{"id":24491,"date":"2019-09-19T04:50:30","date_gmt":"2019-09-19T03:50:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=24491"},"modified":"2019-09-19T04:50:30","modified_gmt":"2019-09-19T03:50:30","slug":"%c2%a1la-ciencia-a-merced-de-gobiernos-de-cortas-miras","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2019\/09\/19\/%c2%a1la-ciencia-a-merced-de-gobiernos-de-cortas-miras\/","title":{"rendered":"\u00a1La Ciencia! A merced de Gobiernos de cortas miras"},"content":{"rendered":"<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/s3.eestatic.com\/2019\/09\/17\/ciencia\/investigacion\/Investigacion_429967118_134423456_1024x576.jpg\" alt=\"El f\u00edsico Pablo Jarillo.\" data-imgm=\"true\" \/><\/p>\n<div>\n<p>El f\u00edsico Pablo Jarillo. Fundaci\u00f3n BBVA<\/p>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">\n<header>\n<h3><a href=\"https:\/\/www.elespanol.com\/ciencia\/investigacion\/\">Investigaci\u00f3n<\/a> F\u00edsica de materiales<\/h3>\n<p><strong>El f\u00edsico valenciano &#8220;fichado&#8221; por Obama y el MIT: &#8220;En Espa\u00f1a m,e dec\u00edan: &#8220;Echa el freno&#8221;<\/strong><\/p>\n<h1><\/h1>\n<p><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/grafeno.co\/wp-content\/uploads\/2018\/04\/Visualiza.jpg?fit=960%2C597&amp;ssl=1\" alt=\"Resultado de imagen de El grafeno\" \/><\/p>\n<p>&nbsp;<\/p>\n<h2 style=\"text-align: justify;\">La investigaci\u00f3n de Pablo Jarillo-Herrero sobre el grafeno fue premiada por la Casa Blanca y condujo a un hallazgo revolucionario el a\u00f1o pasado.<\/h2>\n<\/header>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<section>\n<h4>Noticias relacionadas<\/h4>\n<p>&nbsp;<\/p>\n<ul>\n<li><a href=\"https:\/\/www.elespanol.com\/ciencia\/investigacion\/20181227\/fisico-espanol-quiere-acabar-muerte-cancer-anos\/363713900_0.html\"> El f\u00edsico espa\u00f1ol que quiere acabar con la muerte por c\u00e1ncer en cinco a\u00f1os <\/a><\/li>\n<li><a href=\"https:\/\/www.elespanol.com\/ciencia\/investigacion\/20190524\/matematica-valenciana-usa-estadistica-escapar-zombis\/400710274_0.html\"> \u00c9sta es la matem\u00e1tica valenciana que usa la estad\u00edstica para escapar de los zombis <\/a><\/li>\n<li><a href=\"https:\/\/www.elespanol.com\/ciencia\/20190305\/extraordinario-material-conductor-aislante-vez\/380962269_0.html\"> As\u00ed es el &#8220;extraordinario&#8221; material que es conductor y aislante a la vez <\/a><\/li>\n<\/ul>\n<\/section>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El grafeno\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El grafeno\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El grafeno\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSczkbMsWKnv7QhkYIlsn9q3X0hXGrAaINGEhBvYXLstaSHzYQ_\" alt=\"Resultado de imagen de El grafeno\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El grafeno\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p id=\"paragraph_1\" style=\"text-align: justify;\">El grafeno entr\u00f3 en la vida de <strong>Pablo Jarillo-Herrero<\/strong> (Valencia, 1976) en <strong>2005<\/strong>, reci\u00e9n doctorado en F\u00edsica por la <strong>Universidad Tecnol\u00f3gica de Delft<\/strong> (Holanda). &#8220;Me pareci\u00f3 un material tan bonito que lo tuve que investigar&#8221;, explica este licenciado en Ciencias F\u00edsicas por la <strong>Universidad de Valencia<\/strong>.<\/p>\n<p id=\"paragraph_2\" style=\"text-align: justify;\"><em>Flash-forward<\/em> a <strong>2012<\/strong>, cuando su investigaci\u00f3n le hace merecedor del galard\u00f3n m\u00e1s prestigioso que concede el gobierno estadounidense para j\u00f3venes investigadores, el\u00a0<em>Presidential Early Career Award for Scientists and Engineers.