{"id":5366,"date":"2020-12-27T04:40:05","date_gmt":"2020-12-27T03:40:05","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=5366"},"modified":"2020-12-27T16:45:28","modified_gmt":"2020-12-27T15:45:28","slug":"siempre-aprendiendo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/27\/siempre-aprendiendo\/","title":{"rendered":"Siempre aprendiendo"},"content":{"rendered":"<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/mivozcolombia.files.wordpress.com\/2011\/09\/indiferencia-1.jpg\" alt=\"http:\/\/mivozcolombia.files.wordpress.com\/2011\/09\/indiferencia-1.jpg\" width=\"240\" height=\"240\" \/><img decoding=\"async\" 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\" alt=\"EL BLOG POL\u00cdTICAMENTE CORRECTO DE OMAR HABBAB: No controles mi forma de  pensar porque es total\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a1NO! As\u00ed no podemos avanzar, que nos dejen libres para pensar. La creatividad del pensamiento tiene que estar s\u00f3lo supeditada al libre albedr\u00edo de cada cual. As\u00ed ha estado avanzando el mundo desde que&#8230;tenemos noticias de todas aquellas civilizaciones que fueron y que, expresaron sus ideas para que nosotros, muchos a\u00f1os m\u00e1s tarde, las pudi\u00e9ramos desarrollar. Sin aquellos conocimientos no ser\u00edan posibles \u00e9stos.<\/p>\n<p style=\"text-align: justify;\">Qu\u00e9 verdad es, nunca te acostar\u00e1s sin aprender algo nuevo. Aqu\u00ed, en este mismo lugar, ocurre eso con frecuencia y, de vuestros comentarios he obtenido a veces conclusiones en las que, por m\u00ed mismo, no habr\u00eda pensado. Como se suele decir, cuatro ojos ven m\u00e1s que dos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/trinityeyes.files.wordpress.com\/2008\/07\/000af072-4891-1f0a-97ae80a84189eedf_p64.jpg\" alt=\"http:\/\/trinityeyes.files.wordpress.com\/2008\/07\/000af072-4891-1f0a-97ae80a84189eedf_p64.jpg\" width=\"397\" height=\"324\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por ejemplo, en el trabajo que denomin\u00e9\u00a0 \u00bfQu\u00e9 har\u00edamos sin la F\u00edsica?, aparte de otras muchas intervenciones, me llam\u00f3 la atenci\u00f3n la de Fandila (14.2.1) en la que se refiere a la fot\u00f3nica y la cu\u00e1ntica y llega a preguntarse si no deber\u00eda llamarse &#8220;cuant\u00f3nica&#8221;. Kike (14.2.1.1) que entabla el di\u00e1logo con \u00e9l, lleva la conversaci\u00f3n al campo del avance de la Ciencia a la que compara con la evoluci\u00f3n de las especies. Ambos llevan su parte de raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"F\u00edsica con ordenador\" \/><img decoding=\"async\" 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\" alt=\"\u2192 Ordenadores All in One: Qu\u00e9 son, pros, contras y modelos ?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Muchos de los problemas que surgen en campos de la F\u00edsica moderna han sido abordados mediante su modelado e implementaci\u00f3n en ordenadores, donde hay aplicaciones que requieren una enorme capacidad de c\u00e1lculo. Pr\u00e1cticamente en todas las disciplinas de la F\u00edsica se requiere obtener soluciones a problemas que consisten en la optimizaci\u00f3n de funciones en un determinado espacio de b\u00fasqueda. En otras palabras, muchas aplicaciones en F\u00edsica consisten en solucionar problemas de optimizaci\u00f3n, que en numerosas ocasiones no se pueden abordar con herramientas matem\u00e1ticas cl\u00e1sicas, debido a la complejidad del espacio de b\u00fasqueda, o de la funci\u00f3n objetivo, o ambas cosas a la vez.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\"><strong>Algoritmos gen\u00e9ticos<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong><\/strong><strong>Aplicaci\u00f3n para la optimizaci\u00f3n de funciones no tan sencillas.<\/strong><\/p>\n<p style=\"text-align: center;\"><strong><\/strong><em>Programa de ejemplo<\/em><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><em><\/em><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/www.cimat.mx\/%7Eomar\/IA\/algGen2\/interface.jpg\" alt=\"\" width=\"398\" height=\"275\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Nos dice el Autor del programa: &#8220;En este programa inclu\u00ed algunas mejoras para &#8220;optimizaci\u00f3n de funciones sencillas&#8221;,\u00a0 la funci\u00f3n que viene implementada est\u00e1 dada por:\u00a0 <span style=\"color: #669999; font-family: Times New Roman; font-size: medium;\"><span style=\"color: #669999; font-family: Times New Roman; font-size: small;\">f(x,y)=x^2+2*y^2-0.3*cos(3*PI*x)-0.4*cos(4*PI*y)+0.7<\/span><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este hecho fue constatado pr\u00e1cticamente desde el advenimiento de los ordenadores como herramienta fundamental en la ciencia moderna. As\u00ed, ya en los a\u00f1os 60 surgieron diversas herramientas para solucionar problemas de optimizaci\u00f3n no abordables con t\u00e9cnicas cl\u00e1sicas, entre ellas algoritmos que imitiban comportamientos de la naturaleza. Espec\u00edficamente,\u00a0 se comprob\u00f3 que el paradigma de la selecci\u00f3n natural y supervivencia del m\u00e1s fuerte (pieza clave de las teor\u00edas Darwinianas sobre la evoluci\u00f3n de las especies) pod\u00eda ser f\u00e1cilmente reproducible en un ordenador, y aplicable a la resoluci\u00f3n de estos problemas de optimizaci\u00f3n dif\u00edciles.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Gran Colisionador de Hadrones (LHC): C\u00f3mo son detectadas las colisiones\" \/><img decoding=\"async\" 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\" alt=\"NeoFronteras \u00bb \u00bfM\u00e1quina del tiempo en el LHC? - Portada -\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Siempre hemos sabido buscar soluciones<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que, ante la adversidad, la mente humana siempre se ha crecido y, en este caso de la computaci\u00f3n no pod\u00eda ser de otra manera, as\u00ed que, cuando se lleg\u00f3 a un nivel de imposible resoluci\u00f3n por los m\u00e9todos cl\u00e1sicos, surgi\u00f3 la necesidad de un nuevo paradigma de computaci\u00f3n, que proddujo la generaci\u00f3n de algoritmos capaces de obtener soluciones de buena calidad en estos casos de optimizaci\u00f3n dif\u00edciles. Diversos investigadores se concentraron en la imitaci\u00f3n de sistemas naturales para resolver estos problemas, generando los diversos algoritmos que forman parte de la computaci\u00f3n evolutiva.