCF6XA3i98K1fM6joVmImIUXY7THP0xmZWxszXEq+bMrxOhl4JHdmoaQ9mC+IRzJ9hg32J7MZulVqVFzFKuWoVlUpm9QNQo2nUAQR4o8UyP0RKfB4YCoWUn8GmCP7z3VPeT5YauxdFUrhVQU9VPNKwvcChIJJu25ucAdNWMXedoBHfU0FMsFe6uACV8SkMSCNvrvhf4mCvCctqWCv2oQR/+anyOPK2aJqKveuqCqpRhUaO7UlWU9ZJDXmy487Q1mbhNB3csWqZgKWbUxDVUKiTeyr+mLYFUr8n6MlklcaXl6l/sz9jUAZmgXH2egXOktP3dGJVbkhtR98XMv8A9EeqvdwlTUCoNOtT8QII3WDyxW4N2tGSYEjwhKXg2Zj3VEHcGBHtgqnE+IcTYMKT0sqrAkUlXWwF4JchiDziBHI4RYpP5m6X2p/r+A8mrqrYw8R7L0q2bqVFzdZKjMJSm5ABCLuAQNhOPKnZCvSuvFK6jkHYNB8teq+JuKcVpUc1qZtOlhqvJ2UkhRMg7fPCp2r7d5WvWNNqYq0aI8IqQA1ZvxEXYhVgCIuzTsMShNu7XAZRj7Ycy/B+IrKrXpVBJP3tFDJuTIVFuTPM7GYNsCOKfaqI1V8hkTqYLr7hkJJiJIY+vthcrcZfQq0KWilr1KKRIY6l3JLaj6xywSydPN147yqE8OpS1YPA2iPEQ3lAMA4o5UienwsZezhXQE+yUlUEDUKzMWMjUSI35+/LAbilemKdWmtAO9QqoVTqKQXfUQDIGosZ6sLY3pdnn0//AFz914gwClQGtuTpkew2wFy70EU66wJnanAuJvCyeQ5nHJiyvJkktSpVsv1ZXiO43cCqDL00hVJALAQw0nnJa5PnAGDi9q3IA8Mn8smfbHOW7TUt6dIljsWUhT/sDfa8eeIl7R1UuO7BO5Zpb0gAADyx1iqVLY6LV4nXby9TH0E4DZ9ZOpmpm5nUSPW8ED5YSs3xmq4tWf0W23KRf641KvEd27XEF2LajuCouTIvYbYxrsY//UVCnCz4okBG1Ceh0CR/ljGN2iDSKamCBDbQTIO8z8uWAeW4bmIBKrSUenpsIvHni/l+DM7LpcC/iZmjew2HrjLeSV0LJ1FurCVevVJGllGocxtcL+bzGJuLDuhTnNU5IhgrLqEC4g7CYv8Apj3jPZl2VO6rLIsYquSfFI0i/KOm2GfK5NdCq3jgQdQB+pE/XByQ01TTBjnq5TX1EgcUpb+NosQ2oqxNhYnQdxtgnTybmjqSnAB8CoVJc28RIUhR6n2vhpr5Ckw0tTVl/KwlZ6wZGLCoEQ2EAWHKfTCopQlcMyFd0qa69OkUcALpZwZE3KMt/wDDgdX4G0ktmyQeSKQPk18NOdyoValVVgs0v5tCLqjzCifP1wrZ2u1VjSpnSF/tKg5fyJ/N1PL1wr2MyDO5HKaRRpUe9rgDVULuBTkLd4MM0ydAv6Yq0uz9Km1Pd3JMztABJIX10jnvg19nSmwRFCqESw6kSSTzJmSeeI96xP5EAHqxJb6KmIvI7DQZ4bwjL10NNQKVcDw3Ol/nsfT18sJnGc+lNnotT1VFOl0iYP8AMTYcj8iMF+MZhqdNnQw4gKejEhQ3sSD7YO8KymWzFFMsyrTrUxFOp+fcnWd2YmSSbkkncmWhk7MDimc/4dUrOBqcIoMDw6njceJrGNpIJPOcVa+VICwWqTcyxA5fhUqMMvFMu9J2Rk0Fdx+46jAahmu7RQZaQNl9vTF+xMH08pVAhQqjyUD9sbjIVubnFipxkTEH2/1xA3Em6frhQblDgSNS/BqabDvDblbS0HDFR7S5iigRqBqaRdrggiRDWN7YscP4KoZagVFZSCp0MRMiJBY2/cDDPkjmajUkHdFDX7uoe7Ag6WqWG+r4DO1zzwitleRWzX8R6tMjVlGgyNInVYKZMja/TliGn2xbOipSFA00C+LXuZlY9MdRy/ZbWKn2lAXFRu7ekYmnCwWBsW3BkHa2KdLs5lVLJTLd4xIOpJJIBOkEja3LcDpiiM4+Rz7LcKbUEk0qJnV3M6iI2IJAJO0k2nnivmuEU8qHqBWiJU64dSIOqQIb0sLT5Y6JwPs8q08uwrVqqNUiWYi2mrYgecfIYhz3Clo5xlqV+7o/Zll3iC+sggkjSZEHra+BZlCjj+VRa+Yq1XapVLFSAXZSxZeqxeYEeeGXg9KpSr5TvF0qctmArF5n7srqYk+G/XbFOrQpDiNR8vWGY1VC9KnRQuSVQjU1oEeIxiWhUzBr06NWj3YWnWpLr3UGm5JdRy672mMHczvsBEyrRJqFnBgASRpFpBjnv6R1wV4xS/7LJqWVCGrGHtHiWCBe+9se18gStem7VazqNQqUm7tVAhizKfikEbtz2JwP4hVCZbKDuNWl64GtuYdJmPM4eGVxVIn8Mk4KgVhVSm2YYc2Ud2psR8XMdT1w3ZKrmqv9rmqeXp28ALEm8xppjTEzv1wvilXLU1aaVE+J2QIxAJvEk3jn6YL9jVyq1DWrCtVV2FMLmSv3aktoqABhvCBvCLupFtknOTeqV378CjxqLpNAzt3RojNVic0wLVGJpmAFaTIAUklfM3nlit2DCKXIAZ4N3pqYnZl1g3iDtafPB/8AiHmMq400KSmszFqlZSIeSbyJMWBvFtMSDiv2Dr5aszqwQOqqoZifFpRKYA8QEHS1/L0wYxUrTde/qhZtpfLu/fkwll8jxLPAMppsq83qmJEpIpqsAi9rWYdceplKtJjSzFSo1cgxSooqgRFmfvT4YIuI9CbYK8K46tKpUyuVqUlWnUIHhJ1SiVGYEMREmLndcScGylWs9PMM1LXWZXZ9B1AEEKAdUCFMfPriU9Delq/sMlt5irxPsulIVVrmu1Q0qlWiag8B0gHZiWBQmDPxBlNrjEHAcllHyarURjmWqkI1xI3iZ0EC4Mib4e/4jcNrNl6dQuWCLV1soAswUBSJ2YAiZsY8sInAeKVKdAIutlFUhACAo1QxN+ZBO/I4pwx2qgWEy9GzhVelIWPuySikjVYA3qSZ5oACcWuIZamoJ7mnBm+mBH+ESD5b4B57ipWnl/uVMJZ/CTOp1I2k3B3OC/ZzOtUqimaqxpYkbyAOYHT52md8ZzSJ6JPsymucqaPu6IA2BCH9CJxLlEzDxqbSVBImx0tzAYgbg2tY4YjkVqE02L0321UamtPUAmY8rEYC8T4NUov42JQKx7wkAELBm5B2JscJ8fHdal+INDN6eTMBjWUjrJ5bgjkfIiRjWtlHrropmDc7TMTYYE0M5rKHRUVaphGddK1PRuv5fXeCcP3Zbgndoarm5gJpMwDubqLm1o5HrgScZSSGUWS8E4L9npKrHxsfFBsD+Uf1uTg5SUARYY0qupY2Y8rRYeR3jE9HL3DXEGYJPz3+l/0xSg0SijBv9MRZitPhggQ2/QAmR62xK9huFJ21H6R6298DqWcIUzHwNP8AKb2nmJ+hnnjDUCOPZ4ymWpGKlaQTv3dMRrqR1Ewv8xHQ457xOtXyrtlwwVVPhhRdTcMSQZJ5nrOGj7ctKtWr5g927OwQOCD3VM6V0joza28ww8sCO0+ey2Zp6qdZe9UmNQK6tiySQL3BHy54wjFrOcXrNc1WmwsY2sNsMHZrNG9NiWYgNJMmY0kH5DCVr1MB9MMfZ2k71dakgIRfryA9xvhZQTTQOBg7Qv8A9vUPQA/Ig/tias8GQcVuPp9w43LACB5kDHlapfHDJ0Obdo+JvVIZzJFILPkNRv53wp5jiCJpDLJ09fXBzjLiKk8k/wDHA2jk6dQBisnaTI+mOvf4aoGNwUrmrQLbjS8k+uITxn+Rfr/rhgHC05Uxjb/pi/8A2x/lxP5vEv8AGwLjH+Z0/g3A+8CmoumkAY5athDSJAMnz8OD+SFFG0U1LEgBnG0r4Rq2E35C+KeVzS1aKVWLnwT4v1I2m3TALjfFHWsqU6dZ1UAuYbSTv4YBB+XIY6FRHgL5ytVqKdT9yDOmIZkbTVFwgMgHQ3zGNamZ+zopCu33rtrcqsFg0lgTJF+XOMK+Y7QLSjvl7qm2rVUYkAXIMGxk+s2wi8Y7d0qrNl6VErTLACou7QwnwzIUrPOTAnG25NbHPhPa6s1aioenQy06TTK3J5hag1FSZmTHMdMVOKcRo0M/UqUU+1nQFCVqkpLBWNTU2qeYsORvGFChn1FIGAUkBgElgCqMw8UAuGka+m081niHGGWqxoMVBTQxgCVIGpYvabTzibTgcsCsIZvtA75k1cvTSlUYmO6AABIC/d2sI573JtyYuDFWcVX1GsVKEDUWZmHdVAVLMTYnxxpEzhV4dxDLhUkQ6jc2k3+fL5YOdnc24AzQrI4y8VTTsrgqS128JA5WLTiXxXbtUjoliUYrS9/qEc9TfLJR77LZVgJAdx99KsvjJDAC7JeNk5CcS8UzuXCpSqL3tJqtV6elNTEsNTsxW+mYJtO35ZxW4v2soZx6tR1YOyqKKqJCvFwxi6ltJgcxiXhuXLZeoqqGqAqrbiVMWNrfDB9fPDydNEabQ3ZLhinh7stKlrrZddApszo+mCFVWuCfyiLgg3wsZGga2WKvUYAso8SKAaYmAtzFwkL1UXtirnO01SlTNF9FNkjTpvDBpBBnfYTyKjc4EJ2lr1Kkqykl9RACKJnURMWnrOGe62AuRi4mKKI6skltKwRcCps5NjHOefXC3VytTKVEZSCrCUcfC45j1GxG4semGDiIJKqxJCsRSAJbUrOhNNrWK/2lrNJ54kyYUU210+8oF0LU2Jm5ILiBqTksi5nzjCwUt206M5K6XJf7FstQEkhnZtTTAM+FVnblFzIty5MtftBQyGXKKO+q0W0sF2S4FNWciASGWwk72wh5jh65cgUA1Q1wj03IE0lUglxy1BpUEx1iRgn2aRazRUVqbBl06CQ1ZS8tUapuSDJXSBPjktqkMttkaUm3b5GSn2hp8QzK0cxTKUaaCKdViqPVqfAXZNQnSr6FJuSTuBhSy3A3LtSFTSyV6lMBhZtP5WO7wVMGLN7YbRlmpNmqbq2Yp5mnTVX1an8CsIsAbSWVhJ85wr5fIZizVWpOajiudRaVYfd3AHhZl1Ex0XyxmDU09nuacf4YtDLwamqqQWUhRCjUSVBmJPiaI/PfG/Z/giVqiNU0orHw0ySBpgk6yLkkA22xf7XMtWnRy9Mw1RzqZlEwgNQsQLSWIvEEz1OCmQyzuj1LakXSQo+ET8RBuA1jzgCORxDqbjik8auXYbXJ7NuvqWn7P5VSPuaIKkEMgAiL/EIPthc421bvKWUd1rJVc+JrF6UHUtXTF0bSQwg3EXBwYGXdgqrUMkk/oOmwj64B8b4HmDmKNUVFApHxEm4VviYACI0j5kDnjyOl6fqddyXjV701dfmUlPTSXuxwr8KpZmmqMPugVYRYjQfhHTYrbkTGDUyAswAbRaN8BMjxGkqBV1kD8RU3J5nzOJG4lBBVKjSJACHHtdPgWKFLvuQcrCq5WLgsTykyPrixlqzQWqFrG82npBx5w+r3iamVk5kMIwI41xZCIDeET7+eLjRi5cEfFeINTqBmQQQIYGzreLXgiY6ja8jAftlmdNCrFRQ5yxMLzUVE8QE2hSw853MYF53tKncOTIKmEJE6uUfofbC72LoNXzsEahUWotTmDrRwFM8gQD/gxh57Ou5e4fwupWyneZupUqiFemussyhgRrJN7+E6Z5XvGI8nw/LNQqJmkRFoB5qodNTUq6tSACHkBRDTJjoMHOCcPq08sEdahUErT0LqLUwfCTyA0hRJkmLCIJC8coUmSpQBejUYtDVRKAuCgV2WDTFh4iCBIk3wrYqEjJVCdRO4Fj1n9YEn2x0Ds1UYUVVKYjcmdyeZt7e2EehwnMLqprS1VKUmorEApBCcyJuYseeOodi6lJ8lSqqIBWG5+JfCfrt6jBYjREmZcVqKRpYkuxCknuwpGmQLamK+yti63E8rJlqU+ekH3nCvxjjj0czKGajOGcLeKYladIGL+Elz/NU8sE85nqjT4dQ3+KDIv+sc8eN1nSZsmZKF6Xzvx58c/TkvhxyntEHcc+8dzThlaApEEfhG4tGCPA8u9DUGgq66yVYMFdfCVsTEqEI9Gwt5rimeLkirUVZ+EIsR6lSfri1W7Q5gwNLiOdyT68v+cd8+kU8KxSulX5F49FkW7X5ji7Hl9MQPqBuCPbCrnO0tQ6dFF0gQTqLaj1IIsfS2B9TtBXJ2qD0t+2PP/wBFj/kwfyuXwOpjN1aLikWvpMg3UxsY88Cc+aquai1YZyRG6gAwtomfflh+zvDlrJB3FwemE/tNwasqUyhnQ0zE2mdhyx2zxyU00rX1r8fE5bpHL/4lcSqu1GhUKnQC/hmPHYWOxgHnzwitqnwzIvhq/iejJn3J2dEdY2jSFt5SDgDwet96FOzwLiQLzJHTHbF/09nZo+IwcZ4tQ+xZfuQA7KwcEmZEqWsfSOR6YUyZxvxR5qMBsD/z9cVtWFjwPRtpvg12WrKMxDbNTdSORlTEjmAYMeWAerBzszloZqjCAAACdpJjGfAGW+JUqNNwUuwIhlECRyZdpHTDX2bqg0ajJJqQNQ30jVv7CT7csL3FOHA6WRg0qNQm4a8iPl88T8JqKqVSCdShyY2UKGexFjMf/HzxNR33C5XCkadqcyHqimpVyVgmANIvJBEC86vVsLVeiaZkG39b4KGkSgzBn7wsWliYURAtv/uMV8spq1UTYMwFxJgmJg2xm2n5BilpL2RrV6xQ0y7aQPxRpK3Ec56RfDRwDiNRa3dMWSSHJc2XQSxdwwIkAk3vMYCdnsugKoDUvcaRJm1ivMEct8XO0mY0UgCVLPIMcgAraG6MSQY38N8M2+xNJXTLdPjdE/aKgLjV/ZoABoVAVQEC1xJI/mJwZ4bm9VNGLApRRKYI8h8ImATcn1OOcDOApoCgdSpJYjkDvabkDe3TDb2S4uAhp9yzIDrDESJiNlvtMcrYG6tjOK7DBRzlyvwiQ6EkgqecE8jvHW/XE1ImfFvvv1v+/wBcLHFs1QrOvhVGUmSqMJ231MZ25RviitRh8JFvM7fPEl1Eb3GfTS7DXmKg+10Z5U6h+fd3+WDffTpFIFYB7xjbUrWKRv4uXT3xzennHFWmwu3iiSSASP8AbBrgNF3qBarhe8cs7XiCFW489O3IKeWGeaPY0cEu4bbulGilUZX0MEIANwdQDExaZkA/XaLOZ+oGVKYCVGEkoXuN41W+RncYscCyrpXzP2lBTNKyryIJsQfxeGII6xhUy9SqMxqVdVWobaREkncgSeuJwm4QV9/bHnj1TelcDBluOZgOVqZisAs6vGZAHIAnxHYAc5xbr8eZbd9W1GG096QArDUu34iIMcgR7BnzM1KgQhlVIao1gXM3H8sSBzgdNtO0OeZa86AVdabcvxU0J3B2JI9sdUJau5zSjpCFbtDUYFe+qXtDtIPQT0O3vgfnM992TcGYK9D/AFOKtbMqANVOx8h9PCMRZ2mGWUMgiPOORPmLfQ8zilo6ekzPG9MuGCs/mtWleQOo/qf2GHP+HeS+575tmqiPU6V9eYO/4Y5zjntQMWKgSxIQeZP9DHQc5xOjRoUaFJ5AogGN1culQljtPgURuJM4WTojN6ptom7SPDrnFnu3JUlpPdt4VKFibAtdZtE7YA8BzH2jNLlczOZpM7ESSNDCSFDAz3ZshTaWBsQCY+IcRqZisKmTraaglalPWEljdmTUdFRDzW5t8JEHBXgfEXypapWFFWE6VpJRWo8Dd+7HgRm8RLECLXJwvHAAj2oyBy2YeoNRTMUKdIR4iNGi+okTIU9TIn8WLvBM6uXySmqQ5OyEeIt+q/1vOBHZbMVMxl6YqDUiFjSn8KkmAOcdJ5AYAdouJaqz6SSKZ0LBWdWxOk7gtzjYDADG3sglxKoj1O87pEckk6BzPnc4rmt/McQLQIFzJ5nqeZx4ynHRGNI+r6bpo4sSj37/AFJGrH8xxC1Y/mONTONGOGoo4I8eqfzHEBqH8xxsxxCcLRN40fSWTryMW6lIFdsJvDM6p3n5/wC+GnKVwVgQMSPkU7OK/wAd+z/dpSzM7P3XsQzDYctJ+eELiHDe6ztNVU+MBtMbSCD+k47L/HDJl+GO8zoqI3zOj/yxzfg+YOYz75wAmlQQLtvqQoAfUlzhdOiL0+Yb2EHMzrad5M/M41Atho7T8DZ6pq0VlXAJG0NYGOV9/nhadCp0kQRuDieHKskU1+HgUvY1jDdwXU+VCIL+LeN5J/cfI9cKMxhv4a2igk2gam/r0wueTSST3YGi5/1D7hmKoDDA+EWMkCLAg2A63wvVaGlToOhAGXUxux+7DKYH5WBiDZt7GNs/VGtYaWLEsWFgx2IGxgQfM4nzeTSAlMSYi/xE/FJnr+56YZ5Gmk0KlRIhQuikSqIgA/M7BTy3AH6zg1kskq1CV0r+XUbBh4hN74DdmBubSrbtsJEftHPbBLM5jWJ0yoMA8iZm/lqgT59MMnFur3QrbWyGleHUavdrlQaKhYqurTJHIPvO97SPSy5xrJd7XXKZU6gSW8W0qDfVvEyPlhn7O8DStQqOjKtOkQzotSFZgBIOo2ncMxifmFLifHFp52rUyohRTWmhi4BgsQDMknn5fPWkxtDrV2COUq0MplnCN97UWChAlSJUhouIabbW2wvZfPMFCmAANNviiLHcSQPbGnDaP3ofMHSpk6mMavXngt9wKhpsQEddypEMuzLbmDEjmuOXL1FOoq/MxPwTNUgh7xQSP/ck33mIvGkE+gPPFynTyjwUIvyWpfnyM9D9OolT4pXK1NCj7uiNSA3tKmWBlSSYkbcuWPC61270mGJmpraNTWLMHvBYkwAPCF+doqElwNqlzbDXaHhzIveUzNNdMmQGUsdAPmCSL4tcEXVlnEmnyLkktGqpIBkDkY23FwL4Wmy7hYCkoVv4g3iAMnw8gQ0A7aecYMU6i/8ATjMwaiaupXvGsB1gnn0w+lUkvezCpPe/e6LFHPioyxXzlJiAFeoQ4K/CCBrXSLdTFvXEuToVDqXLVBWqKCGqMqrEkjwsHaSfFefTC/xDPlyrhgI8KoSTpEkgCRIAtvht4LxmjlqeitqWqfG4CyVnbWF+E6YMcpvgNXSMpNWyrmkek4pFSVQa3Y/CbwznrMEKu8DYkmLqUXr06GkioyIabEbEhmK3gX0FRH8mBPFuMGtTruksA6wvMU4EbctQn/F64s9lO0FN9aOndMNJLr8P5QTJkNPrbVhoJwfy8Gm9aqXIQq0XoArUp6qZ3pt16qd0bzG8XwCWsATAOmefTz9rYkzuazJqPSzdQEIYBtqVpggQLiB+mB3Eq6hgtIa1IEESCZ6T/tgz/wAkKvBk/Z6pRp5xGqvFNS7SRYnSwUHpcrfyxp2mIpOaKTcLJ/vKrNf3PzwNXKNVLgCSOnmT/piHNZipUdneSx8LGI+EBI8/Cok+uBKKnV9hoS03RAjXtNv6+uCOUUtCvIXkLgH5Yp5eq0/dzb6en9csXuG5itUqLTLHeWncBRqPpYH54Sava6Kxdb6bOrcGq06dCoVGlaSc/wCQNA9LfXHNKVKXojUjydTFUZWBEmHZgNW3KRgln+MVBTqKrHQ9O9pmBFsBMlxBnrKGYtpSxKBYAm0ACfiN7nzsMUa3SRuiWrJG/EZWbGhbFXv8Ya2Oo+qJmOI2bEZqY1NTGFZ6xxCxxsWxGTgE5M6RwmrcTGHfKVVCiCvt/V8c84bXDAEc+WD9HPFQIHzOIWfHRkT/AMSKHe8OrpEyF+jqRjl/ZnInKVSlU1Ka1AGgEaKguL/Xa+H/AI5xpjRZWCQSJF5MGcA62YGZoHWBrQwkLsOV9sNqM2LXGMmyMRFhJF7QSCCOogR74Se0FGKs28Qm3yx2SvTU0VFRQGA33xy7ttRCsl53A9Lf174lCChshoP5hXOHHhvHSlMUiqEBYBIvz53nCecHq2XJvCk8wefyO+GdXuVnwVuJwGDKLA6rnqR+9sGcjxGkzKrq2pmidyJgC8giL/TfAupQ0p4pvTZvkdIE+RxLwyrTV1Lg2JafPw7+Qg9d8MopxYjD3FuFVGqd5lleqtUBmpiAQpIYQNwDLXGxDeeD2V4PVqUij5d6crA+EFeURPv7YD9ha9TvkCM6qmpWEyPEuoRNrHUD/h646TlydRZmcmeTER7Yj8CL/uA32EjifA6tKjNRlpIxgyZEm6zHKQPSTGEpNdOsD4SzSqkXE2GpZsfK8Y65xuo9i5BQmCHJI2aJYAxeLxhM7ScKy7KpytNlq6DUchi0TaCrE8wZgCAQeeC8Spp/QZZZadF7c15kaZtMsQfsxZwQS1Uag3qQb35TGIO0vamrm9PeKg0nUsLEGZ63B6HDd2Xyi18sNe8Eet2BtzxWq8Go0mYGmhvzE9NgdsbH06xppd+Samu5zypUlmsAjLBUCxi4np7RjTLT3dRAoCkjVUKklFtZTsJO5x1ccBCzakI1fCg/CQDso64UuN0qYqrVqo7oFEqqyti3xSYG+52wXj0rYdSXAtZZaeo38KqVWLatzqYc9/0wby7hci0XFjDDckvaJ6mJ97Yr8Yo0KjFlRlDIDRBdfCb+FyJ1A3gnTBtsJxmaoNTyzI6lSAkiII8TbjlvjSp1H3wUgnTa7V6o0+0GgmvukWs7lUaS2lUjVUXUSJJYKpiRDcwIDvnHrAItEGpuWUSxnSD57if8RwW4lkyaOWdSY7toMmQTVq+vkPbHvCMwaYBFEOxYhjq0xHwjaALi55zhI6extTkHOA9la3d94jxU/EpAKEflNwQR1HU4FV6Ul6JC0gwOrQNPiXVYlo8JBNoXlveejDtLlly2tUZKmkBKZADETp1llkFPOZkjzxzXN5tmq6hLgmdMwIFyCYtyEgfiw10hXae5t2hZkNKqrkF8tRnmWYIKcm/MKCfc3xtmcvSZErUAF8M1VGvUh0mWgkjSTMEW+oDT20ygp06bKBDd3TWkG1AGnT1NI3sfDO/i88KnG6ikMy0+5JCjSjEiTqDDkYMkR5c8P5AB9EaKTVZuX0LBvYAkx7xPXEnCstTaTWkKwIBkADe58ht64o0JfQk87CBzPPr19sW8xmh3i93I0EAD0iPfrjPgxFw+macbXdgs8ytjsZiYMxG4mxww5zOk0az6QDRomiIgnvKphri4hQ8jlHvgJSo9yuskEtOnT8IfxFTteAZjrE4nzDaMhSGky9R3N/yAUxPUSXPywncbueHPaqLAHcGI8xP64o5KqS6MWYkKV8VQNA+IAc1G5jqTinocIrgmGJAj+XTNvfEOSzGlx0nDxe9lulahkT8xo73zx532KHf40NfF9R9K8qCJr40OZwONbGhqYGonLKETm8R/a8Dy+NdeF1EZZLOn5CrBEjBxqsXLAYU6L4I0Km03jCHyxv2gzisRp6YG5LiIRGH4pEY84m+pjgWy4KAxi4hxXvVGwMY5/wBuB97T/ufucMmVUk4X+3tM66TcipX3Bn98AfH/AHADhKA1kDCRMwATMAnYXw45vNFR93TY+WiPrhV7NvGYXzBH0OHZsBjZHuLVesWWHogCZ8VQDcz0k35Yr9yD+FQ30PLBvP8ADBUIbvCsemLPHMmO7VlsWVQwFgTYg+sxjpwShTjPhit8UVey/E1oZsPUZxT1MYAsC1vEOm1/5RjqLcXp9fkCccs4DToGuRmJNIBrGSwhSQZAANwB77YLdou02WWmVyyuH2BfptaWMfLljdSownpj9zK2E+PdqspWpmmSzieSNuOhtgXmuLpl3yzKmumaA8LggmGqfC2xMWkTsR1wE4Txt6YRXZH6MVDQSTvqEyJxrx3ilesgV0EJADqImxVSY8KgjkDhpY6SdbPzvn7AS3o6zwPiWXzVEPT+7gfC1iItvsY6jA3jdRQ4hw0g7HV05jC72OP/AGoUwx1EmDITVeG/KZnBArUnwUWYddLgf5tMfXEZNRk0ajXiXaLuxNSow1aohTfYnYemF7MceQkOuqIgW6Hff+owR45lhVAFdqNLTMffLaY5b