\u00a0<\/em>Jarillo recibe <strong>un mill\u00f3n de d\u00f3lares<\/strong> como financiaci\u00f3n y estrecha en persona la mano a<strong> Barack Obama<\/strong> en la Casa Blanca.<\/p>\n<p id=\"paragraph_3\" style=\"text-align: justify;\">Un peque\u00f1o salto adelante m\u00e1s en esta vertiginosa carrera: es <strong>2018<\/strong> y Jarillo, al frente de su equipo\u00a0del <strong>Instituto Tecnol\u00f3gico de Massachusets<\/strong> (MIT), revoluciona el ya de por s\u00ed pr\u00f3digo campo del grafeno: han descubierto que, superponiendo dos l\u00e1minas de este material y gir\u00e1ndolas en lo que coloquialmente llaman el &#8216;angulo m\u00e1gico&#8217;, adquiere una nueva y codiciada capacidad: la <strong>superconductividad<\/strong>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media.diariopopular.com.ar\/adjuntos\/143\/imagenes\/004\/471\/0004471831.jpg\" alt=\"Resultado de imagen de El grafeno\" \/><\/p>\n<p id=\"paragraph_4\" style=\"text-align: justify;\">Los materiales superconductores permiten <strong>transmitir electricidad sin p\u00e9rdidas<\/strong>, como sufren incluso los conductores comunes m\u00e1s eficaces como el <strong>cobre<\/strong>. Una red el\u00e9ctrica que usase <strong>la energ\u00eda al 100%<\/strong> abre la puerta a un mundo m\u00e1s eficiente, pero hay un problema: solo funciona hoy en d\u00eda solo<strong> a temperaturas de fr\u00edo extremo<\/strong>, muy por debajo del cero.<\/p>\n<div style=\"text-align: justify;\">\n<div id=\"taboola-mid-article-organic-thumbnail\" data-placement-name=\"Mid article organic thumbnail\">\n<div>\n<div>\n<div id=\"trc_wrapper_79892\">\n<div id=\"outer_79892\">\n<div id=\"rbox-t2m\">\n<div id=\"internal_trc_79892\">\n<div data-item-id=\"-6715399480204095092\" data-item-title=\"V\u00edctor, el joven empleado de Carrefour muerto por un kamikaze ebrio al ir a trabajar en domingo\" data-item-thumb=\"https:\/\/s5.eestatic.com\/2019\/09\/16\/reportajes\/Reportajes_429717392_134418092_1280x1706.jpg\" data-item-syndicated=\"false\"><a title=\"V\u00edctor, el joven empleado de Carrefour muerto por un kamikaze ebrio al ir a trabajar en domingo\" href=\"https:\/\/www.elespanol.com\/reportajes\/20190917\/victor-empleado-carrefour-muerto-kamikaze-trabajar-domingo\/429707574_0.html\" target=\"_parent\">V\u00edctor, el joven empleado de Carrefour muerto por un kamikaze ebrio al ir a trabajar en domingoL.VUn coche se estamp\u00f3 contra \u00e9 a gran velocidad. Los padres del fallecido perdieron a su otro hijo el a\u00f1o pasado.<\/a><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p id=\"paragraph_5\" style=\"text-align: justify;\">El reto de una <strong>superconductividad a altas temperaturas<\/strong>, o a <strong>temperatura ambiente<\/strong>, ha centrado la XXVI edici\u00f3n de l<strong>a Escuela de Verano &#8216;Nicol\u00e1s Cabrera&#8217;<\/strong> organizada por la<strong> <a href=\"https:\/\/www.elespanol.com\/organismos\/fundacion_bbva\/\">Fundaci\u00f3n BBVA<\/a><\/strong> y en la que Jarillo participa como ponente.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/estaticos.muyinteresante.es\/media\/cache\/760x570_thumb\/uploads\/images\/article\/5aa7ad075cafe8c5e73c986b\/grafeno.jpg\" alt=\"Resultado de imagen de El grafeno superconductor\" \/><\/p>\n<p id=\"paragraph_6\" style=\"text-align: justify;\"><strong>Teniendo en cuenta lo reciente que es el campo del grafeno y lo joven que es usted, cabe pensar que tienen, mano a mano, d\u00e9cadas de descubrimiento por delante.