<\/p>\n<p style=\"text-align: justify;\">Pongamos un ejemplo:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/portal.uc3m.es\/portal\/pls\/portal\/docs\/1\/5723828.JPG\" alt=\"Robots Dorigo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">All\u00e1 por el mes de febrero de 2009, pude asistir a un Seminario que tuvo lugar en la Universidad Carlos III donde mi hijo Isat Estudiaba Derecho ADE, y con el T\u00edtulo de <strong>Computaci\u00f3n Evolutiva y Algoritmos basados en las hormigas para la inteligencia artificial<\/strong>, pude disfrutar de un tiempo m\u00e1gico que me transport\u00f3 al futuro. La rese\u00f1a que sali\u00f3 fue la siguiente:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/portal.uc3m.es\/portal\/pls\/portal\/docs\/5723821.JPG\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;La Inteligencia Artificial (IA) vive una segunda juventud, seg\u00fan lo visto en el Seminario Internacional sobre el tema celebrado en la Universidad Carlos III de Madrid, donde han presentado nuevas t\u00e9cnicas de computaci\u00f3n evolutiva, algoritmos basados en hormigas para, el manejo de robots, o, posibles aplicaciones de la IA a la econom\u00eda, los juegos, y la fusi\u00f3n de datos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" 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\" alt=\"UNIVERSIDAD POLIT\u00c9CNICA DE MADRID SISTEMA DE APRENDIZAJE EVOLUTIVO PARA UN  ROBOT CAMINANTE\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQE9hJvRxeBlKbVZVZUKHzTi_miGty7ec8ZaQ&amp;usqp=CAU\" alt=\"LAFH :: Luis \u00c1ngel Fern\u00e1ndez Hermana, consultor\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El campo de la Inteligencia Artificial ha cambiado mucho desde los a\u00f1os setenta, cuando se aspiraba a encontrar el &#8220;solucionador general de problemas&#8221;, un algoritmo, programa o sistema que permitiera resolver de formar aut\u00f3noma cualquier problema. &#8220;A d\u00eda de hoy se piensa que no existe y que lo que tenemos es un conjunto de algoritmos y sistemas que en su conjunto denominamos t\u00e9cnicas de Inteligencia Artificial&#8221;, explica el profesor Jos\u00e9 Manuel Molina, organizador del Segundo Seminario Internacional sobre Nuevas Cuestiones en Inteligencia Artificial promovido por los cuatro grupos de Inteligencia Artificial del departamento de Inform\u00e1tica, celebrado del 2 al 6 de febrero en la Universidad Carlos III de Madrid (UC3M).<\/p>\n<p><strong>Entre Darwin y hormigas inteligentes<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La resoluci\u00f3n de problemas de las hormigas, ayuda para entender el  comportamiento humano - RTVE.es\" \/><img decoding=\"async\" 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\" alt=\"Dentro del hormiguero: fotograf\u00edas incre\u00edbles de la vida de las hormigas -  Russia Beyond ES\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"El animal con sentido: CITA: No toda inteligencia es inteligente\" \/><img decoding=\"async\" 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\" alt=\"Las hormigas ayudan a solucionar los problemas de contaminaci\u00f3n de las  ciudades - iambiente\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Son mucho m\u00e1s inteligentes de lo que creemos, juzgar por el tama\u00f1o&#8230; no ser\u00eda aconsejable.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">All\u00ed presentaron sus trabajos algunos expertos internacionales en la materia, que cada vez encuentra relaciones y aplicaciones m\u00e1s sorprendentes. La Teor\u00eda de la Evoluci\u00f3n de Charles Darwin, por ejemplo, podr\u00eda aplicarse a la resoluci\u00f3n de problemas con ordenadores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Computaci\u00f3n Evolutiva, un Aporte de los Ingenieros Inform\u00e1ticos en  Optimizaci\u00f3n - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRFjPpnineM4lMHuNXAAp2qZmiu_fmw3XxWMw&amp;usqp=CAU\" alt=\"Computaci\u00f3n Evolutiva by Francisco Jose Pinto Chacare\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En eso trabaja el investigador del Centro de Investigaci\u00f3n y de Estudios Avanzados del Instituto Polit\u00e9cnico Nacional (M\u00e9jico), Carlos Coello, un especialista en t\u00e9cnicas de optimizaci\u00f3n multi-objetivo de procesos complejos en ingenier\u00eda mediante t\u00e9cnicas gen\u00e9ticas. Otro invitado al seminario, Silvano Cincotti, de la Universidad de G\u00e9nova (Italia) explic\u00f3 c\u00f3mo se pueden aplicar estas t\u00e9cnicas a la econom\u00eda actual y fundamentalmente c\u00f3mo modelar la realidad utilizando agentes inteligentes.<\/p>\n<p>\u00bfComputaci\u00f3n Evolutiva? Hasta d\u00f3nde llegaremos?<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSf3wnIyoewXYVfhSsdJN876ayI774Uf2z4Ig&amp;usqp=CAU\" alt=\"Oda a las hormigas, musas de los algoritmos | Tendencias | EL PA\u00cdS Retina\" \/><\/p>\n<p>Si las observamos son fascinantes<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La presencia de la naturaleza en la Inteligencia Artificial no acaba en la denominada computaci\u00f3n evolutiva. Otro cient\u00edfico de la Universidad Libre de Bruselas (B\u00e9lgica) que imparti\u00f3 un seminario en esta reuni\u00f3n, Marco Dorigo, present\u00f3 el algoritmo de optimizaci\u00f3n basado en colonias de hormigas que invent\u00f3, que consiste en una t\u00e9cnica probabil\u00edstica para resolver determinados problemas de computaci\u00f3n. Este algoritmo, que puede utilizarse para manejar peque\u00f1os grupos de robots, forma parte de la &#8221; <em>Swarm Intelligence<\/em> &#8221; (inteligencia basada en enjambres), famosa a ra\u00edz del libro Presa del recientemente fallecido Michael Crichton. Esta especialidad busca el desarrollo de comportamientos complejos a partir de la interacci\u00f3n de un conjunto de agentes que tienen unas reglas de actuaci\u00f3n muy sencillas. La uni\u00f3n hace la fuerza.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" class=\"aligncenter\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcThVov5bZOlkMm2o-gaKBSlWIufs1OPcaMrHna9JLmaa2_rWGvEXQ\" alt=\"\" width=\"210\" height=\"240\" data-height=\"240\" data-width=\"210\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">La conclusi\u00f3n m\u00e1s importante que se ha podido extraer del seminario celebrado en la UC3M es que la Inteligencia Artificial es un \u00e1rea que no tiene un \u00fanico objetivo, si no que ha incorporado muchas t\u00e9cnicas diferentes para conseguir dotar de cierta inteligencia algunas soluciones. &#8220;La t\u00e9cnica es una funci\u00f3n del problema y as\u00ed hay t\u00e9cnicas para que las m\u00e1quinas puedan aprender de la experiencia, que identifiquen a las personas, que interpreten el entorno, que razonen las acciones m\u00e1s prometed oras, etc&#8221;, explica Molina, que dirige el grupo de investigaci\u00f3n de Inteligencia Artificial Aplicada de la UC3M. El mayor reto, explica, es que las m\u00e1quinas sean capaces de realizar tareas que no est\u00e9n preprogramadas, para que puedan elaborar una estrategia que va m\u00e1s all\u00e1 de lo pensado en un principio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5376182552978637266\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/4.bp.blogspot.com\/_b67oFF7A0tU\/SpwJjDXxwdI\/AAAAAAAAACI\/HnrdrWwOKSY\/s320\/evolucion1.jpg\" alt=\"\" width=\"320\" height=\"110\" border=\"0\" \/><\/p>\n<p style=\"text-align: center;\">La imagen, aunque no refleje la realidad exacta&#8230;, se acerca bastante<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que, pretendemos imitar la naturaleza y hacer que, la Inteligencia Artificial evolucione como lo hicimos nosotros mismos, y, si eso se consigue&#8230;\u00bfQu\u00e9 podr\u00e1 pasar en el futuro?