8umAp4FSVe8avNMLJZUJHxaZBJHPyn2vhG9WwySRBm8zTqjSqFGIMvquTuLQBvbBcZoOjioVWQqsyAmQAQIBMfpiDiC5ZUJQVO8jw6lgFSPiHiN9/lvjfgWQNemUFMMwEmZ8SjU0xO/QCJtjlyJpfj6M6Me8JJeX/JAriWaPwhvuzpWmkzCqAslthtJ6kkwBvFlKFUy9JKhZdoUMvoQTB+sb7jBbiPBQirakA6610tMCSpDW3BBleWBtGqs6GkEbQSCCOl+WIvL3S3XJX+VlwpRbXa9yfOcQerUIqTSdYgMjaVAjSFnbwBt4nTznFrs9w5szXallaYeBrLO0eEkAaZ9bTOx9xYyjOzkMWFhJMk2n98NvYDPCkXdwB31enSphJDawvxFySNCgyVMyziYBv0Ypxlt32OeTfDPeLZTNPWgUXXTZmdgq1HsxdAY1LO0A7/IHx+lVMUqnd06iCQraU1A2BFQsVY72JU32OD2Y7Zs9U1CH0MAVGlQQOUiPFPME++FHtLxPv3VrTpE6QQAZYxfyja31GLLmwOLRD9iqUiWqIyQBp1AiZFip/EInbGmZcCprj4lDx5n4o95xDR/s5vJk23ja3vPzx5nqZK0Tz0kfJ2/1wG7TAeZnOS0IW0zJB2n06f6nB3N06lSjlaVITrpMdIIgnvKh3Y2sOuFtcqSRAvP9DB+rUX7PlHdQwQ1EIIn4X1QZ6htj0wkQi5XrMAULWSSoUixJWfEN7D54euI8JoqQEGtKiiokgFgGvHkVMqehEcsIvFVUVG0/CdrAdDsAB8sNvAsySoRj8K6h6EwR7GPniXVp/DtdgyWwu5hWRirgggxfn5j6H3xH3mGjiKKfjAZGPiH4ugdTvbmOnpBHNw2j9jq1k1khwqMSIILKsRvIufcYbBmeSPH7HZDrdkmCdePC+K7SNmVvSZ+RGNS5G6kY6C66mLLOrHmvFdKs43Jxh/iJnRKbnF1KlsUqRxbUWwx4BTqSTiJ0OL4ok8sT08iTywDFHKUjgP20yb1VpimhaGMwLC3M7D3w1UsoVxpmaRAlSQRzGAFOnZy37CaVTRWVlaAQUIJUm4MA39JGGrh1JoBNZnnk9PQR9STg62YqH/3Hj+8f9ca0aKjl54NDSnqKwoYrcfB7qkACdrATsBv0waDgbAYG8fph0Vjugtfra/sYwGrVAxtJ2xWTLM5fTyi3MyDt12wa4RwelWAZfGR4SptpMWsOt+fXAzIPDNH8pHsThgq8PGkV6LaKyrqmJDxBh15je/ljtzaJSSls6W/2XP7mTZHU4EGWoBAZVBCgQCINhHO1jgZQqtQjRtfVqgncroKkbWMjnOGTgGfas1RnTQw0gjl+IyvlfATjijWW56iPaxv8zgwzOHySf6rj0E07lPJ94hrPl6jUUAGrSW2JEIWmTB+gOK2Zo1VpHMVGaqJCjWZEnfcyCPD/mxPwviK0qjLUXVScjvFG8DYjzBv/wA4r8UFRZor4k1a0Alg6tZXUc7COsiOuJ9W2sjS429C0OEScMpJmFJhVCm4PpvE/XB7JLSpUKqq6kyP7M7QCwklbieh5HbAvgnCyuWrs1JQwK2c3N9lFiLbjmDgaOBs7sNQERKSTHTltv8AI45V4BdGpz5E1aTQpGkrAlCdhBER0I8/MYM9nc0yAVUIBDCIjcB5ld4M+hv0wsPkqiP4lJ0tOo/CefxG0H98H2zelSYOkFQLbKA1rC8CBPliPUX2539DrwcS+3qi5xqitdtYlDc2PW5+ZvgB9heme8dzpW+rcztA/wB8GaGaVx4WB9MUuNt4Vv4IEqLEzeZ8rcjtjm6aU9T18efn29+A+THDTaRLwDjVOk1Sq6TA1IN5ebahYaRMkc9MDc4N5jiZanl3SDUCGoG3+8qVqiFh52/+GFfKGiyQ1JgFPxAljf8ANAEx5AR54Y+GUafcIrMe6DM6upEqN9JWzMpJLAg2IN7xi7UXOkt/yOee8dUizXyaFmdHppTbfvCQV5wAAdUWjTPsZwp5/Il6jmjNVBJt8YjctT+JRYmYgDmd8NiUsugGgl2/CrgKnXxAElxzgwOsi2ESrWZqhYEhmaZFjLE7R68sWiydplrK0SWVCQJNydvO/TBHN5ZO7phtWq8QLXcr5zcbeW+I87lhqCtSbQeQMSb7E7Rb5GcU+MKyMiI0BEgDmCoLEkxvfCpW3bNOm1p2L+Yde7C6ADF5vt1mdt4M7Yly9DvKFegSzuPv6cm5KrpZQepWD/gwt18/UsNZItuecf8AOCOU4q6hagQAoQRUp+XJ122523vOJxg4LYyi0D8wytTm4KsQJ6GCN+l/nghRzzwHQ6ZEHpFpn3H1xa4llqdZRmKI005JrIBem0GLC+gnY8p8sVuA8LetSOm6gkGLsDHT6zir0Xc3t5+gXxZlbjXhIUGXkA/ija4HW/O2GPIOuVyKOyd6CxR0bYqzEkAG0iLHAvh3BkDjefzG59uWCXaKm32VKSIW0vJi5jxcvUjAjpTdITa6QPz3AkqIcxkialP8dI/2lM9I3YfXpOF5MwNjMc4/0wWyOUzFBRmULUzaJHxA8j5eRxeZKOfuNNDN9PwVT5dD9fXfD0Gzfs6lOrmyaQUL3WmKlxOtZME/lnY4F57KKajkqRLNABgASbRgt2Oyj0a1ZailWVAIPmTcdRbfA7MZgaj6nASpUC3ew3UVGLqMMDaa4uUjihEuU46YuUX9MD6Zvi/RqAYATepTPTFLMpa+L1XMHpgfWqHGMwTeb43X0xMQJx6sYIpGfTFbjLL3Qvyv6gi2CDKMLXaLL6ztaN+h5ze1guww8I26CDOGsoqFSR4gQL73P1wSqcRVRBY7X038tpGFhqekAHkf3OJ0qSrBVOonpNuVh7/TF+oxtNPyXoOPXZzNLUDmmCAoUQYm0mYBNr4D8a/F5lv2GPew7OBVmZJHLlBtjOKN4nHMGR9JH0xztPuDhg7LcMaq9UAjvEghSLNEyPX6YPcLzKVU7gqtF1ItEFTNyBIlTzG4sfUfw6ppzNZhyYH6nB7i/CKdZdROioLrUAvYEgHqJj54688oylol4Kn4bfmgJk2Y4GFQoAGnmR05emKn/TVpFG5A6X28SGzb9LN/hxUp9prCnWGlhpKNybbwnoRO+x08sb1c2a0hQSACecWBJx56jOEfn59SsknLbgmzvD6IQhFimJ+Izff9cAEYIk1CIJUb8yIkxJHywfr5tXAimFYCGpE+BzyKE/D6GeUNywDzeQ79WCpoKmwkkEhVGkSS3M3JPthJJPZl8U3G2tkvV8ffuB89w0BgVOkm4vv79cb8SoVHq2MoIiYHIA7ec43ytYgdzVU7wLXB8pFx5YlQTdalP+65KnpubfXAqWlpPw5+47lHn098e+xW4LXgsu5Ow6mSIHrbB3JcRNHNroAK0qYUcpI+L0ux/wAuKPC+HaGapUCQnjlagaCJg2NrkfLGKyTL111G50qzXJJN4ANycGMIqbl4/oQnJuNEnEc+1SqahCiSTA88CMnSplwwqEFSGCsACYI2aSDAvsJAMDBaaA/HUb/9Y/dxhezqhXOmQJlZ3HyOKuV7CxQayg0kZnMlio+BSfE7RyB2A6/8Yr0a5rValV0sSbLsuoMAOe+2BVbNtUaajFjEAnoOQGwxPlqsBmnwixHUnb0wj4HUbdB7hOW7ytQy/djRUqopkifEwE3Gw8vPAjiQOWzVWkYbu6jLIAmASN/TkcQ8O4vUpVFqUSEdG1IYDX8ywM4qZ3NPWqvVc6ndmdz5kyT0AwqxxXBRTl9F4fv4k2Wz1ShV1020ncQPCynkQdwRy/0wxZJKNZlYasvVLGQl0Yi5gCTTt7eeFhhKLI6geY3H1n5YLdkWLZpCTsrH0tH6nCZZ6cbl4WacFq2GF8i6CQQy9eXzuMeDNFbGR/XuMHXpKTOx6gwfmL4q1crPMHrIv81g/Ocedi/iCfLr6/uv2FliBXaXioOWQfid2qegapVOn5d2P8OKWVyNB1BnS3yv5T+xxZ4pw5GAQBl0gAEgsCBMeIXG/T3OK1LKVFHhhwPy3/S4+WPSWaMuNyOlpBurnqqIJYOq7lviI6Tz95wnuQDBInBGpW3VgQDuJI/TFf7OnJiB5YdNPgy25G2nizTOKFPFqkuKkS5TOLKPirTxYQjGMSM5xAwnEs4wnGMUqtPEbLA88WqhxXYYwCNTiHMUpBxZC42KTgozE7PZJfGWcKVA0rF3J1bX2EXPKRgWuVZuWOgNlFYGRiuciOmL/wAxkqrMpUD+xiKneq25AK/UH9RivxuqFdjqA2O8dDixncqVYuCAIgHpvNh1/bC1mcl4rC7eXM8/fGhj1pjJ27Ya4QwNSr0ZQR5Wn94wbOdj8YUi4JIERGFFswVqEoYGwPkBA/bFfvPiLMT9cHqY1P7L0DFB3M/ZyhFR1YHYrJvuYIHKfrjfgtdUokh3IllErZhe19iJHt0wAzOaRkUU1I0AaiecxqaJ5G3uMF+BcXX7LWy5SZZWDyLMSo26eE3HUY48k5qKUVe6/wDSmnxIuF16+YdPEFUMAQLb285352war0SFgkwogPIlY5yYBHrb0wK7M5QhKjQxC/iU3UkWMcxYg9N8UeM5xyag1EL4oWbbG3n74W1ezDy6L1DiwJKVAG0mzdSNttvrgNn6y6QqMN/M78yfIYiyogjFbRY9Yt72wRlsEsgxTKu+2qoALiYUAxpPxAzGLFDI1q0V6jai9pO50+GAALARHtivnrrSpiwUaj6kjl1/1GGXsnxilTVMtUBUyQGixLMSFNrb73Hnjn6rLPHDVBX+wHwCKeS8YVvDOB/aOgEdQGkRv746Nxfs4KniQ+KLXt8+nzwh9qeHNSKK0TpfaeQB354l0vX487ST38AR5F6osWxeyWTaoNMhQSASdpuAtrknoOnkcW+H8FesyCkpdmRnMbBQRf6+52xd4RwirVEUxApq+skEIHZWW9SNAI8K3I+E47LspGVbnuTpZZKgp1KI8IC1CGZ2DnzDaLf3TBkRacXuI0yXailCmqUhZvhVlYlfvNPjuSRZrQd98S5PsmaFIvUc6l+8BU6V1IrEAMbtudgPXFbipAqkap8aq1zDnSHDON7AhTM7TPIaStBxzSnfb3YPzmVU0lgMndmWpg61BdgshxaPUk8r7434XkGy9dakxTgiWKgmbfBOoX6jE3Fs8dDG8M1NTtfuyTfqbRa0nBbP0SzKYmGk/Ii/zOI5G5xca5BK4PcuZTiKuLH25/LFvXgK2WVhI+TCfocRpTYOqBmUk8jII9GmMePl6PTuPHImHHAOF/O8QQVCmmY+ftibK5xyzgFXUGxPhP0mfpgXXok95UiDqIE8+fxCY94xTpcCUnrZpzpF77QrW1EeTX//AKnEbZQflp/5D+zDAtczaGEEjY+XTrizlKh07nHbkjPGrjIRNPsM1I4sIcZjMemcZMhx69YgGATHIbnbaceYzGCjRa7Xm3S/6g4374k88ZjMKgskU4xsZjMEBGRj3HmMxjHoxhGPMZhhWQZigTtgHm8rpYNAEEG3kZx7jMNGTi7RkL1UaTFrWxXdrRO+MxmPUzKKx6mr4HhyQho+HHniMgWB3Am/O4xmMx5c8rfl9C6VDP2I4w1DvKZQFGBJnewN/affFXM5eWa03NuvljMZjlWOKm5pbur86A2RUaAKlhaNwdwRaPnij3MEwfDzIO/rGwnGYzBk6VhRGzlz1MR0G/T5YJ8HyVRq9HVstRTBgcxy32AxmMxz9VNwxujN0dVWQPCY/T5YSv4iiWoEiAWcEgTYgA2tPpOPMZj5r+Gv/cx+/ozF7s7xTLU3SjlCzstKoe9YEahpY2G4AZRaBvz3w7VclBDfEQIk7geQ2X/CBjMZj7BITJswZnaR0OBfUpBBEz1lSCD6RhK4pw0MSXRlYw5antIBF0YgbdGXYWxmMwJCxdENPgpdNKujDxWaUmWJuGAHPkTtgiztT/thHRhcN5COfljMZiUtlZ04f6kljlx6A/O8QYSApXzYX+XLFDKVNKPWM6n8Ck7+Z/rpjMZjmyu1Xi/+xIE/CAbwDglwRXVG1WJdiFPSFuRvjzGY55wUoTb90DNuqM4yEFJ5WxN49fPY+2AFCtSCjwUx5EAn3JxmMw/SrVi8NynRY1ktM//Z)
![La inteligencia artificial es el futuro de la salud | EL MUNDO](data:image/jpeg;base64,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)
La Sociedad no puede permanecer por más tiempo ajena a la Ciencia y a todo lo que trae consigo. Precisamente por eso la RSEF dedica un gran esfuerzo a la difícil tarea de convencer al público de la importancia de la Física como valor científico, cultural y social, como una forma rigurosa y profunda del acercamiento al conocimiento de la naturaleza, y a la vez como generadora de nuevas tecnologías. En este sentido, es una espléndida noticia la inminente creación de un nuevo Grupo especializado en el seno de la RSEF denominado Física Médica. Y, desde aquí, aprovechamos la oportunidad para darles la bienvenida y desearles el mayor éxito en sus futuras andaduras en la de la verdad científica.
Fuente: Revista Española de FÍSICA.
Publicada por la RSEF con el Nº 3 Volumen 21 de 2007
La presente transcripción es de: Emilio Silvera
Miembro numerario de la RSEF y adscrito a los Grupos Especializados de Física Teórica y Astrofísica.