<\/p>\n<p style=\"text-align: justify;\">El mayor problema al que se enfrentan los cient\u00edficos en este \u00e1rea es la necesidad de sistematizar toda la investigaci\u00f3n que se est\u00e1 llevando a cabo en Inteligencia Artificial en todo el mundo para poder unificar las diferentes t\u00e9cnicas que se desarrollan. &#8220;La idea es buscar una integraci\u00f3n y sinergias que permitan ver ese conjunto de t\u00e9cnicas como un todo&#8221;, explica el profesor Molina, aunque aclara que la percepci\u00f3n que se tiene sobre este tema a nivel social es bastante diferente porque se espera mucho de la IA, tal vez por lo que se ve en las pel\u00edculas de ciencia ficci\u00f3n. &#8220;La gente ya espera ver a R2D2 por la calle y todav\u00eda queda mucho para eso&#8221;, concluye.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"Image1_img\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/_b67oFF7A0tU\/SorxmhnQLVI\/AAAAAAAAAAM\/HxUQ3arI6ws\/S259\/yo-robot.jpg\" alt=\"Robot (I.A)\" width=\"259\" height=\"144\" \/><\/p>\n<p style=\"text-align: center;\">Tendremos que esperar un poco<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">A partir de todo esto quise profundizar un poco en el tema y, me le\u00ed m\u00faltiples trabajos de autores especializados que me posibilitaron tener una idea m\u00e1s clara y profunda de hasta donde podemos llegar en el futuro que, de seguir por el camino emprendido, pocos l\u00edmites tendr\u00e1 eso que llaman la Inteligencia artificial Evolutiva.<\/p>\n<p style=\"text-align: justify;\">Por otra parte, desde hace algunos a\u00f1os, existe la convicci\u00f3n de que buena parte del desarrollo tecnol\u00f3gico del futuro depender\u00e1 de nuestra capacidad para fabricar dispositivos con un tama\u00f1o comprendido entre el de los \u00e1tomos (&lt; 1 nm) y el de los dispositivos actuales (\u2248 100 nm). Con estas dimensiones la materia presenta comportamientos peculiares, en muchos casos de origen cu\u00e1ntico, que no resultan de una simple extrapolaci\u00f3n de sus propiedades macrosc\u00f3picas (mec\u00e1nicas, electr\u00f3nicas, magn\u00e9ticas, qu\u00edmicas y \u00f3pticas) y que, por ello, son a menudo sorprendentes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.lifeder.com\/wp-content\/uploads\/2018\/06\/ribosomaa.png\" alt=\"Ribosomas: caracter\u00edsticas, tipos, estructura, funciones - Lifeder\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.losarchivosdelatierra.com\/storage\/fotos\/Modelo%20de%20la%20estructura%20molecular%20de%20un%20ribosoma.jpg?__SQUARESPACE_CACHEVERSION=1255021723609\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Modelo de la estructura molecular de un ribosoma<\/p>\n<p style=\"text-align: justify;\">\u00a0Estas dimensiones corresponden al territorio l\u00edmite entre la qu\u00edmica molecular y super-molecular y la f\u00edsica del estado s\u00f3lido para unas pocas celdas unidad. El estudio de la materia a escala nanom\u00e9trica y su utilizaci\u00f3n para la fabricaci\u00f3n de componentes y dispositivos con prestaciones avanzadas y novedosas reciben el nombre respectivamente de nano-ciencia y nanotecnolog\u00eda.<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: arial,sans-serif;\"><span style=\"font-family: arial,sans-serif;\"><span style=\"font-family: arial,sans-serif;\">Nano alude a la palabra nan\u00f3metro, una unidad de longitud que equivale a la millon\u00e9sima parte de un mil\u00edmetro. Por ende, entonces, este prefijo indica el estudio de las diversas disciplinas a nivel at\u00f3mico y molecular.\u00a0 Pero\u2026 \u00bfCu\u00e1ntos \u00e1tomos equivalen a un nan\u00f3metro? Tan solo entre tres y cinco.<\/span><\/span><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-H71d6Nc0urc\/TWGNmUBpkNI\/AAAAAAAAASM\/un7tigSwdok\/w1200-h630-p-k-no-nu\/nanometro%252C%2Bnanonutricion%252C%2Bherbax%252C%2Bjoel%2Bmartinez.gif\" alt=\"Nanotecnologia: \u00bfCuanto mide un Nanometro?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span style=\"font-family: arial,sans-serif;\"><span style=\"font-family: arial,sans-serif;\"><br \/>\n<span style=\"font-family: arial,sans-serif;\"> En este sentido, estamos en condiciones de comenzar a distinguir algunos de\u00a0 los conceptos que enumeramos anteriormente. Por un lado, la nano-ciencia se encarga del estudio de las propiedades y los fen\u00f3menos a escala nanom\u00e9trica. La nanotecnolog\u00eda, por su parte, ser\u00eda la encargada de la manipulaci\u00f3n y producci\u00f3n de materiales, estructuras y sistemas a tal escala. Sin embargo, el l\u00edmite entre nano-ciencia y nanotecnolog\u00eda resulta cada vez menos tangible. En simples palabras, se puede decir que la nanotecnolog\u00eda utiliza el conocimiento cient\u00edfico proporcionado por la nano-ciencia para la\u00a0<\/span><\/span><\/span><span style=\"font-family: arial,sans-serif;\">manipulaci\u00f3n y producci\u00f3n de diversos materiales (por medio de complejas tecnolog\u00edas). Por esta raz\u00f3n, es posible <\/span><span style=\"font-family: arial,sans-serif;\">encontrar la utilizaci\u00f3n de tales conceptos de forma equivalente (aunque no por eso sea correcta).<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Presentan Programa Nacional de Nanociencia y Nanotecnolog\u00eda \u203a Cuba \u203a Granma  - \u00d3rgano oficial del PCC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTOWebBf5VW1_4FoVQYCLs-_TefAOlPvm47yA&amp;usqp=CAU\" alt=\"Por qu\u00e9 estudiar el M\u00e1ster Universitario en Nanociencia y Nanotecnolog\u00eda  Molecular UMH - M\u00e1ster Universitario en Nanociencia y Nanotecnolog\u00eda  Molecular. Conjunto\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nanociencia - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTqsodEnMxST3o28fzhNO58cU9umBCk_5_sxQ&amp;usqp=CAU\" alt=\"Grupo NanoMatMol\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span style=\"font-family: arial,sans-serif;\"><span style=\"font-family: arial,sans-serif;\"><span style=\"font-family: arial,sans-serif;\">Es por esto que muchos de los avances que hoy se encuadran bajo el nombre de \u201cnanotecnolog\u00eda\u201d no son m\u00e1s que nano-ciencia, porque sientan las bases para el futuro desarrollo de una tecnolog\u00eda que permita la manipulaci\u00f3n de \u00e1tomos y mol\u00e9culas. Sin embargo, ser\u00eda incorrecto decir que en la actualidad no hay ning\u00fan desarrollo nanotecnol\u00f3gico (aunque s\u00ed se puede afirmar que sus aplicaciones son reducidas, teniendo en cuenta lo mucho que se espera de las mismas), porque entre ellos se pueden mencionar el calzado t\u00e9rmico (desarrollado en 2004 por Aspen, los colchones que repelen sudor y polvo, los cosm\u00e9ticos personales ajustados a edad, raza, sexo, tipo de piel y actividad f\u00edsica, y los vestidos que impiden las infecciones en heridos y quemados, entre algunos otros.<\/span><\/span><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fot\u00f3nica, la tecnolog\u00eda del siglo XXI\" \/><img decoding=\"async\" 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alt=\"Fot\u00f3nica - EcuRed\" \/><img decoding=\"async\" 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8fotVtsPbcq+otXKM1CXCL3am6oYXscwhgINW7MiKdc0jR22WRcWab2oNbeSPa697NNFHhoXA1zFAwUzFTxp0QabS2wm93Q0e7lYj1M\/tV2kscl3iIEGQBoAA9UilTXSlK9Vn9mcLW2btPGWU8Hidq9YrSdZcIrlCymQKBgjUS2mQ1LmuWS0PaxjCS4gDZUk0GqjreMibLox7l\/tR2TlsTsMraGlRQ1BG8ELP1JXcpHMlKZoIpbLGKUyxkJBKEJNKZCWHkpnW9n7z0O1uThvbvXqtDqPcjz1OJrdMunnoda2jgCDkcwV0s9ziPMXyQExaS12YOu\/g5u9XtT5XUtwUlldSbncag6HYVEgEho3VNDrs\/m1W1gtruSc7frsKrBS+ALohr6p2008RsRbmMU306kHR76cz8iEWchbiD4A7UefzUCU3HoZ1quSMmuE18vJL9qLZqr1s0sZAUEeTg4jr0KNRwMy7OU0W4HNd6rCeDskQmacerLDSB6\/d4bOqgnDl9vI5vMDKMtPkq2p9Qvwcus0yjPapXatB8ckaWDXXRp1+Zr9iuZHf6QRbvg1Rppf\/wAg7Xv2RjopvC\/D6bvaWIYJnaM8lTuSE2S0Ff3SbL0dyzn1jh+PRKepj5McvUNLH\/24Z\/U0LJ2crrV3PTokz1eDDd6s10wv0N+x3ExgqR17o6LFZqpS4RyLddOfQ6S7b2jgaWuoBqKUGzcczoubdp52vKNOi1cq01JNmPa7RC+RzxHiLiTV2Q+vktdcLIwUWzNa7JybcsLwEgeTwG5goP3FVJGZpJ\/9nV3ZLEYsBoN41NTtrtXKujNT3I9HordPKhQngBefZ9rsPozhJNDXPZqjp1ko\/cMt9Pr42GNN2dDHAOLnk6AbfBbI63dHjg5eoovrnsggTb+hsj6ObSmRG1SdErodRugo1EbNzRnXtfL7bKBZo5DlQDIV1JJOgRURjpof8h1rNLGyzdLCKt29nLTPKY5D6KgJJIxEU3Z56o7dYoQ3R7hwhSpbepOzfh+XzvilmNGitQK1rpQHRZbNW3BSNcLop7YrBWH4bPkkkjEjQGbTXOubchpklu9KKfkctX2OQt3YS0VfhjcRGTiIGQpxTVNcc9Ry1kcHNS3SWmjnAcqkrSqMk\/GJ9EEiuoe653PuhMWnXgVLVPygxgazV0cfLN31UcIw6tIXvnPomy1dN+x2eRsjS97muDgdBUGo1We6yprD5I9PbLwi3277am8C0ljWBjaAA11NSarluKXQ00U7DhilM2ESlssZKZYyEglCCUIWbFaTG4OHjxG5bdJqHVPIu2tTjhndXLbwQBXuu04FeupsVkco81q6GnnujaIByOzPwO0cPgmdOhz1xyivLZiPVJ+f0KZGafUbGxPqAMx2j5f8FHtTGbUw7rWDrWvLXnx4hCq2gPafYh+YGw+Br5FXtLUH3AmembajhTI+GiJR8jNnkmyYn2emXko4gOKXck1x2uA+KrBTx4JtaDsxc\/uqYLbXwSMJOxvgaHqqykCppd2I2IHVlf8Acq3Fq9x6P+ATrnj9yn+5CmOXqN6\/N\/A7LoYNoHIko\/cAlrJy6liKyMbvPh9kLnJiZXTZfs9m3Rjm5IlLyzNO3zL+xfZFT15Q0bminmkNt9FkzObb+mOf1JNtULT3WOkd1Q7LH1aQLrun9zSQb83aHepGIxvyHxQ+3UvueRftUR+6WQf5OQ5vlPh9UXuQX2xC96C+yIeC72jQEnf90uVzAlfOXBaEIblQeAxH6JW9sXJy7h4oidR+418tEuT4Fxks4N28rOyOHG2tRTT2qrDTOU7NrO\/qNHVClSizDive0VBDaAaF5y81ulpqcYMVeqdbT3ZwaljvVxkD30Pdw0YDQcalZbNOlDbE1w9VXubprgFbLqhtVoxOaNKZ6mnBSFkqaxsNX+It2QbSCCJljk7rSRTYNh\/4V5lqYYbBk5aW\/LeUUbdfp9L6RlGmlM6E04gVTq9J9G2QqzVylbvgZsnaBwf6TH3vBo5UOzwWlaNOO3HBSuuc93cAO2ghc55kYC71q5k7tyqzQwccPg10LVbt0U22KxfiVZ2NeHBzy6rsqCrjsNdAsV+mWVtfQ6mn01yTUzyi+L9c55LA1orsAr1K2LUSSwjfXooL7ssxpbXI\/V7jwqfgEmVk5dzSq4Q6JBLLd73kDCRzy+KD25sGd0I9zr7x\/D6aKyNtRwlrgDQGpAPqk5aH5rHKS3YFQ1Ckzg5m0JCWzWuQaWwiJSmWMlssZAQShBKEHUIadz3hgOEnunyO9dn07W7JbX0Mmqo9yOV1O9u+1YwBWjhof5sO1emTTWTzN1Wx\/BdrlupqPdPzadincz4\/3\/e4ORoOuvkef1RptBJtADZxup46I9w1WME6Cm008\/FFuCU8j+i4n4jy0UyVu+CL4Qd4PB1fIqk2Ep4JxtcMsNeIyKjBk0+4cV913T7oBefkln7p8QPuoDx5Jtadw\/ngqeAW0Ta3eQOQHzQgt+EWGBv63eQS3kU3L4Qdj6aR05n6IGn3Ytxz1Y+MnUgclMJFYS6ILG1gzw151PxKCW4GW99yw21gaEDl9APmluDYl1N9SbJ3O9VrneFB1NULil1BcIx6tItRWSU5ktb\/AJFKlZFdBErq105NG72RxvaXvxUO05DwWa5zlFqKHaO7\/lTksIu37a4yRgIJpmR5c0nTQml9Rt9TlXZJOH7mdY4XSOAoczqTQdNVoskorJz6K1OagurNK87MYmgF5wnTZn5rPTNWPhG3W6S2pJZygDLA4x+lDajXe6m8VR+9HftbEL0+6VfudgV21kkDXDCDxz8Ed30QyiaXSwstUWyV+kwSNwPIBFQAKuGzVBpsWwe5HRs0sdPYnAvW6FslkdI4kvwE1JzxDQfJIhKUL8RXGeh0HXXZVvn18nKdnuz7rUX+keWBoFKCpJNd+zLcujqtW6Utq6g0V0zeF2OZt\/ZuUWh0bpCQHUqMgRXVNjZKde\/Jr\/E01\/SorJqdtuwcUELHxPcanC7FQ1NK1bQcDksGnulbNpmqOq2JPBzF2dhZpmOe1r3BuujeldfBabHXW0pMv8e5fakZ1q7P+j9ZjRxeU6MIALVyl3ZSdLE3WVo4MFfgrbrj1YajbL8r\/cE29IWGoa9x4kAfNIlfUvLD\/DWyXLSN+3\/iJLJZPymFoZlvxUGYFa0p4Lm2KLluQyrTOL5eTg5n1JKSzcuEDS2WRKUyxkpljISCUIJQglCDgq08EN64r1LCGuPI7uB4L0Xp2u4UJnN1ml3LdE7ez2kOAcNmXLgd7Su9hM87OtxeApA5fL7cVMtAIhUj6bRy4IupeMgya6UPDd9ESQXTqMx3hwOY8swo0W0wlK7Af8h11CoHPyCxMGuJvmPqr5CxJ+GOWV9WTzI8ion5RFLHWI7YX+8D\/uIUco+CnOHgM2J+4daoW4gOUQzWv\/T+4IG4i24\/I4kdvHUn4KsIpxiEYXfxv\/chaQL2oPG07TTxp8AgYpyRYY2Ies74D45pT39hTdj4ig7bdC31WAnxKB1WPqxUqLZfcwn9UkOTWgeAVexFcsH8LBfcx2iV3rOPn9lT9tdCv+KPRB4YQOJ5\/wDalymBKTfQ1btspe4NDcPEhZbrFBZD0+n9+ezIe3xmBwJeBtBNa9EuuSuWMDb9LPS2Lbz3QK1XuZKZF1NzaDnmihp1WFfdfqMbuxdu+3yvYY2x7DQk6Dik21QjLe2b9JfJ1+yuTLN2PbJTEQ6ophB8M1p9+MoZxwYZRnCzYo\/UW7bYMJBlcXHeXZJVdqa+jgPUV6mMluDXxesDbOA0guyAa0VI35JdFNnu5fQ6l0oS06j0ZiXJabQ+SkbXtrtdRracVt1KqjH6+TFpoNTxCSyZ1+tlikOPAHVrUurWu0ZZp+mnCcFt6DJ1NSxLOSpJeUsgDXSPcBoGtJA5FyZGmEHmKLeXw\/5Z2NzTSWaDG6Mljs6ucKioyqNg0XI1O263CfKN+n3Vxy1wzB7ezWF9hBaYvS5UDaY6+3ipnTXXglQjZGbTOhRl4aPCLR6xonPJ1I9BWazOeaAEodjZUpqPU17y7MTwsa+SNzWuFWkggEcEl9QI3Rk8IwHCiUx5EpbLGKXIsZKZYyEglCCUIJQglCEmlHCTTIzfuO+ywhrjlsPyPBej0GvytkzmazRKazE6+G1AgEaHy5cF3Vhrg4U6mn8hyft9tx4KCkDcK57RtGThzCIJcD67ncRqoTp8DAjfnxyPX6qYZOe6Ctxba08HDpqhYH0jOA3MP+J6FRMi\/ck0D3R8fgoyPPkI1zf0jnX6IWmA4y+QzcO+PzQPPyKe7wwocPfYh58MDnwxxg2y9FX1dkT6+0QjRCfaeeQKFuzwgG7vCRYjhh2RPPOgS3Kzu0KlK3vJBw5o0jaOZqegQPc+shbUn1kw0chOgp\/aAPM5oHEW4pFmNhOwHmS7y0SpYFSkl3N24oGl3e3ZCgA6BYdVOSj9Ju9MjVba1MJbwY5axkCnjzCGrE4YkFqpQ02ozUVbeDLR7zloKZNTasQ+mJn1Govt+trgt3LaIWgtqAdeaTqIWN5N\/p10Iwat4fyBhthZIXNZlU9Ko5VKUcNmSrUKi9zj0Y77S6SUOaMxSgru4BUq4whhhT1Fl9ynFcousvBheBJhFK67HfJIdMlHMTp063fYlYsGLfrmmQ+jDqZeqAATtzW7S7lD6v5MWtcZWtwfAC6pJGOxtYcsiS4u15aI71Ca2tlaZTrlvj\/gJfllkkeJJGhoIAGWz6odNOEIuMGatRKzcpSRo3rdEZs4dE3NtM26kUzrvWWrUzVuJvg3PTQlWpRRzHaO\/pRZTZnROFQ0Ys6loIIoCOAzWivTQnZvTGwm48M8ynsxOrTT9TqfRbvYWOhqV77MqmBjdXRN8QSqcILwHvsl2bC2S3QscKyk\/wBoNEqc61+YqVNsvy\/3Ov7advYbVZGQtYQ5pBJNKZNI7vOq5EoqMm0x9FUk+TyaU1KW2dBIgUpssZLkWRSmWJQglCCUIJQglCDokQkE2LaKNa6b3dEaHNu0LuaL1Bw4lyjDqdJGxZXU7Gw21sjatNRu2jhxC78JKazE4V1MoSxIN6QHKtCNPt9EzaK2tfKJek98UPvDTxVY8A4\/p\/sTcx3B4UTRSa\/Qg3CNKtPAq+WE8v5DCQ+8DzCHahe1eCQPBqoF\/qwjWV9lvX7Icgt47sK2H9DP54IXL5Ac\/lk2wj3Yx1QNvywHN+WGbEPejHIIXJ\/IDm\/DCtDNsvRA3Lshbc30iHa+Eal7ktqx+Bbjc\/AVlujHqxOPPJC6p95AOmx\/dJBReD\/ZiaOaF0ruwHp495MI20ynVwHIFC4QXQF11LtksxE6l7jyFPMpUkvADlj7VgIHNJ0c7maoWmkDul1bOhltbHQYQM8IABGhXOjXJWZO5ZraJ6bauuMYAXNZAXHGa5ZClAmaixpfSI9Mqqtm1NGjJdURDsq8zWizK+zKOxPQ0bGv9RQsDPQuxFvdIpUCi0Wv3FhPk5Omb0s99ieH3H9A2aapLgKaA0rTkq3SqrwNqnXqtQ8LgsMhs8TnNcW1p7RBy8Utytmk0dCumqEpRYGxXzBQsbnmaADWqOzTW8SYNFsIRcMfoUO1V74WBroy0650pluT9FQnJtMrVylZFQxgp3N2wYyMtc3lpTxTNToHKWUw9LZKqG2SMj8QL7htTI2ROIcCS45igI04oNNRZXnJs9yOctHO3\/8Ah76Kxi1elxGjXObTQOpShrnqEt6huTiaq7eeh5ZO2hIVOTOiugKqU2EIuKW2TBFLkWRKUyxilMsZCQShBKEEoQShBKEHCNEJBNRQ4TolGhdt4OidvG0fzauro9VKt4ZmvoVkcdzsLJO2VtQajcdQvQ12xmso4NtbrlhllpI2mm45jqmcMS0n2CtfTYR\/bmOiFoBrPcXp99HDiCCptJs8cCxRna5h6hViSJia+SbS72ZWu\/up80Lx3QLS7xf7BBaSPWbGeVD8Cq2p9GwXUn0bDMtLD7DfMfJA4SFyqku7JNtDP9I9VNkvILrn\/UGZK3ZF1P2QOMvItxfeRZsziTo1vmlTWEBJLy2d8LmhEFdTgxYuNK8qLg\/irPcwdB6Op05Xg5R0ra6O8Gn5ldXDwcOUGgjDXRjz+0IXnyKfHdFiKJx9inNx+SW2l3A3Q8nQwXS0w4ssdK1pkOC58tRLfjsdmv06uen9zLz1MYxye9TkAtqlHHQ4TcE+hq3JG0OON1TTKp+SyalvHB1vS\/blN70vgsfl2GfI0HA7eCXvkquTUoVS1e2Dx+gK9T6Nww1zCKhKa5F6+Ps2fSxXjbxJFhHdcaa7OVFKqnCe59A7\/UK7alBLLM66rsIlGOR3Ug+C0X3pw+lCdJzcotYH7QWBvpAGk1dTKhca1pqq0tz9tto1ayuUbMR5yV47G6zSsLg8moIAAIPDXVMldG6DxgXCm6uabSK3bi8mSYGOieMNfWo0508lWgpccvJ0L5yk0ohuz9lsZskhe1gIxVLiC4ZZYTr0S9XOyNyx0G0QzHEup5Lb71kEncY3oStf4nC6G6GihjlsLevba1Ps\/wCWe7uDZQDTQV1pwWCUYuW4016dR6HEyvqaoGbEgZS2WMUtljJTIMUqRYyWyxlRBKEEoQShBKEEoQcJkSiQTooocJsUQkE6JRdu+3OidUHmN66Gn1DgzPdTGxYZ2N3Xm2Qa0O3\/AOwXbrtjNZRwb9NKtlxzW\/212j1SnZZnTf6\/5HMRArnz9YfVTJNyHiqdo8Qo2VLC5COxDVgpvGYVZXkBbX3JMk4N8\/ohZTi\/ksxtcdAw+KBtCZbe7YZsMnuDyPzQOcPItyr8jiKT3D4AfVVuh5K3V+Q0RcDnG8+NPgglh9wHtfSSNWO+pQ3AIzh3EkhZHpa3LdnkXLLW12cEReEx0jaOqL2a13M7oq7yYRtotB90eB+iBwqQDroQRonPtdP\/AMoX7fgHNC7FyKScNLcZodn8KS4VZzgd+OcYbE+CDLI6ubj5IpTWOEZ1dFvodFaLLGIO5QGgodpPErmwnN28noLoUR0qkvBhwWeTEO\/t3u+oW6Uo46HFrvTmtvU27ZdQyc55OgJOfRYq9Q+UkdvU6TiMm\/HUla7PFBhfSlCPHiqhOduYl36eqhxnHyUL7vKN5b6N1SNqfpqJRzuE67UQscfb6lESyteHuBJyIqDnTmFoxCUXFGPdOE1OX8mlJfOJ7HYHAMrllnXJZlpXGLWeptfqcZTTaXBi9sLKy1vaaEBoprSudVo0cPaT3B2+qrd\/xo0rl7N2Y2bDQYjWrq1INcvDRY9RbNW\/B0dLd7te5vkDF2OssNoaXta5rg6gfpiFMjv1Qu6U4PCNG6Sly+Dy\/wDFW64YrQ8QgBuRoNASBUDxUrbxybtPM85KJmwZKZYxS2WMlSLIpTIMlliUIJQglCCUIJQglCEgmRKHCfEokE6JQ4TolEgmogezzuYatNCtFVrgwZ1qawzp7qvhrxhdkfIrsU6hTRxtTopQe6PQ0S4sNQSPh4LUY8KXUPHbK+s0Hiqa8CXS19rLkRbqHOb5jqglkRLf3SYf0Jd7juIOEoN2PgX7iXlAnWUj2XDwBHkrU0+oxWxfck15GocORPwKmEwXFPpgNHav\/lcOaBwXgXKpP8qLLLTJsmB5lA4Q7xEuqHeIVtom98HxHzQONfgB11eAn5mb3j\/j8ih2V+AfZq8C\/qEg1cVXtQfYn4avwO28ne87o75KvZiU9NHx\/gMy2OO0\/tcgdcQHTFf6jTs9imcwyAd0bcI8gcys0ralLaxkdFKUdyXH6lb8zJpid4N+yb7cOuELdaxjH8kWzSV1k6EfJXth8AqEV4L0l4zPAaQ8gaVA\/hSFRVF5WDTO+c0oykSY6Z5DS07hWmSpqqCyhWHZJRbyy3a7PJAWl1CK7OGdEqE43JpD7NG6JJyC3zb2ztYyMkOLhUnKmynml6ep1ScpG\/UX03pRxyZPaLs9LG1pjkc\/EaEba8OC0abWxk2pJIZLRVwxwcbeVltURo8OB3FdGu6E1mJaprTw0VYL3njOpHirnXu6oaq4L7TR\/r0tokb6Z2IDLMjIbaALHLSxrT2oa5SNv8T7usxssbogwOOmGnebTU040z4rjwctz3G6lvOTwqdtCUxnUQIpbLGSmWRKVIsYpMixkJBKEEoQShBKEEoQShCQTYlDhPiUSCdEokE6JRIJqLRIIkWTaUcZNPJbWTYu2+nM7r++3cV0adX2kc7U6CM+YcM2o2CQYoH57WOW6M1LlHLlmp4uX7g23iYzSRpYfJXvXcN6X3FmDyjRgtrH51HMGh8lfD6GOdE4dUaEMrvZkd8fMIJRXdGWUI90WG2yQe67wB+6Bwixbog\/KCtt29jDz7p80Dr+WLdHhsOy0N2wdCg2yXSQp1TX5wzZ4tsLggcZ\/wBQt12dpBBabP7pHiEO23yC6r\/IaO1QbCf3N+qFwtFuq\/8A1MsstkXvf5t+qU65+BTpt\/1MK23R+8P3j6oPan4A9mzx\/BuWK\/4mx4S5tRp3gVhs0ljnnB29Nrvbo9uUXkJcs9no7vMqdakaeKHURtyuo305wcJKzqNdscDpHUwnXCCa+RV3O2MEBo4Vyulu6diOOFk+jaA7sgaKYslUBiqvV5\/KNe9p74MVDTU5a7FdFf0tTB111StU4dgNomktJawgN5HzRwjGhOS5JLVS1co1lS9LAYCO+91dCCBonU3K5PhAajTTokugoL+ONhfiOHi3lXLUqp6NbXt7jqtXapLe8o2C2zWx3eaHYW0AJprrkDsWGULaEdeq+u58Hkfaa44xO9sYBaHEDMnLqu1Q3KCci1e4vGTJiuwMcCWtCa0G73Jdz1CCGyOut5d6PEGPqcsQfnhA2+7kuDqNyteRlOWjwG9qekNN6ps7FfQopbDGKU2WMUqTLGKUyxlRBKEEoQShBKEEoQcK0QcJ0SiQTolDhOiUSCaiiQTUWiQRFjqwhwVZA0E7mmrSQRtCdC6UXwLnVGaxJZN6ydoA4YJ2B437Vur1SlxI5Nvpri91Lw\/BYddEcgxQSeBWjYnzFiY62yt7b4\/uVHvtMJzrl4oN1kR6jpL1wWLN2pe3Jza+fxVe8u6FWekRlzFmtZe08Dsntp1Cm+L6MwWelXx+15NWz2yyv9WSniFe6XbDME6NTDrEvRxj2Zv51QtvvEzSk\/zQDiJ\/vsdzog3R8MW5w8NEvyTj\/wC3GUPuJd2V78V3Yv6Uf9IeBKnvr+on4qP9Qv6W7\/TP7vsp768k\/FQ\/q\/gIy7n+4f3oXdHyA9VDz\/Bcs13PJAwuz\/WPokzuSX\/gkLlOSjF\/waNquN8dCSc\/17f2rNDVRnwatRTZRhyDw3AXR4y8jhWuXOiGWsSltSDhpbJ0+6sfoGuOxRFxBdjNMgTXnkg1Vs0srgL06Csm1YjOvIiGYmN9MJy4HctFK92rE0VbFU2\/Qi5Yp2WuVomoaA0boCf58Ei2t6eGYG2i6V9mJ9DE7UdlKyPNnb3WgEgZhp3D6J2m1n0re+TTKtxl9KOBlt4iNPSgHnRb24S6tBxqm+VE2uxV62YWhjpZGFtTroDQ0J8Vl1fNeIMJVTT5TKX4uW2zPnxQFp7oxFuhdn1youbVKSjhnSogefC8ngUrkpKWepr9tFKR9TVKbGIgUtssYpTZZEpMmQZAWJQglCCUIJQglCCUIOrRBwnRKJBORQ4TolEgmIocJiISCMIcFWWOrLHVkHBUTIGgtLmGoJCfXfKPQVZTGaw0bti7RmmGQVHX7rfXqk+pyrvTMc1l4w2eYVAA5Z\/dP2wkZFZqKHgo2js\/7jvmlT0q7GqHqT\/MjOluuZugryWeWnnHoao6uma5Gjt88XveIqFSsth2JKiizwaFm7UuGTgebSfgjWq\/qRks9Li\/t\/k1LP2ladJi08U1W1yMVnpjXWKZoxX1N7MgPij2wfYyS0NX5o4CjtJaW7zyKB01vsB\/6bp5Ev8AxpK31g79tfggdFfgr\/0WqXRr+5Ysf4gYXAlwFDtaR8kqemqawXD0Z1yUorp8mve34jxyta1pa2mZzrU9Mgs2n0Ua223k26jT23RUXEjZvxDAiMeJhqCAa0IBRS0FbnuyBGm+uv20uDIiv6HFUUHJ62e2sYM34W9dMnfdnRZJbM9zsG3EXEEtFNanRcXVzsjaknwbdPRmDUup5Pb+0jIpThDqA5ELpK+Mo4kjRH0+b6M6\/sv+JcEUTmyNeTqNMzTQ1PBc3VVKck4j69NOPDPKe0lvE0rngAYnE5cTVXFtLB0ao7UZUcxboVHJjHHIprQ52pSmyKOAKBsIZLbLGSmyDFKbLGSmWMqIJQglCCUIJQglCCUIOFaIOE5FEgnIocJsShwmIocI0yEgUeSx6oix6qyDqFiVkHULFVXkhOOYtNQSDwTI3Sj0AnBS4aNOzX69vrAOHQ9Vsr1rXUwW+nxl9vBq2e943+1hO531WuOohIwWaOyHbJbOewOTOGZ\/t74K0tliPrMp4Jcq4vsNjbaujKzrnhdoacilvTRY5ay6PVA\/6ER6khCX+Hx0bC\/HJ\/dEI2zWlmkleYRbbF3Kduml1iFbaLQPWja7kaIlKXdC3XQ\/tk0TFqr60LhyoUWc9UV7WPtmM5sDtW05tKmyLLTuj0ZKK5YpPVp4EhBKuKJ+Luj1FauywZ7wS1XGXQJeoS7g22J7RQPcAhlpUwlrFnoZ89zOJrj6hKel+TRHXLwBNzPGjghel+Q\/xsPAJ1zyb29Ut6VhrWVm72e7CWi1EhgaaCpOKgHis10PbXIH4yLfBgX5dTrO9zHijmkgjcRkVnbyaq57lky0tsaMUtssYpUmWRKU2WMgIJQglCCUIf\/Z\" alt=\"La UE reconoce a la fot\u00f3nica como una de las cinco tecnolog\u00edas clave de  futuro\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRelRu5oqqoPwIhx-7hT6E8Ao19LWOcGt-oEA&amp;usqp=CAU\" alt=\"La \u00abTerapia fot\u00f3nica\u00bb: los charlatanes atacan de nuevo. | La Ciencia y sus  Demonios\" \/><img decoding=\"async\" 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\" alt=\"La Fot\u00f3nica, tecnolog\u00eda del futuro - www.wallsmarks.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Curiosamente,\u00a0 existe una creencia arraigada en amplios sectores de la comunidad cient\u00edfica de que la Fot\u00f3nica (conjuntos de tecnolog\u00edas relacionadas con la Luz) es un campo que cae fuera del universo de la nanotecnolog\u00eda. La creencia se apoya en el cl\u00e1sico criterio de Rayleigh de que la resoluci\u00f3n espacial de un sistema \u00f3ptico est\u00e1 limitada por la longitud de onda de luz (\u2248 500 nm) y por ello es pr\u00f3xima al micr\u00f3metro, muy lejos de los requisitos\u00a0 de la nanotecnolog\u00eda. Esta visi\u00f3n es sin duda err\u00f3nea y hoy en d\u00eda la fot\u00f3nica est\u00e1 \u00edntimamente implicada con la nanotecnolog\u00eda e incluso se puede hablar propiamente de nano-fot\u00f3nica, de un modo similar a como se habla de nono-electr\u00f3nica o nano-magnetismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/1.bp.blogspot.com\/_3lgmOS8-q2A\/SzySoH1KgnI\/AAAAAAAAcsw\/jMLs5TzQ4BY\/s1600\/interior%2B2.JPG\" alt=\"[interior+2.JPG]\" width=\"399\" height=\"246\" border=\"0\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Como antecedente de esta sinergia recordemos que la espectrosc\u00f3pica \u00f3ptica constituy\u00f3 una herramienta fundamental en el descubrimiento de la estructura at\u00f3mica de la materia y de la f\u00edsica cu\u00e1ntica. Desde una perspectiva m\u00e1s aplicada y espectacular cabe mencionar la utilizaci\u00f3n de nanopart\u00edculas met\u00e1licas para colorear el vidrio en tiempos de los romanos (como la famosa vasija de Ligurco del siglo IV) Esta t\u00e9cnica se volvi\u00f3 a recuperar a finales de la Edad Media y se empleo, por ejemplo, para colorear las vidrieras de las Catedrales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" 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\" alt=\"Crean Material invisible a partir de luz | | Iluminet revista de iluminaci\u00f3n\" \/><\/p>\n<p style=\"text-align: center;\">Crean objetos invisibles a partir de la luz<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">La invisibilidad ya es un hecho del pasado que no pertenece \u00fanicamente a la ficci\u00f3n con la realizaci\u00f3n de materiales en tres dimensiones que permiten hacer <strong>desaparecer objetos <\/strong>y no precisamente es magia, sino que son capaces de desviar la luz visible.\u00a0 Se han realizado experimentos con nano objetos es decir con 1 millon\u00e9sima de mil\u00edmetro, y seg\u00fan los resultados, nada impide aplicar el mismo principio para hacer invisible a una persona, un tanque o un incluso un petrolero. Estos metamateriales (Que desv\u00edan la luz) deben<strong> inclinar la luz<\/strong> alrededor del objeto, de manera que lo envuelva y despu\u00e9s recupere su forma original. El observador ya no ve la perturbaci\u00f3n en la luz y de esta manera el objeto desaparece a a su vista. Aunque una de las aplicaciones m\u00e1s inmediatas de estos metamateriales podr\u00eda ser la <strong>construcci\u00f3n de lentillas<\/strong> especiales que permitan ver hasta un virus o las mol\u00e9culas del ADN, lo que excita m\u00e1s la imaginaci\u00f3n tiene que ver con la invisibilidad descrita por autores como H.G. Wells \u201cEl hombre invisible\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" title=\"Reino Unido desarrollaron el microscopio m\u00e1s potente del mundo\" src=\"http:\/\/wscdn.bbc.co.uk\/worldservice\/assets\/images\/2011\/03\/02\/110302051620_sp_microscopio2_226.jpg\" alt=\"110302051620 sp microscopio2 226 Reino Unido desarrollaron el microscopio m\u00e1s potente del mundo\" width=\"226\" height=\"170\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Se ha construido el microscopio electr\u00f3nico m\u00e1s potente del mundo mediante la captaci\u00f3n de las ondas evanescentes de luz con bolas de vidrio que es la base de esa tecnolog\u00eda. El uso de la luz visible, para observar los objetos de ese diminuto tama\u00f1o, rompe en cierto modo las reglas lum\u00ednicas, donde existe una propiedad f\u00edsica llamada l\u00edmite de difracci\u00f3n que establece lo m\u00e1s peque\u00f1o que el ojo puede captar. Las ondas de luz se expanden hacia fuera de forma natural e inevitable por lo que limitan el grado en que pueden ser enfocadas, y por ende, el tama\u00f1o del objeto que pueden reflejar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren c\u00f3mo se comporta la luz para conseguir la invisibilidad \u2022  Tendencias21\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTU9fV0Dy4M13Wmqd16PViOVoVnmNz34p-EYQ&amp;usqp=CAU\" alt=\"Videos de objetos invisibles y cuadros de luz\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQnBcDda4M-YaMgT_Go0TKvkU4ZLrZC6-jp7Q&amp;usqp=CAU\" alt=\"Maquetaci\u00f3n 1\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS-EuoWDEiqgK8Mu65VWJ2l4TRqHB_5uLXV_A&amp;usqp=CAU\" alt=\"Desarrollo de t\u00e9cnicas de espectroscop\u00eda de scattering \u00f3ptico y de  resonancia plasm\u00f3nica para la determinaci\u00f3n de tama\u00f1o d\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los m\u00e9todos de campo cercano permiten examinar y resolver patrones de iluminaci\u00f3n de dimensiones nanom\u00e9tricas con t\u00e9cnicas \u00f3pticas. Esto es posible con la utilizaci\u00f3n de las ondas evanescentes en la vecindad del patr\u00f3n. A larga distancia (regi\u00f3n de Franhoufer) estas ondas desaparecen y perdemos informaci\u00f3n clave del objeto, la asociada a las componentes peri\u00f3dicas de alta frecuencia espacial o peque\u00f1o per\u00edodo. Naturalmente que para introducirse en la zona de ondas evanescentes y detectarlas se hace preciso a las t\u00e9cnicas de micro y nano-mec\u00e1nica de forma que podamos acceder f\u00edsicamente a ellas.<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 no podremos hacer cuando conozcamos la naturaleza real del \u00e1tomo y de la luz? El <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>, ese cu\u00e1nto de luz que parece tan insignificante, nos tiene que dar muchas satisfacciones y, en \u00e9l, est\u00e1n escondidos secretos que, cuando sean revelados, cambiar\u00e1 el mundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Microscop\u00eda \u00f3ptica de barrido de campo cercano - Wikipedia, la enciclopedia  libre\" \/><img decoding=\"async\" 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\" alt=\"De barrido: t\u00e9rmico, \u00f3ptico de campo cercano |\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Concretamente, la microsc\u00f3pica \u00f3ptica de barrido dela microsc\u00f3pica cuerpo cercano, se ha desarrollado utilizando diferentes configuraciones para obtener im\u00e1genes con una resoluci\u00f3n espacial de unas decenas de nan\u00f3metros. La tecnolog\u00eda necesaria para el posicionamiento a escala nanom\u00e9trica estaba ya disponible desde la invenci\u00f3n del microscopio electr\u00f3nico de barrido por efecto t\u00fanel.<\/p>\n<p style=\"text-align: justify;\">Lo primero que hay que mencionar es que hablamos de poder manipular los \u00e1tomos y las mol\u00e9culas de forma individual, coloc\u00e1ndolos en posiciones concretas y fabricando elementos o engranajes. Por ejemplo, la empresa Nanorex\u00a0 vende sistemas de dise\u00f1o para esta tecnolog\u00eda, pudiendo apreciarse en las im\u00e1genes distintos engranajes dise\u00f1ados con mol\u00e9culas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/4.bp.blogspot.com\/_yzCSxiDwhZg\/TB4xFWUaW2I\/AAAAAAAAAH4\/Xif34hXBU1w\/s320\/markiiik-povray7.gif\" alt=\"\" width=\"300\" height=\"278\" border=\"0\" \/><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/4.bp.blogspot.com\/_yzCSxiDwhZg\/TB4yaTQ-0KI\/AAAAAAAAAIA\/D8gB6W1161Y\/s320\/mecanismo2.gif\" alt=\"\" width=\"300\" height=\"247\" border=\"0\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">Esta manipulaci\u00f3n se ha podido realizar gracias al descubrimiento y uso del microscopio electr\u00f3nico de efecto t\u00fanel. Lo que nos lleva a la realidad de que, la F\u00edsica es la que hace avanzar la t\u00e9cnica y la tecnolog\u00eda, as\u00ed como tambi\u00e9n es la &#8220;responsable&#8221; del descubrimiento de nuevos materiales y t\u00e9cnicas que nos llevan de manera directa hacia el futuro.<\/p>\n<p style=\"text-align: justify;\">La luz ejerce una cierta fuerza sobre la materia, que es insignificante para objetos macrosc\u00f3picos, pero es importante si hablamos de nanopart\u00edculas. Por ello, con las t\u00e9cnicas \u00f3pticas, no solamente somos capaces de observar objetos de tama\u00f1o nanom\u00e9trico o inferiores, sino que adem\u00e1s podemos desplazarlos, manipularlos y atraparlos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/www.cienciapopular.com\/n\/cie_microscopio_electronico\/01.jpg\" alt=\"\" width=\"200\" height=\"183\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">\u00a0Micrograf\u00eda (50X) con microscop\u00eda electr\u00f3nica de barrido (SEM) de las capas de la piel con una gandula en el centro&#8230;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las fuerzas electromagn\u00e9ticas son as\u00ed mismo capaces de frenar o enfriar \u00e1tomos as\u00ed como de atraparlos. En el caso del enfriamiento se utiliza la fuerza de scattering causada por un haz <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> que se propaga en direcci\u00f3n opuesta al movimiento del \u00e1tomo. El momento lineal del <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> es transferido \u00edntegramente al \u00e1tomo. Para que la fuerza sea significativa el <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> se sincroniza a una frecuencia pr\u00f3xima (y ligeramente inferior para compensar el corrimiento debido al efecto Doppler) a la resonancia de una transici\u00f3n at\u00f3mica con el fin de incrementar significativamente la secci\u00f3n eficaz de absorci\u00f3n. Como la posterior reemisi\u00f3n del <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> es is\u00f3tropa no se pierde el momento lineal at\u00f3mico ganado en el proceso de absorci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border-style: initial; border-color: initial; border-width: 0px;\" src=\"http:\/\/2.bp.blogspot.com\/_bXiAT6MOo8E\/S4iB3e2KGyI\/AAAAAAAACg8\/g0PvlrBf1MA\/s640\/poros_nucleares02.jpg\" alt=\"\" width=\"640\" height=\"196\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Microfotograf\u00edas del microscopio electr\u00f3nico de barrido de la membrana nuclear. Observen los complejos proteicos que forman los poros nucleares. Esta maravilla que nos lleva a saber y comprender m\u00e1s sobre la naturaleza de las cosas, hubiera sido imposible sin la utilizaci\u00f3n de la luz.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El tema en el que hemos desembocado nos podr\u00eda llevar horas y d\u00edas hablando de la Manipulaci\u00f3n \u00f3ptica de \u00e1tomos, mol\u00e9culas y nanopart\u00edculas, de las propiedades \u00f3pticas de los nanomateriales, de los efectos del confinamiento cu\u00e1ntico, de los diodos luminiscentes y <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1seres<\/a>, de la realidad de la fot\u00f3nica que hace posible la espectroscop\u00eda de mol\u00e9culas individuales e interviene en mil maravillas que, la gente corriente ni puede imaginar y que ser\u00e1, sin duda alguna (junto a otras t\u00e9cnicas nuevas) lo que nos llevar\u00e1 al futura de la inform\u00e1tica y de la Inteligencia Artificial, a la que por cierto, habr\u00e1 que vigilar de cerca.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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13BBsade2xyprI8ilkjR5i8IoQ+EXt+Vc\/jcJJcbjrtV04ljCRlW9yNTa4HWuZ47Gks3I31q62LjB5JvbY3cQxpMmdbb6gf3emHGe2AjgtECBYAsCLlreyLbevK1VeJS5qXPIoFigIvb16a70uvQ3KKjRSMXO0jF2Nyf7sPKtTnYVdFwMEm2jfdYKb+ha3wvUQLh0YqxRGG4eCxHroaFQs2eOuKKc+9eLU7jxXv3yMrL4bFRlX2RsLC1QlpMlTNUXaTNqVauApkgLc3J+A0+t6qq1c2jyQRL\/CD8bn6migtwMnBCbcnzplh\/ZC+dzrv0060vQjNVibGRuyP3SixF1XwhtBcabbfOnxRlyMl4DBPlWUddNvjrTDD410ZWAIsCDzBJ15bVLwvDVVVnIa+hABAsdNfnRisPayKRcNmKXBObS\/ra1aEqMblbMeKu7qrkiwOXlnva5Nh9msuG4WRkLE+EAnXnYH3\/WpXDmhuVxCi97Dz87004usZmyrJZSACvQW1I6Gp3K7FbxKCPOubxFVcZToQ2WynXUgHzpdhhmcKWIJ0B31O16ecR4YALqTlN8u1zbTlsNRSMxBJAHOgIzW10q2mRUSMRwKUu0YCk7c7FhpoTbWlknFnjiMQXK2xPruSOtSOIYpgzxxue7zZhy9G9aR4jUX57n42v8TS264HwV8kGR7acjUWRrNp\/Z6VnMdagGbU87\/38azyNsS9dncTngljIvdfrXLcXDkdkP2SR8Kv3ZPG93JrqCLH0I\/7VUu1UYGJe2x1+NDk3SYUNm0KaKKKUNCiiioQ7dP+j7D4h88TmK+rLbMv8uotT4dnMJw2EuoLzMMoZrZteSgaKPTWmHAiIo87chuaQcQ4mMRMZGNoYlJvy03P9K6DhuePx9ROUGm2+399yvdtMUUwy4eNSXlszBQT4Qb2sOpt8KosfZ6c6sEiB5yyJH8ic3yqTx7jcuImdszBTsoJACjYaeVIXrNklbO70mF4senh9x0eC4ZVvJjoi33Ykkk\/1WUU04biOFRiwjxEzWuc7Kie4LY29apx286wBqoz0u0h08HiRpyf0+h0DC9q1zZYMNDCo3OpNvXT860Nx65kcnOyjTpvsByHpVKeS4AAt+frW2ObKhUbtv6DlRrOzPLoIMmDDLNISjohY+y7ZdegY6fOtuK4HiYtXhcDfMBmW34luKUCn3Ae0WJwxtExK80bxKfcfypcafJoyKcY+Sn+D\/7\/AAY8E4dJiJUiQeJjbyHUnyFdhTFiBI8LCt40FmPMnm9tNzetfDwBh1xPdRxzTIdhbw9S24BteoOHxhYoYQGsfEVZWvbkb3IGlaIwUWcPP1Us1qqrZl0RVWFidLKa5U\/Cu8clddTc1aeIcRmkGRgI0+0xNh56msJHjgULbfS55mpJNqiunyyhFeopwfZxm0H\/AGrdL2ZRQVLMb+X\/ADVd7Z9pZlm7mGRkVBZsptmY6m5HS4HupLgu1+MjOkpYdHsw+evzqk9Jr\/1+oyR1KSX4Fmn7LsbmJwSNbHw\/Wl83BzJ+znuD9l+an816io2P7dSPC8QhRGcZWcE7c7A7XGm9Mv0fcVaZzhpbuAhZCdSCLXW\/MEX+FRU2Mf8AsY8bnLt+ZzvieEeKV43FmQ2P9R5Hf31oWrF+kZbcQmFuUf8A6SVXVFZJcs6+GevHGT7pP9DZV+7QpZMOV27sfnVCUVd8XP3uGgbogGnUaEUUC5ixBrrVn4VgJGLBUN1HPSxOttedVTMQatfAuPlA6sofKTKCXym4tp4va2Gm9acddzHn1VsWrgeLLoVe2dDbK4tbqLHnp61peMLiMw9m+h6dduV71VRxZ3LeLLnfMQOpJPrpenUnGyt0yDILEta4DFStibbanSnKSoyPG7LLxLAo8Xe5iHB8yMu+bqD7\/dUXHcLZQr5md3NvQ2J116CofCONSzuVVb+EAKup0FrgddL1B4hxtlJBYDY29rW55n40Vqgad1Qw4nJKihySBqvS21xp1sPhSoLqsp1S9m12NevijNGiuWRGNldwQpc6ZVNt9+u1Sp2z58EpVBGveXI+7blpqQ1qjrlBxj2Yj4qil37sm19PSkWMnKllz5bWzC+pOm3XRvhepGIkCxd4ZFDZsvdncqFLFtfS3vpVipS1\/ttqxZWWwU6KNrqLkgg6m67c82SRsxQ9TXiZSfavt4TqbjUXHUaEXvUTKb1IEFtNhub2uCQtxob26f8ANNeG4COQNd7NoOVvf9aVVmi0j3gsPhLk2Ci31I\/vyqqcWxPeSs3LYegq1Phpe7mVAeageik6Hm3T0NUqqn2RcOWwooopQwKKKKhDt6RYjEIsZDW67AelM5cPhoIlw80iHNqQ3tG23Pr1rmE\/bPGsLd8wH8IC\/wC0VDwmAnxJLXOU7yOdPidWPp8q2yy3wedXQS+\/JJc7DPtVwuJJC8F1jNxlY7N016\/karycNkYXVHcfwKzfMCrWgjgjCyt3nNS1iTbWyId\/Vuu9KMZ2rnbSPwKNifEfgfCPcKW1Hub8WtKo7r1YgxULK1mQoehBH1rVanUXGpHuk7d5G2jXAzL\/ABKQL3G9vKtGJ4PMhN0bJmKq+U5G6Wa1jelabexrU6+IhYbCSSGyIzn+EE\/G1TBwPEDUxMvm1l\/3EVcf0hQNhRBhYSUiVNcpILvpmdyNSb3+Nefo8wIjWbHP9gGNCebEXc38l\/3UWjehH+yvD1oqkfA520jike27BTkv0DEAWHWpmD4OxljjeSNCzBcofM1ybbJcD3mifG4vGM+eaRwqPIQWOUKilvZGnQe8V52NjJxsFhe0gNh5HMfoaiSTRJyeht1sjof6SOKCGHulHtfs1HREAvoOpsPca5vwzHd3Mr622PoQQSPS9\/dTr9JGNL4nKT7CjTmCxLm\/xHwqpZ6Kc3qM3RdOlgSffd\/MsfavvO9zksySeJTe4Bt4gOW+voRV14qC0WDdt3VXJ8giknz61SOzmPZgMNKnewuwUD7SMxsCh9Te3r77R2\/xojjKx5ikSfqyNyBIs7EjQeEZfU0yL7lTx3KMK4OfcRnzu0h1zszfEk1Cdhy+FZiVSuUjUHQ\/lW6LA5kLAgkbi+tqU3ZvtQW5pAsuY89h+Zq2forX\/qJH+7Hb3uwH0BquDhwyqc2m7Hp5U54NP3WFxTxEgAqpNuqSW+ZFWtnbE5n4mOUI99hJ2t4gJ8ZNKPZLWX8KgKD8AKVrTCPHRrGi92Cy3u2WPUEki5Kkk2016VPx3ewMDLAY84uoIhB0trpF5jkN6S93ZshHRFRXZCVBVv7MWkw7xEaqbj39PfSSJQ95ZYpigFs0eVVvfmTHl57DXapPZuZopA5Vu7PgZrHKCdrtsDerjsyS4M5Y7XBPiBta3Lrf8q2wSqpbMtzbw66BrizEfaFr6edTeM4Ys11Fyfny\/v1pRO2oJ3tb4af0pmqhNWW\/gEEUpUyi6u50XRg5AVdR9m+ttqh8PEQeXD4jMJVY2bMQLAHQ306edJ8FjTEpYMb3BW2UjMrA635Wv\/zWUErNJ+ss6gsxDA2PtAhrLfXQnpawp6lwK0Pf0LBwziTRNLMJCSu5B1I2GopVxLHBwpVjrckHYEkm9xW3EQAYaSRXjIkY5Rc3IU2Olt+duhpfxD9VZWGHzqQw1mYXy5L7ICL5gbczf4ycqVA44XJsZdsscDkiSaNoovCqgBcrhV7wmw1uxJvfdmHI1Ak41HI0erZghVy3iztZtQeQAy7+6lPE+FNFcyFhmTvYza+cFwuZtboPaOuug0F6ZcKxKYfDY3DywXxD2RJCFIjIBzqGvoxW9rdPKkyySs0xxpIWYyYyMoVGvYKQdbyBRnItyJubdDWlzZOQN9b2BsN9Oettf6GomJiZCVdWU8wwII6aEX8\/hWEkoOgvtYEk3A0OmwtfN\/mpVtjaRLae55XvuNBbkAOQ\/rTThsnhJqvo9M8DNoRUTI0WuPF+EOD5\/wAw\/wCCaq3avhqo4liH7KTWw2V9ynlfce\/pTHBzeAjp+YIP1rXBMrgpIf2b6Hy10YeYOvyopO1RSVMqtFZSx5SQdwSD6isaUMCiiioQvnDuAxRn9taaXlEp\/Zqf42Hteg0rHjXaELdVKySbaACKO32VUaH6Uj4xxwyHLGCkfS\/iP4iPoKTitDnWyMUcDl5pkiadnYszEseZ3rwGtYrNaSPaN0SV3HsVOs3D1icBu78DKdQVJup+vwrkfD43kVY40LsdAFUk\/Kuqdgez0+ERjP4WksFjvcjUG7W22286fjRx\/wDIzvE+zXAx4vwSPFkGRRcbXFwOu1SpOysYgWIt3cIBFkHiYsCCfI60\/iRQNRr\/AHpSzi2XVgSNOp99N5kcpZZY8STft7nO+1K4TAwyYfDgmWQZXYkE5eam2gv0HryqJ+jbhRBbFMBYBljvzNvEw8gLj1PlTvG9iYJrP3rJfU6Zj7iTWziOJgwsajN3aqmRb6uRoSEQfeOpJ+NTTvZtjmjPH4cW23yUTtbwadZZJjd0Y5s45X5MOVtr7VV2rosfaeA6K\/udct\/K9yvzpfxfszHMQYbI7EZl2UgnVh90jU9DS5RT3R0sGaUajkVejJPZjDJBEuKewyJpflI4DF\/5VNgOrCq1P2gkLvID4djG2qshv4WHPe9+pp924xISGKEGyklj5gGwHwC\/CqlwDhb4qcQppcFmO+VF1ZvP06kUDfYbjipXkl\/UbcXHFlE0SeAnKynUxv8AdvzU8jUYju0uD4mO3lyqzTYGNMPiFVbIiak+0zXWzMetwNBoKpUslyaGWwyC17LsbYpCf6U+4cP\/AKbjhtZ4W9xcrSCBAwbWxAuKZ9nnvBjYvvQBx6xyo30vQjJL07NfUTRrc2G\/SpCYV72yNfyBNZYDHOhWzsFG4V8mhOtjyJ62NbeI49ZXLBXUEbNKZCTzZmYak+g2odhxiuEb7vx0+tMcDh3cBDIcl\/3avnJJP2IwSC39KXyY28ax91EuX7aqe8bf2mJPXYAbCtGaomU0XmGVWDQuxVkNiGUhx0LAga2tf1pPxDBhRoSb8yLWPrc6HUUgjmKkFdCNrVY+H8ZSUCOaynYNy9\/SmxknyKcGhI5NamPOrDxXhWt1BsdtQb+pAFqSjCWNmuBqNBrflb32916ppoNNMa4iEiCA3uArvvYDxezfz3661sh4H3kDyRtmYMrCIANI0Zu0rGxJyoMt2F99bEWr044Rph8699CBfui5jAZjrd0GZhZR1HiFe4HEYrCjvFAjZogocZMpheONnVY3Ugt4lLMAbFiOd6ubQME6IXGox3hZcsayLbKGzKBZGKZt8wOUn8QrLG8bOR1VEBlRBO18xeRXz96ttEJNgbCleKjPtaWJKjW5NgPfbUVDloLDURni2WaAzyzlsQHSJYzuYljsHv5WC0rAoR6zAqrCPKkYZrVhW6FahBngo8wyjckD52\/OoPEpGgJhtZhYseYJF7U34CAWsahduVHfhr6suvu0B\/vpRVsCuSu0UUUsMKKKKhDZet2HVDqzEei3PzIrTavaIEaxfqg9oYlvTuk\/\/qmGHxfD1\/8Axpn\/ABTW\/wBqiq8i32qUYbHKNT5UUWZ8kU+W\/wAzsnZfi2Ew+COIhiyDNlkVPG6nldm1tsf5qsnZnjUWKDSqrALoS41v0BuQfSqB2B7LYlCXnvHCy2aNhcyqRsV5DW9zr0roGFSPuwseVYk8IC7AjfXmeprZFWjy3VSx48j0+Z362jfJiiSTcL5b\/GlGILsdwbjbkRSubtrhe+7nu8yXyl7+dr2tqKa8VxiQTLEUJDqSSL3VVAtYDcEm1TYVHFli\/MuRXxDCTRowgc5W12zMjeQO48t65xxHhmKkkuVaRibFh4hf1Ow9dtq6tMjLZT7L+yTyO4B6XFU7j2ISd0jTESLLfIyxqxDWPM3WxGtzfYeVDkjtZ0f8dmlxX6FXxHB4YB\/1U3j\/APJhs7\/zsfCnzrCHtLFGMqYdgvnMWYfFLD0FK+KSJ3jCP2AcqnS5A0zE9Tv76jxTLGQ3tONRf2VPIm\/tW6bVn1Vwd2OPUvNuWDtPE880aIylo41VlZlQoxAZrgm1hexIva2tTeBTjhRkxBtK5XuVGyszFWJB3sMu\/wDWqO0pJzXOYm9+d73vfrWbyZwL7j4H0HI\/Wq172H4PlUb2LPxztO02FYGNIzNIDZb+wmpJv1e3+U1UTU\/G2IFz7KhR6AXP+omoQ86FtvkLFGMFUUexyEXHUWqdwGYLOoY2Vw0TfhkUoT\/qv7qXka16h12vQoNq0MZsaIwI1iQOvtMVRze\/LMptatEvFJWUoXOU7gWAPqAPIVGxD3Yk7nU+ttT7zrWuo2WlsbA1ZZq03r29UWbc1Yk1hevKhC5djuICRXgk1a10YnYC91+Y1rRjBclftfl\/xSzsoSMQGH2VJPpapi4gGZc9yoJ08mFmtfy+gpsZbCpRpk\/ixvHFFGGswGlzc+EfYBO58XnSWcMY4ywOUggHxHUE7En1+nKnskqpJhzKxKZIwXW+ZRfKTYgHw9OYFtqSYbK7FCSIx+0ZV6qSAEJF9mNr+dXk5Kx8GpUUrfNfW1ra7XJ9L6VFZOVb00UMFOXRSTzfLcj5E+nrQNaXQ0gstANTmw9xWmTD23FqqiWeRNUyAi1QAtqkQyVaIxzwyXxgWBpFxhbTOLk2NgTc+7Wn3BvbvVYxTXdj1Y\/WrlwUuTXRRRQBBRRRUIbwNLe+hVq0cZw8IndWgygnMCjEWzC50Om5NRxhYdHje1twwsQRzB2NNUTM8yqzUOGsMkaIXlfQKup15WrpvYfsnBh0M84EkqoWzZlaJWBsQLbleZ1Fwa5fLxWUXCtkDCxK+0w6Ft7eQtVgxHaeZ8Ky6IgVIURdF0OeRre5PjTIuCMWfFmlFJP3DtD2yxM0rBZGVMxyhdL66E21Jq1doOODDwph5C7Fo7SFCA4JHifUWuTcW52NU3slDC0xmlQiOAd85zeEkHwLYjm1tL8jWHE5xiu+xP7RSpW+YqV1IAQWAIPxolJ1YqXTYnJQS2X17EjAcIikkVo8VHkuCe8vG6i+vhOh9xrp2MlUzSYmUFYljCRhrhmANy1twCQvmeVcr7JzhJzKwvkjZ10uM4XTy01PuplDicTxFyGcpCnjc7hRtqftOdgP6VcZKhefDKUt3su7M5+180uIIVGeNtDGBdmH3hbZxuOlZ8Uw0njfDwS97MuUs2VMoI8VlJuJG2J2Gtt6l8Xx8fDo1WGICSRbgtqQBpmfmzHpsKofEeLzykmSV28rkD3KNKGUqVMdghqeuCSX1NmO7N4yMXbDTW6hCw+K3FJpUINjoRuDcH4GpEeNkQ3SR1\/CzD6GpZ47im8PfzHp42P50l12OjHWua+gp7trXIIHU6D3daxAHmazxDOxzMSTzJJJ+dGElyt1B0I6ihHdjN5lb7wPxrU7e+pkmFCnMLkfAfGofdk3tUYMXF7owFboJMvKsVhPl8aFFRBOmYzHU1hTDj2AMExiO4SMt5M0asR7ibUvqnyXFppUFFFFUWFFFZRoWIAFyTYDqTsKhCwcCXu4JZSNXPdJ7hdj6agVBbVlUMFuQMzGyjW2ZjyA3JprxVwipCNohl9XOrn\/ADX+FKsND3ksaWvnIT3s1r6f3pRv0AvuPeMxwrMYWkIyxAZly5DIGNvFuEykHN5bUj4aQG8RK5hvfKpAuzIx8yFAtzpnxUxNK9zuSrb+HJcaXFtgNNdraXqDiHUKqhVZlXxsLlRfTQdfEtz1FFLkGHBoxlkYxh86rsR7OYqucr5XFr9FFeQOL1qRL7VKXDhRc6Abn8vWgQZPhw7MNCB5c\/ltXr8KJpPPxRzovhXy395qIcQ\/32+Jq9SK0sdS8KbpUR8G45Goa42QbSN8TWz\/AOJTf+Y1S0XTGuAlMXifQAc+fkKQMb69ayklZjdiSfM1hQtl0FFFFUWFFFFQh3LH9mcLJKXlaQAaWVgL+um9L+JY3heGtH+rx3A2YF3t1N9vfTGeYvJYai9qWcblw\/eFcSMMx\/jZA4941FbtNI89DM5vS7r8ORZPg+HY3SAdzLyGoB8su3wN\/WqlxLDyRt3cgy5NAOVj9oHnfe9Wf\/5egmjZ8KcrpqMsgdCw1AJvdCbaG9SMJw2TGxBZwySJoHdctxzU3sCf+9A1q9zRHJ4Tfmtd75X8CHh0RkEWEQ5Q7d7M3uNr+SICbdXNOOB4mGXGxYZVAwzXgI5uGFu8Y\/fzZSDytVn4B2YED5xAr5gVZ5JATlIsQsaArt1JrJuz+KMylRhcqsCuVBG4sQQQLbjfflRLG1yZ59ZhlJxTEGJ7OdxiDhHaxu3cubhJFdchjYj2WBsQdr3B0Iqw4DhK4eOODmo7yW2zSnYHqF2FWDHcTyyAYjDhmU3SRRcX2zWPsmlHDZP2xZ7+Pa+2nP5fOiikt6M2fNPJHZ7HN+2uJMmKfXSPwD3bn\/MTVeaLQm\/uq6cb7L4kTTMI2dWJZSni3JIuBqKqpwMucRlGznQKQQxJ5W3pE4uzr4MkdCUXwLMlzU9YgqFri4Gm29WHDQ4fB3zRpiJltnDG8Ud\/sgD23HMnQedWYcThlwGIEWXvmT9mq5Ve9xcBRrfeijBJWy8me2kltZzGEX0k2bmN\/W1SWwccK5752+yNR7614Nu8kKzT91yDMmYAg+ywAuKdzdnsQid6pSeK188RzWHUruBS1XA7Imu\/yKtJjSdK9hdcrDnyqRxbh5Sz3BVtRal6mgdp0x0NMo3ENQabdlsL3uLhS1wZFv6A3PyBqArKdxVm7BwWxJexssbsD52y\/wDuooK2DmnUH7CvtvLnx07eY+SKKR0w4++bESHqR9BS+gl8TG4lUEvwQUUUUIYU97LYezPiWHhhFxcXBc6KPOkaISQALkmwHU1ZeIAQxLhw2qeJ7Dd2Bv4v4RYe80UfUGTF2KnLEseZNS+zqgyhyLhFZiOoAIt\/qpZK3KrT2cwcH6u0rysSWKNEinOEAzA5rW8RB06A6ijx7yBybRIfF1f9VjLYeJQ8juJxbvZPauh8Wii2mg2+KfGsc5ATuxlVSgN\/ZVRc\/iK5vU1IxGPQxCFFI8ZkZib52KgL4bWUAZhub5qjTTFyGNtBlsBYADbQUMuS48EjhkOY28vzqNxbFZmyL7K\/M9aY8Haxa33SB9ar1U+C1yFFFFCEFFFFQgUUUVCBRRRUIFFFFQh2zh\/75fSqJ2o\/xWL9T9RRRW+XBwug+0fsMeEf+Gyekn0rdxP\/AMRj\/DD\/ALEooocYef45fP8AY66djUHhftj8X5UUUzszzM+H7m3jnL1\/rSAbx+\/60UUXY04u\/wAyTg\/3rf3zrLi3+Kw34X\/2Giig7DcXxHG5fYf8QqPw39\/F\/N9DXlFKPQR+F\/P6HvbH\/GT\/AI\/\/AGrVq\/RDviPwn6GiikfeNOT7BeyKniP3X81KW3ryirycl9Pw\/c9FdB7Dfum\/\/W\/+5aKKPB8Qnrvsyj8Z\/fP7voKhUUUiXJsj8KCiiiqCGXZz\/Ew\/jFSuL\/vZPxn60UUX3QXyLn3+P0NX\/wDQ\/wD4gerf7BRRR4uQMvwiab\/CQ+mJ\/wDVhquR8\/WiihfIaGPCd29D9DSCiiqkWgooooSwoooqECiiioQKKKKhAoooqEP\/2Q==\" alt=\"Ciencia y tecnolog\u00eda :D - Ciencia y educaci\u00f3n en Taringa!\" \/><img decoding=\"async\" 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\" alt=\"Inteligencia artificial, en la habitaci\u00f3n china: \u00bfsabremos si las m\u00e1quinas  piensan?\" \/><span style=\"text-align: center;\">\u00a1\u00a1<\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong style=\"text-align: center;\">\u00a1\u00a1Cuidado!! El d\u00eda que dejen pensar a los robots&#8230; \u00a1Mal ir\u00e1n las cosas para los humanos!<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <strong>Inteligencia Artificial ha despertado un gran inter\u00e9s<\/strong> por sus diversas aplicaciones en nuestro mundo cotidiano, facilit\u00e1ndonos y automatizando las tareas intelectuales, siendo potencialmente \u00fatil en cualquier \u00e1mbito de la actividad intelectual humana. Tambi\u00e9n, dentro de esta \u00e1rea de trabajo que es la <strong>Inteligencia Artificial<\/strong>, encontramos <strong>las redes neuronales<\/strong>, que tienen la capacidad de \u201c<strong>aprender<\/strong>\u201d mediante complejos ajustes en las relaciones que existen entre los nodos o datos, permitiendo reconocer y clasificar formas o patrones. Por otro lado, est\u00e1n <strong>los algoritmos gen\u00e9ticos<\/strong>, que se basan en la tan reconocida teor\u00eda de la <strong>Evoluci\u00f3n Gen\u00e9tica<\/strong>, y en la idea de la supervivencia del m\u00e1s apto, reduciendo aun m\u00e1s la posibilidad del error, como dec\u00edamos al principio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Facebook desconecta a dos robots que hab\u00edan creado un idioma propio  incomprensible para el hombre\" \/><img decoding=\"async\" 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\" alt=\"Facebook ha tenido que desactivar esta IA porque hab\u00eda creado un idioma  propio\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque sumergido en todas estas complejidades que, pareciendo del futuro son de hoy, me pas\u00f3 el tiempo volando y, con la intenci\u00f3n de llevar a todos ustedes algunas de las cosas que est\u00e1n actualmente en fren\u00e9tica efervescencia en laboratorios de todo el mundo, para as\u00ed, poder comentar sobre lo que nos parece y, hasta donde nos llevar\u00e1 todo esto que, siendo bueno en un principio, podr\u00eda desembocar en un escenario no deseado si, por nuestra ambici\u00f3n de conseguir sin tasa, damos m\u00e1s prerrogativas de las que ser\u00edan racionales, a seres artificiales que podr\u00edan, con el tiempo, convertirse en nuestros due\u00f1os.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<p>&nbsp;<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' 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