<\/strong><\/p>\n<p id=\"paragraph_7\" style=\"text-align: justify;\">S\u00ed, yo creo que s\u00ed [r\u00ede]. El descubrimiento de la superconductividad del grafeno ha generado un nuevo campo y mucho entusiasmo, no solo en mi grupo sino en laboratorios de todo el mundo. Yo creo que s\u00ed, que va a dar para d\u00e9cadas de investigaci\u00f3n. Es bastante complejo, no creo que lo entendamos demasiado pronto [r\u00ede].<\/p>\n<p id=\"paragraph_8\" style=\"text-align: justify;\"><strong>El reto que se aborda ahora es el de la superconductividad a temperatura ambiente<\/strong>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2018\/03\/Dibujo20180307-2D-superconductivity-in-a-graphene-superlattice-nature26160.png\" alt=\"Resultado de imagen de El grafeno superconductor\" \/><\/p>\n<p id=\"paragraph_9\" style=\"text-align: justify;\">Claro, la superconductividad que hemos descubierto es a baja temperatura. Para temperatura ambiente ya existe un material, pero lo hace bajo condiciones extremas de presi\u00f3n. No tiene ninguna posibilidad de aplicaci\u00f3n, por lo que se buscan materiales que sean superconductores y se pueda hacer algo con ellos.<\/p>\n<p id=\"paragraph_10\" style=\"text-align: justify;\"><strong>Porque, retrotray\u00e9ndonos a la historia del grafeno, todo comienza con el estudio del grafito, el mismo de la mina de un l\u00e1piz<\/strong>.<\/p>\n<p id=\"paragraph_11\" style=\"text-align: justify;\">Exacto. En el a\u00f1o 2004, dos cient\u00edficos rusos que trabajaban entre Holanda e Inglaterra descubrieron que, si tienes grafito, puedes aislar una sola capa. Eso es el grafeno. Y tiene unas propiedades electr\u00f3nicas muy inusuales. A partir de ah\u00ed much\u00edsima gente se puso a investigarlo. Se hab\u00edan descubierto muchas caracter\u00edsticas peculiares, \u00fanicas y extraordinarias, pero no un comportamiento emblem\u00e1tico de los materiales como es la superconductividad. El descubrimiento que nosotros hicimos el a\u00f1o pasado es que si t\u00fa pones dos capas una encima de la otra y la rotas un peque\u00f1o \u00e1ngulo, solo un grado, resulta que puede superconducir. Fue una sorpresa total.<\/p>\n<p id=\"paragraph_12\" style=\"text-align: justify;\"><strong>A esta t\u00e9cnica le ha puesto un nombre fant\u00e1stico: <em>twistr\u00f3nica<\/em>.<\/strong><\/p>\n<p id=\"paragraph_13\" style=\"text-align: justify;\">[R\u00ede] Efectivamente, <em>twistronics<\/em>, de <em>twist<\/em>, rotar&#8230; como hacer un Twist.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTdOC35Njd-1sn_vbu-189nBo98KrHsmQNNutZloBp5Y5v89V_H\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHpJP23eBXbQ2bqx4jV7Qo27T9Rj13Sq8k8bl38uwBGFwhh1GC\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQJ2pewLkhmtmUMKvWQLW1Ml009l0K2vqjqrw6QFchpY1Z8ihwP-w\" alt=\"Resultado de imagen de El grafeno superconductor\" \/><\/p>\n<p id=\"paragraph_14\" style=\"text-align: justify;\"><strong>Y esto da prueba de las propiedades incre\u00edbles del grafeno: se estira, se dobla, se modifica&#8230;<\/strong><\/p>\n<p id=\"paragraph_15\" style=\"text-align: justify;\">En la historia de la ciencia de materiales, nunca antes se hab\u00eda podido &#8220;girar&#8221; un \u00e1ngulo entre dos estructuras bidimensionales cristalinas. Un material tridimensional crece con la estructura en funci\u00f3n de su naturaleza. Y un semiconductor, como el transistor de un tel\u00e9fono m\u00f3vil, est\u00e1 hecho de arseniuro de galio, y solo puede crecer por la superposici\u00f3n de capas alineadas. Pero al descubrir los materiales bidimensionales, podemos poner dos l\u00e1minas e inclinarlas en el \u00e1ngulo que queramos. Y entonces puede adquirir propiedades que no ten\u00eda originalmente. El grafeno no era superconductor y ahora superconduce, y no solo eso: yo puedo aplicarle un voltaje para convertirlo en aislante, en un metal, hacer <em>mogoll\u00f3n<\/em> de cosas.<\/p>\n<p id=\"paragraph_16\" style=\"text-align: justify;\"><strong>\u00bfEl &#8216;\u00e1ngulo m\u00e1gico&#8217; se puede usar como interruptor entre distintas funciones del grafeno?<\/strong><\/p>\n<p id=\"paragraph_17\" style=\"text-align: justify;\">S\u00ed. Desde el punto de vista ingenieril, lo que hemos hecho es un trasistor-superconductor: una cosa que la puedes poner en estado superconductor o en estado aislante, el\u00e9ctricamente, como un <em>switch<\/em>. El &#8216;\u00e1ngulo m\u00e1gico&#8217; ha sido lo primero que ha conseguido hacer algo as\u00ed, y por eso hay tanta gente entusiasmada.<\/p>\n<p id=\"paragraph_18\" style=\"text-align: justify;\"><strong>Porque las expectativas sobre el grafeno van desde su uso en la ropa a chips para la computaci\u00f3n cu\u00e1ntica&#8230;<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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ESSSxGOXcJEHJqGNWCkG9Y8BoFRTt4pJOppAFQcLqonCbCxjAN5R4X2GN4gW6xmKzsvfe2NcmI5EdM0AWL60RjGzUSyEC1U9VBPr1OGvYvbGTeDTlsvrlmUiRd2YE8rZN6R03AAo4g7utlVgeJII2MuoeWZZrV\/kQJ+0peANKigLN74B7LzA7KlOWhifxJdF+I1s13oIAOgAWRtfWya2kk47ByGa7MzErSSJHE6gFSQzP1VhWy6bZSzH73lbY4fdtdllADIykSA6wpvRHZllYtsWL6VXVQFkDgjHfa\/dgyxmXNzM0g3CRkAEdVsgk37AAfxwN2BmMpNqhlU6VUBItR0MoGnfe2YerE7VXGOiSL8z5YdTDzzMZn9i9aR7UgQV0OrHeVmVo9Kll1voZxYpEUSTEH2WhfrqGF3eDNt4rBj1Jv1BPO2G\/eXLplYMtNFKZFVdEirsXjk8xdD8rBvMLPp0BBeprYD2xZzcmamzMiFDIJF8WOWVAoNndQFQdWjgt1X73G+Nd7TG32d8lMzMNIGklr4KFfe+QBvd83YfevtfNMsP2lSqB1aKaMUHKgMJFvdWIN0eDY6HDDvZ3egGVTN5JtO+s0x\/aBzZIHysps6RQG4rYYbpYKlsg9opVyGAwfb+JN2tm8xCqy51STJpXQh+FAdTixsGal2HQHBvb2VysggOXlKkeZUhFnfcNVjS3qTv68YUv3ymlyyB4yrAgGTTsWAO4JFAkem\/OHU+TR4EKZlmZ6LaQosHoeNO+3mPN8mhhtVKaWbGTtt8rf3EajAlgucDf8A2T9qCaRE8R3XYGxSq1VZIAI\/HUQL1bgNXebkiXSsbPYHmEhI5625AsGgygjbiioI7kaZwoaRmVQP7PSbHzamI83rtRsgjfES+XYEUKGzgVewvw0UDfbdq98BGwHboNvtKO2b\/Uzmdnc6vEl3oeWXa+lDwymroASAcBoK22KmtvhWmbYeqoz\/AA9YpdvhOCrs7+\/xXxdG9RJAvyutkoQrjbHUsXr+9eoX0p9QHO1LIvzDS43GLbRfXYm8xa67\/FuwqxdNqA4o7SKODTjrggR+vvd7njzXXJqtQHxCnG+OMuh48wNit7YFRtv8zqvB\/tE9wcHZXLeu1Vx0q6rrQNFeoDaemBuwEA5JNhznzkccRJ\/1O\/NLfoditnh1PqMdvl30mtjtW\/B8lXfNW6+4FG9sGKgoCtvT6jf+NV+r76\/iD\/Ag\/n\/p9aAahldF95S+\/wBFpyeZHAaKlF7n9qWG3PlQV\/mI9sUn+irsvVNI9AlURVsXXiSIC1HbZQfpeLp33yTaH5IZW3P+H+eBe4HYjp+0HlFcnj\/rh4UVNP0t9vv2h6XjClBl05va0tqm7JFAAMTvywLX1NhRWrdtwBpxhT87PF3fXje\/XSS3qwwyZdztsb2+o2\/jY\/H3xC8V7+vtzYuvffVsdrO91hIVIsVIi8pxXoar06gaaFeoUhfvMcDzQAgjoQeK4ICkjgfCNN+VFs1qOD3Xm\/qf9D5uR6FtvRTiJ15v6m\/4E6uP8b7\/AHVGDK0i1LRVJC4kEgYKyrKQQa3laQg2apF1jzGtRGwOCoctAyS+NIYgSSqk0zC\/LIwJ1Ox9Gr2HGJZBW56G\/TST1816SfvNbn5VGIWLCwoFjcg61K31OgEqTz5zrPNDjBdRaNI\/cc258In7Liiil8TNKGFjw0Ithvs5XgCuA2\/oOuM7x56ftJxl8tH5VO7nYAHqx6D23J98O3aF8uYWiVWG5ZWUkfv3dg+70PfgGCHNtk10KfCRhah42IJ6tq1BifYqvTyjFy+s6gPPsO3wtGKZCKFJ8nN7wczS5aIwTyatAS9qjp2CKLIJYc2SCBRGluknafZpieBxIjhnRpN6CIj+KWUbkgsbZ3Ynj1xrs3u2+YE0mZnDJKBpZTZ8htWs0FA38tevGB8hJDH4cfiBl1FNSmtTx7tTHgkOmlr2ogFb1ELAZ0nI3t7v3eOIxxq67Rf2VljSqwIoRqwOxF5PJxsD6ckEY6nhv31BQRRNg+DS6VI1LqniRYAUj5LXgrP5zLnOaMvq8ibxgUurxonYKpo+IVVyRySAOcaVD5SDwBTCiLBy1HetteWWrIvUyEo4FrVB1jaNBJkRATNTkgAoSGDVx4rAASV0iUCJbNBucIc52qmZ8TVJbRndL3FDYj15r2wV3ojaKF5YwSVF6dzo3osLFlAeSQCp2YA81Xun2VcTTfEzkrv0A5\/EnCNZbRumbiGRZcULxmGYyh9MZheElkyj5iNg4Wclepkyst+o2CvR+oOGefyk7wtmbAk0+VSP2pXqpahpP7igDbezvinxZ+RpGRYZ496USxspf6WP4c4ki7bkiajddQemJJJsj2+zeVmJPQnkj0OFna8DK4misEGzXQ+v0PBxL2pArXNH13cDp+8P9fz9cMOzmDrXtv7++L095xtoHm1+1RCRRTryPfqPof8AljXZ5ZoChuhx6g3\/AA3xH2rnUyDKzhiJDQC+g5uz0vb1\/PA\/fDtKOOJfClQmUoxCnzaR5gwriyF5r+eNClVQYvE6lNjLdne21zuUOVlX\/wAQRQJ2t13Qr6M3TpZ08HAvY3duaHKCfxPGRhvAlkmNj5qJ+cGmArYqeTtjOye28pmshoKeHNtrcCyrj4XuwaO+10LIwQMsWAt8vIbJsiaM2dyf2TVZNknqTh2mtvVxmJ1CdmzGH27xYFyrCNkUbnTIj0psHSY9K7VfmAu9wMEQRhRpUAAdBsBfr6X6nn\/ajAsB0jzt9FWSRh+ch8v4DV6FcQZntDahsB0HG\/8Ar78nBxSLYXb8xOpUtloxbNJYQaS3SwdHsNzSjpemvYDbHGu9ydhfxDYD4WtRxXwSKNq0uMV8kk3h5lZ9a6rplosa38ooSV1IGzD5l+mLVKHoxcRFPE62Kn4Q2NPqPruRpFb\/AHmUbH76EHkYLgyxO\/wjbe+K4o9a+VhdqdJwPARdVxWwIsVuOWBIF2ri7VqN1hvGABwPqQP9OfwwhUciVyWkSRADb6bChzx16nYdL43o4jev6\/n\/AK\/juXl\/X66ev8elkxyjf9f9\/wBeo8gL3hkAtaTBv1+vx\/VkadwBvt+v1+qABmzQTr+H5V9On5ey0qzmfLbdB+WC06DP7oKpUCY6zrt7tNdJTSGHJvjqen659yXHZmaV0BXYUNttv9P16HFF7Qm2Yn3\/AIDBnd7tArW+2H6nhAaXl3EolRt22MvX6\/X6\/iMYf1+Bv\/r\/AB9cQQZgMLH6\/X8fqN5hv+v1+txW4xlEEbwh9khlhvjp+vwNbXuQKr1wHLt7Vv6Vf1vTfqbc9AMMWI\/X\/T9deLxHNGDxV9Ku\/wA96v1Av3xdHgnS3mieWx7af8um\/ffw7\/zStfTEaJXStPSgNN+xsR376pG61gt0o+mn8NN\/nov2uRr6YjkWvav8um+m1lL9Bcjeow0G5zmYRX6SLNKaBvSQbUtflPqBJIq2PUjbErTPmdMbFJCN6Gir41Giyj8dvRW6agoWKqufkr6hFOk\/uli3rjnMZcPROo6Tqu5iAR1tnUfjiXHX5xumSP1Be38mYkKNq8Mi2ETBdhy1BaYC99gR1JFEcLlOzstkjrfxFfzXfnLAcqPlI\/7k4mi7OWXMq7zSK3Te9RqwoJ+E1ZrcMKKnnCLtiaGKfwZBDMl7kIqvR6akAIYeoP8AywZV1gIDkeY2xz5wwbTdrYOO9px2d234MkGZMetHiKNIQCwZZJKGro3h6PqKx32Z2rNnszKYsv8AsetUKNVqJby62GxXhhVgjfBfe7vdlI8r9nhjV9S0EqlS+Nh1B3269cLO765\/JxK+hYY3BLNKfKvuyg6tW+y8njbelKhDAscMftH6Y0kC+BGAzC6\/DshvFkiHIOuIDgmyLUjSxvbytrWiEkcaQjxINLQOplaNRVLvqkiB4A0nXCSaq0JG2HXdrs+TOSpmfF\/ZRSl9Um807nSpJVfLEgVQqqL4684r+QybRrlYXFOuWzkTCwd1DgixsfiwjUAMdpm0cZeJZFDxsGRhYI4OMx4grkDYn8zjMJw89qg7dbs6ZnZWeBiYXXUW8GVDsQSSTHIpDDk71ypxD2jLDm2MiUC25A9+uOv6Nu3UXM5iDMqI5jR1OeseoFd9rAYsCOQWwH232ARm2GRBNsbiGxQ3uRewW+hqv5SSddn5UodjqX23r8umFPfKfMZQRSQMqR2R8IJDbmjqu1q9h6b9MLu8\/dtyzuqFMwl+LGPn661rk1ua+LnnmpzZiabd2eTQo3JLaFFD8BZAv1OOiSazOYeZy8js7HksbP8A0Hth33V7oy56Xw4mVaGpi5oKtgE0Nzz0HpdYX9i9iTZmQRwRtI56KOPck7KPc0Meh5HuXP2dJHNLmhENJNxEliTYZBqAHBHmPrsDWHaNIHBGekBUe2ekWjufmcnO0YmgeuV8UIzKeDUlAHr8Ro7Xh7F2dmdNhLI+46Pf\/oY4sOZyUBygnWRdT0VBhSZnO4KVJ5ne9tiACNgByoSNNSgxqGPA+zyZeUmr8lHRr+6DsTQ640aLaBa+0zawLm9osjz7HBmWs7nHXaLwUZXdRuutgp0t4gLJIKGySAE78MGXkVgcdr5dFsSCT0VNyf8Al9TjTp+IQrjeZtTwlQt5hiNUhvnEWS7TTXUMoZl3FcGvQ8HCiNZ84dNaU50gkKAOrNt+ZoYtnZPd6KIWSGcC7IBVfcBtO37zED0Bxyo4Qf8AT5fuL1aNEYG\/eRp22iDyowr5Q76B7aSaA9hWI8v3jfxNTE\/TpXpQwzn7CWRCRoDcgqAAa5BqRl4+n5XXPZ3dvq+388Lip4XSSRmK1S7ADf3Y+ccR55GTWG8v8uNtuvH8K+XStzna3Rf17e36H1I7Q7JUx6UAUjcH3rr6j+XPHFSLkEqQQwNEHkEc4B4ajTqXI+UZc1AABD5syTuf+5OB5JumBcxmVRS7MFReSTQxRu3u+hNplrF8yn4j\/hB4Hud\/pzi3iPF06GBkx\/wv8aXy0e95e24oQVZretkX4vx+6Prg3sLNI6I8bWpv6girB9CMeSMxJJJsnck8knDbu3242WkBNmNj51\/4h7j+PH0zaf8AI1BU1Nt2mtU\/j6TU9AE9w7Mz+kj0xZI5LAI3v9fr\/Qjegdn5oModSGUiwRwRiwdm9o6dj8P6\/XvjQrUhUXWk886mg2ltpZEX9f8Ab9dRvYx2Txz\/ACH8MAT9qxoPiDH0Bv8AX8\/54SnvNUm+69R9cLU\/DVKmQItUrrr07\/iOs2QN9Siv3gK\/Gzp9yoLHgYDkavav8ukH3P8AVg\/jI3tjRzOs6lKH0OtVb82iJB9wxPvgaXPKlUQWHBF6VP7oO5P758x9sGSm21pDpp5Y85zM7mIQamta+EAU2\/3R\/Zg9WNuetXiLLZ4SbUFYcWzEH8WJK+zDg+uFWbzGo7knAsEmk3h5fCgrnecpeKJcdo\/lo2CNtwQR6eYil4I+IhePjjvzLgLsfsjJRtI2YVnJBKs6sUCkdCo0s3owO\/QDBEOYDgbgNQAJJAIG4BI3FHcMN1O46jAeYYBmAIVuoE5hkB9x\/V31tdjzteAaGsUNx7prU2AIYWizKxQZOc5gqTpJ8KNwPEo0Azc+HztfmPoLxz3o73z59vseSiYh\/irkgc2eFW+prFh7GnijgljbK6tV6iZoXMtnfW9igLuzwPflR2K65UtJlkL2wV5BqMSi7CLfxf42342FiwVPMSbZHWOUzpAF8HpIMx2LP2blzLNMzR6QGSAspLNtpZ+VTgahTG6GnYk\/uf2Is0f2qaUCQIVjiQBIculEaQvW73P8zviud8+3pM5KsYb9mjfCOCw2v8N\/1WJ8v2ioJyqnzJHqf23UBfrRs\/hhCqpt5jmPUjnG0reX7sQKoVxrYbFlZgpPtxt6bA43gqeZtRq6vpjMKaRGcywv3aj7Rz7O8oRdKyq0Yppo34K9FrYE7kE\/jhp2fmXhzMWhxICZImfkSRQgMspo\/EBcd9WQ9GwE0J1K0cZV0WTQguhJmWLeHY+WNSzMOFbfbBGUVUV3X4FUQxEj4kSmdx7O9Gx1DYFOwLtntcl2Zq176WIND0ut6G235YP7vTrBlDlDl4mmddUxChYf2+oqrVZY6TpCgEmthscJcvGss4Vxabs\/+FAWb8wK+pGGOV7SeNhmNywD5l1HzmUeFDHt6q2v8Tg1MAyjm0Cyc0fY8jLGj+JIoLeISFKmyulQeAb3a25G24xYv\/wzPnUMucm8NStoookWLBPygdaHPqMa7UyEua1TyQLK0IbSh2jBBplWxqmYEcmksUNWE\/YGen7Rf7OZwiqC3vQPAAoEi+vA+mNCnlbiwI3MSqHzWNzfYSTsHM5OKcZfzIpJVpC3mY+hYfChqqWr2snBefzOWbMNDAG0OPhDsEY2PKFJ0qxoFGFU4XocDd7u6+XXQMqwaZdpEaRdTj71sQuoH5RWx42wblO0oMvkxBmMsUeTZtgNYB2cPvuOnoR0w4qhwGAJJxb8xUkobE47\/iQt2cJAddOGBDfKsiyeZv8ACJCPFX7kyuPmwB2b3JWJiXfUgOxCspIvbUzqFX8NXoAcWPJzBWClrkIviRGYNuWCiMEaiNRAcjVqO14KMi3u6g\/4lVh+LSlvyAOLKxpHyi0WrVS4tedZaJUGlQFC71uAPQnVdH0Z7c9FGCgOb+pu9j76ro+7W56AYFiPpWxoUdgT6Fb0k+i6pD1IwShr2o16VfTa9JP3Vtz1IwB8zLqc5zaG5aKhwATzpWuOL2Ffjf4b2Qp\/V3\/HAkJA2oV9BsfTkAH93c+uC1Ht\/Af8OFX3nUa4kcv6\/X6\/I4qferLEI8scZZ0U+UGi4Xp7Vt9ONxpxb3\/X6H+n4XuMAZmC9\/yr\/pxtfG\/pYtcWRiL2No94WoobzC8+bO2O2Zcy1yNsPhQbIv0Hr7nfC\/HoP9JfdLw2ObhHkY\/tFAFKx+YVsA3JA2vcbGl8+xmOCGzPTKQRiZjMZh93a7pz5w2o0RdZW+Hrx947H2FEkgAkcAvtLE2hHcntmSOUQaWdJDQVQSyseoA3I9R+PTf2bsnsrgyb\/ujjp6c9OPUeowL3V7rQZRNMYtj8cjVrbm7sbDY+WtqIN0+u1RQgfr6+v4831u\/Nq0qDVKSFSd5h+Pq0nOBmCZ7s1ZF2ADe1bjoNvwr8BxWKxP2G7NSCz\/AfX0xea\/X\/AH\/H+PO9xu+xNgfn\/EsQP4j8eMM0fF1KYsJ596IL6wbd\/bKSvYsgNCWOzsBbgk+nmUY5OV0Al2AA5N\/w+vti2SM29lar1YLvtuASpU8ah8Jo4T94OzjMu2rWNgLB1fun98Dg\/OPfDlPxTMwDnHeVNPURKlN3ghWQKwpONWrj3IrDORRyKIP5G8ef9t5VlJu\/xGJO7HeTwSIJj+yPwsf7Mn\/h\/lgnifEGhUtbE2aPgKVSndd5c\/H0H2wSe2VYAOqOBxrRWr\/1A4FkybPqogKBZdjSKPUn9E9LxuTsZB\/Z5xv31iBB99FalHsTf0x161NheVp0KlM26TqfNZVh5stEfoCv\/wBBGHOX72xR5YRlI1B8kYJ8vmugb5\/V4rGZycCijmJIvXxcuy\/yY4i7b7g5rMQ+PFJG8aqDFGurU6keZvMopjQ23vjpvn12W00fDqbxf2kyZNTIdPinaNPf7xHoP50MKO4UTy5iVtz+zOtvdnUi\/c6WxWc4j6jrJLDbcknbat99uKxvsvtGXLyCWJtLD8iOoI6g+mM7xFVmORH6NNVGJ62MgBt\/rjMeR5ntKaRi7yOWY2TqI\/gNh9MZhXVDz3aV1Ub021V8lDgHYaq9KCDonXCjtHPlr3vEEmZLY4EN84rJA8pmAsh1gmNwUkA5KNzXuDTD3UYcKxU+ddTpJGzhf7RsshI0jqHg\/bxqNtSSJ6YHTJdaA98QwdsQSsRFL5oVUSOov9mHtJF+82Xl0t6aHcbjBKZtKsIfFm86iQ5bKsjLIzKXJq3bVLr1E\/BLGwkWt6tdyCMDyd05cnnoJWl1LTSuyigDGCzrR6MKW+uo7DBYyr0wox1daf7NlM7UvU+FPC5jPBSfT6YPyvYEmZzEmbbNgeESoUbqHVQHDauIiS3l5KtyMP02tmKVBfAnXd7srIRQjOTOJC9\/HuFPVQu9kcWb9dsD9hMqOTEUkhDa4wd3iJFUwI2B+AuLAOhsQZTsbLLpilLLC+YDAFuPFjGlL6AFSpI5DRm63DTvF2jkwBlIT4To3kdAajbgg6fM2rg1e9HcjDyHNsnV8gOdok4xfGPqY2zuYaYkhCaU+VQbobi91J9QCQD8of4sA5SUsoZRLR3HlmFj1rxJNvfTiHuzn54xJH4scm9kjXqQ3RsOqgX+8eR1Oxl7Ty\/hVI8bHWTbeGjm+fNrGsX03UbfCuOhNLej+UVqXYauvWToT1sHjcOOegJRG3+5GtnqcTo34V5fSv3fJx\/8tLb1OF+TmVhqU7Hy3odAf3fjZm\/wR1fUgYNVv4eU71p\/dJT4f\/lx2T1OKutjbnP6iFQc5zeFo23pW3pXt5eP8C23qcFZdun4cDb0BrYf4bJ9a5wv8TT7Vsb8um+hraMH7i25647jkr2088LpB9uIwfxc+2Asl4tYjI5zm8Zn9fj+v0aOB5mvj9b\/AIdfpvyVar71WP8ATjpfHSyG2PRsbIA+m\/5Cv+Ej8iKqhgG0bpsBmKs5lQwKsAwYEEEWCD0I2sH8N\/ut8XhnfHuo+VnCxqzxSH9lQJNn5NhZI6bb+gIYD37PyqgJb326+nWx7b36eYcUOftt3zaEGo0PwgmjY0m+pNfNyNqqhgn\/AMbeIF1mn4f+SRLq2bfSI+6X9G1kSZzf0hB2\/wA7D+Q+u9qr+o5XIhVCqoUAAAAAAAVVVsKoccUKul1lZWNSoI4PH6HX6fhXkooL+v8At+H8K+Wgqi08AQVf+Qap6pxBIFo1VEf9B0+gFD0AF0hYtD+vy9Pw49q+Wo5Y73HI\/XTkV\/MVXl04H9eeK9\/MPpuQ2\/G\/oxAtvEajA+aSH+H4V+Z2\/L\/oI5ZegN\/5jW\/A2qr6GiMQHM3xY54+LbnnfWvVSdxxiN226V\/uU3\/229flOLhO8VZicDnOYmnYflZut9tiaHUcOnUb4Gf026CidqO6jV908o\/ynY4kdv8AFd\/57X\/7q\/764g5NCjYJFC1IbkgDdo26qN0bjB1HOc+0vTXnOfeIO8vYwnGpf6w2KNAyVzYPEq\/MvXke9Ny3ch2e51dF3qMACaSua1bRoOsj7DpfT1Mrp5sXQOokXWwBLPHqobDUpOIZoLHlW7qwqaga4JEcYVyOgd9I5ODNU1oEbYTT8O5pHEQ5bLaVjVfhQXEifCgHzR+JzXXNS7D5AcCVG7MVGVc3yuZzCvzW7PSk2QNR5J98PGgldJDBH4rDckkMpZeLbiaQdFA8NegJo4j7B72wrl5FzdlgCG1WxkBPwnV9arjFfR6FOj75jfpNbDVC+wslE0EjNNNFIuzpLLqWEg8FWoMpHOq7HFc4ruf7UzEeVkORYsjNpKKCzQliQSnzFGNVtYJAPvFHGvaKmGK0lA\/ZmyQUXhJDyQOAx3Gw+nXZsE3ZOaHjAOjClccEGrq+GH62OBuum43PaXptqs2wnlHacUkcjJKpR1NMrAhgfe8AnHuf9KeRymZyhzSm5o1BBQWxUmqkF7KCT5j8PvdHyLsPu5mc4zLlojJpBLHYKK4FnazwB1\/PGXWuczTSwxFGMx1JGVJVgVYEggiiCNiCDuCD0xmFoSetQitsa7U7agyq3I1uRaxru59\/Ye5\/jgqQaWIOE\/a\/crx814zyFY2RWKCvF8vl+aljSgD4jmrOwbEklXzva+b7Rk8GJTpO4iTih8zsa2G1lqUe2Lh3N7tjKMJCwklcEAi\/DAsHy7anWwoeQhUClwC2HOQyEcKCOKNVQjVpAvVXzHxK8Qf7WbTGLGlTiVxq\/e1jV97WB81PXigf3kmiFb8qmsWTecO0NEmwKbny6NV2SfD8O\/ck5Un3EvviCGeOJRR0Rs6aT8p8RnCOx3tiqCRnbUQHQLo5EKSs2lQ27aijAltRbUuqzRdU8aWVpdKpehVsDHSSKdLDyLsykAExqy+JqGoEBkysEQBrYy40KZ7xOoO0I75d2gxy6eMSur9snACk20ntQsEsSTa7k8sOx5srD4manTRmGZmpyC+k\/DpX5dtt6O2+xGN93VSVmRiUeNY3dbJYa1BB1k2SvwlzbXwVGxp47B1Zl3lk8XKo5\/aFiA6g2VBG7N022scjDVMax6Pnu+MWqeU6+cEO7V7clzLs2WicxhhYjU1rPBJA+I7e\/GLJFms1PpjbeRQCyRsQin70si7310J+e1Y47Y705SCHwcuFIK0AmyjV9N73xX+w585BNaxFBotmlBWMK3BbrdjYDfbjnDSXenkAEerfc\/mJVFs+Lm\/rHmJYpFdGZZaDgb1JI3lugS7ksqmx5E8xujjsyVz5dI3uk0A9DViEH7q3I3tjWXhmcNmBqcAatbbNKUDFAij4Iwx1epofTAnZgtIgWo0pDAbhpnJtQdgREhOs7i7xS2Pdzn9Rd0ze2DCw5uhY0ixsEKg9QDtAh++1yNiaHpX1WhX1Kh+B6zSbnoMQQAUKHowUb0WXWK1bO+mi0rmlsUMTo1111HarbWR6A7yn99qQb1ijc5zr7Iu\/s5z9d4TBKQRW97gC6NEHa9yLAuRqHpic5pQl\/KPKCOoBVARfrqavXTgMyA87gmj8wY+m28rew8gxxKQTdjysOTY1jjUR8RHSJNh1wLQCcwQB6c5zYwLvYdQLKfMoOpfUK5jLD6MK\/EehxTcrkyGB5LEACt2JPAA3OLR2wdEcjNszKiKprVpVzIzNWylmN6bJHXfFP7q595s2x3LRwzMqjktoKKAPq9ge2NOg4p0vtz8xhaAcnT8ff+56h2Vl3SKmI1EbAb1sRv05P8K3O2GLMBZ9z\/PX\/wD2H4YTZeQqIxvpVot\/3fCUBvp4hIPpeJkd6ojkICt9QhRkv1IOpT1xlOhZrkxYD0Y0qMQyeYKKvi7roFBRj71Sk4W5mU6roEk6SCfKS2+gn7r\/ABI\/ytY2vHZfrq\/e1V6beJXqPhdfx98RPGONI+7pvy02\/hk\/db4o26HbbFkUCdXfPOc7zIswGojU1\/g7aOduk8fUdRiR5etrVXdeWm21V1jbhh8p3wtlJG\/nYHc0KkcR7eIo6ZiLhl+ZfyxOs\/XUuw1lgLWn2EqjrE\/Dr8pwTTznPtCml1HOf37ZK\/pR+7pvckbhL++vMb\/MNvbEMhHzlebpgoBPqUnj8rHa9LUTiLNTqinX5FFIbXWF6hHFi1+ZJAeNvpmWzqsdMcgO1kJJOpA9d9SV7tQ9TggQ2vbnObSyi2JNHfybD926\/PLz\/wDDibJ9kvPrYyJVbI8aOysf3iDqQiiCNyD7b9dlZLLku81CUA+c2gIU1rq\/LIDQbqCPeysPa0YYhJQNytkugcE8jw0bYk2U8pBsqRqIxzzsSE6ezn4MbVUW2q2fbI+zu2c5AZVdYlVTpUuwWJWGwVNI3FdAKHWuqMdiHNTXPPEodt3WRGLE9Aqnk+4AH8MHZx4FzCjNtKwGmojEI0CnggBydH7oA9zyMMu\/HdmOWL7Xl2WNkUHYgJIoG3sGAoD149MEdwhsBbV1Ax9YammoXP8A56Xi3tnuw\/ZzjM5QsYhWoE2yHi76qevpfpgvtPvHFnss2XVV8dltdeyBxVUbsMRdHgcHYnCTvL3mzawrlEs1FHrk+eTxI1fSKGwGrT1JrnfEH9GfZMGYkLztbD4IroN7kg2f8I\/jxhBwFXU24jyks1l2Mz+j7sbNSyyEt4IjJV9Ytidxp0Hp0N7dN96cw5xuyi4SEeEWGqEHZHk1aWRjzG+k87rRBGwxB3izTZV5ngmBlg8EauSUmOkJIOGZBRDXuCAelLe3GJPaJJJP2jLHf6f\/AOsJ1WJyY3SUAWEqX9Iva8o7RzI0w\/EKuCFjWha3dCTtXJxvDDvv2JHJnZXZnBYRnYbbxp+6cbwpDywZHOB8xq+Lw1eTT1bw1LAAdbIG3peGwUhkiPmcli3B3jpGcBhRdpz4Ss16QFrFE7BSeTMRtD8SsrWfhUXuW9F6G+brrj1BFGpiAd2UgHmwUat+NXglSPvq\/wB7EkirnbY3bbeaypov+0+KiCPHmpR8q45Yav3tfmqi2uvmp6Mtf3sumJeimsFy5YaAEHlWtIABFIFCkByEJEfhMC9qtytRrAfxfvazfBcSEdaamzBH330wr0BrEknB8373iG+sni113o5gj7x0wJvQNY50htiSQ5Kkgly+pozIFIH7aVliVCUCxxgEWcbYXz5tZ0m7k8Qi9jppsyw+4mmFd7vGE3qJN3SsWawa4R3j\/rD6ZaClG2om8OU2gKiyAtSzSOokaSQuVUko7iligGk\/tSC8jMqWPKAThr3s7AX7FrbMEz7FCfKprbw1jGyjegBuCNzgW9JYk0VGlmYhCi\/dZk8sCf7CK5COTjjsCKGWZUhnhjsGmV5nmHJKxidajvzEsCx5w4GO99ooyja067i5GDJ3JnNCzEWms26UN\/LwhPT5ueMZ3h7fbPSLFl42bRZAXckdSa2A\/XXAHe\/uiftP7GULBX7QuxYxsBuOpZiPNp3PN0MWbs3vF2fk8sogA1HlB\/WMRtqYkk787k7GhhhH8wq01JP0EWdcejqMAJx2Dmpo4fBZhYYDQtlkL2QhKndjTHQpFb6mXjE3aeVeLRqWjMdCqK2Zl8MF2FAUhpUUADffazXs3nHaGOaJKMmYc+QbLJ5Qqj+Jv1J9MW0PNOwBIZh93ZAVJUsLBoagQHYE7HQo+LBagKtrxm9\/f\/sXA1DSQeloMCGJHysf92R9O3oBDlyfxxLI3JPzbtd1wh3I8xUFwixrVlT74GjWpXhI3TSrEClGsLEoQEk6ViLnUTZ3O2CjLtZOgnez8uvr\/lbND\/8Aj9sDbcWgGTe8wWSQAdVUbOkgejldo1\/2a+Y4izGbCVo3YCg1UFHogHwj+J9cCZzNkM0YGhVYgLxW\/X1PqeuBGbYsSFUdTxg6UL5aZNWuxbRTHx5z3QLtUtIdIxTO5+a05uZlNW+lfxcn\/QYO7095gqMkO2xGr5j\/AMsVLu1mNEif4wfyx2pUUV6dM+364E2fCeDZfCPfc\/7PeTMDTg1+03J4RjS7\/wCzk4PoTftjBWwpuCum\/MdJsxk\/fTlD1GFHZHaQZQwAINh16G+R9DhjLt1LAiwR8TovUf7WL\/eXAnpFGtznO5mbQYuNLesN\/wB8\/Qkpl+bV6PrHG+wlA9D8Mi\/j9NewUfd0k7b7+ET91vijbp\/HGkvWAavV0G2rxII2I\/dkWYEqeoOBsq2rw16Hwl\/ytmXZPwCR4qFxfnOe9oUjfnOd9u55l0ksxoAPq4cBW0CT2kjY6WHzD+I8ViQotKVl0EAeWGV7FgdcvN1X5T\/DmJy6r01LCSPQT5pne\/b4RfuMFdm9kZlkmnUqJGlEkan5whktH9LLsB6EC6x11VASTbp9vxy0PTpMcAX5zl5vKxSlfFiiYoqnh2V0oi49tpE3tTR2252xP2b27FAreLRRwWjkCi5B1Rq21Ldb7V\/FX2d3jbKR6VBaFyVh1k6oXHxQSdbG+m+R9DQHYpGblkgcjw5dTMDsUfchkoVqs\/Qi8WFL0iszjyj25\/37\/WdVtDKqnJ+XPt9z4c39q1JHGhe7WN91ZRsN9irKNtW1igeBgTtN\/wD4bNG5y0dnhw0hX94KHYhW6X6fXA3eHseXsuVMxCzPBsNR3ZG4pqHDdDXt6W97U7wQZ3IuoQSSaQzJ1SuXX1rmhvXO2J6QEgU8ocEdvf8A3+odaRQHWfMNj3k\/eoZXO5WNiakkr7Px4hZtqo15SdieOt4rE\/ZU80kUIcnKxooSOP4pnCjxGXVQ069X7Z\/KNgLJrG4ewszN2n4kJASEQ+d91XTFHQC9b5oUOt8YsfZuZbLORoOwCFBuxCglVBNaiBZRvnW1NOu6rN6MaQcjPuvz7xtVLHURiIe5PbytnJvtEHhOg5N1lliUJTM3Gyi3PJ9jWF3anZ0M+b8fLCWOF7ZVjIV8wR8Tx3XhQ\/emah6Czh1mXGZzMpkijMUjZTSQLWaP7QoBYkeY8qQRtWnpZA8K4xI5DBkjeUyE6WIhEzSTEeZ4ow1Jl0AW+nXCtViDcxqkBawgcsCy6hRIzDR34VkzfZwoWPLh9zGoUa81JS8kDGpQs3iXIipmJo\/FmUkx6oyAkOXveZ9hql2QbnjEHbvbMMMbNOJCZQKiY6Z8yoA0mXT\/APl8v92FasdOopOT7YlzGeyzykUJI1RFGmONdQAVFGyqPT87OEXb2xoCeg9qMJJWaqFKALvZVCiz60MZjqWM2dsaxSdlqyeUSJQkahAOg9a5J3JNb35jW41psJGX8Pp04O1X90MKuqBXWo0r0f1+f4dfoL+43OH\/AJ\/wO\/NdebrfnQ3mMkkDpe1A2eOm9sFPOxt02vySWCQhIWZlaLXuHI3YMfEsalBA8870QfBXTGnBw3dv9f8AmbsfiRW3LBT+0wB2lHQ1WAaIYlglqfMQzi5ApssVjGp\/vPeoySByH4ix9Fcs\/wCSyPH+FZaAelnnEbuRfKlFo2RGUX0Yra5SM\/3aXM3tWMViD1DKt8CNkU9aPlykZ33NytvjSj4AoN0WjCLR92iSTZR65qfc8gb4ujWlWF5sA7KAbCkqFjTUqnqkUp8OFD\/ezHW+\/F4gXI6WEjxUQdQf7BIjgjqHyMulj+V+2JFogAaSrt5QFMiO3UorebNSesslRr04xx9k8PzeCUHquUni\/wDcyErp\/u4dRh1i7LLT2d2Y00TuZGgNMoClRJGeQXK7J0bwlqr8xY74qnYzZp3rPxmfK3TOdJIAbaUEefRY+LgqTyMSdhJEGeOJwS5BMaTvKARfnKSwpoq93l1KKHlY1Vh7b7HeJFkDqrlq16QfDkbZCWcF3VifDfVdhwaULWGFex820AU7DMj72d6cvHGcvDpZhVFdkjKkEEaeqkAitsQw9tNBmJ40W3XU0aniRDblRX1Mij3deuBO4aZaV3kzMEUWagvUKCR0CfNoHlDA7E\/4cddrdrZfNZ1JIRbZeKVtf36U6QBydLHVf1wymkf89Hz+Fue2LupJ1FvlJ+y81mMxFLmXjZgCGJG2tAkiMqdbUSMwO4u+uJDOSRuH1VROyMXWh9I51Gn9yRcKOzO\/DZfLGEC2X4GPyr9OtHj6+2N5BpY8q02YhIi3Kk0C6yOgdK5FlhIhoUUJGxwwyEMdQAzYW6jnLCLrpIxf23huecCMyHU3hrqBOzSRjbf0eM+R\/YX0x59293kaTa6A4A4GL5m8wdTLrXxY5Qmttl8VlOgtfyzIpjkXowDcY8u739meE4kjUiGUtpU8xOpqSFv3kO2\/KlT64DV8YaK2Hz5z4WhfD+BRm1xJncwWxvIyUwwIThj2H2TNmX0xLdC3djSRr1Z2Oyj9CztjFFYmrrmuaYCaZce7PbJUqObNV62ePr6Y9HMZCMpPmGpiPuaoZo1DdFZmkXy87YrPdfsOOAKY9TOwvxqqRx1MKttFF6zvuenpizIdlCccpoF8cmMPyfXMSbDpjeNY1UFxznMTz9fwyLW1rvC3mAc7cOT\/AO5mH\/lll\/hhdlpfhogDRAwPTSIZEDf4RM9N93k7Yjz+aAhd7GgLIoezpLeHJGqIW80hHiOWfYXeHHZjZVsjH4HNEouzPrrzarIGnemul0noKxRvIt7b490uqg9dpx2V2Iv2QM0gMqBt3FKn34XHVLsG75JFYXzdqyeCRl3Op08TSd3ZAWQkH76lCG+8oVubsLtZJZAiQBmLuQACSrqiJTb1YVi0YkPIUWdsZ2X2nDl8\/FFMFJjiWLVvUclszVdbHVV19MW0YLsdR3tz28vOkX8trDa\/OfCL+6M0T5h4cxskmzxsNi6mwT1Ug9Rvf44ad\/O77Zc\/bMqKVa8RV20+jgenr6c8XWf0p9ghV+3xEKylRKv3wSFDCvmBIB9R9N0vZ\/fD7XH9mzLUlABxypHDN94dCPTfnAxVNWoKiG19x+u8uaYpoVIuI4i76JnITlnpC6aWc0RfSxXB69d7HGFvcTui\/wBpkZ5TF4Jrw1P7SzuDZ20eh31ew5M7j91MqJZxMNUy7eGfgVGGzrXxA3YbptXrjvLv4eaKLKS2WngiWX5mjmejE9im09G\/L2EzLYoosefQw6IwIc5BjSSR4JajKeKpVAt0j69RRDv5VemKXvGwI3RgcJTmHlleZpGdZfsboG2ManOINFDbZkbcc88k4Wd3GYuhbVqbtOPVqvV+zSZjd73ZGJOzZ6hhY3Qy+TkNbkpFm5HlIrnQKLVxgLNbffEOqHptGfZj7xj95T+fajDEKv8A+HVRWpo0RbNAvJk5AgJOw1NGFBNC6xDG7IfiVSg0ljuqE5ts1BKa+KCSwhcfCbsY5SP5dNf2WiQ8WdX2WUjp88E\/0364TqNGUWUDv7kHGYkzQtosxI7KSDqRrtonB3V0O2k9Bt7VgHHtE0CyqUdWlWXylW2ebw9tDfczkXQ\/2gHXgeW94+xGyrjfXE4LRSgUHUc\/R14ZeQfYglQw8b5Tv7OiKrRpIQK1teo\/WuuMxUsZiST33sHtSOZGVJA7REK1epB08DewCuwJ8pFOLVWGq+Nhtv8A7o3B\/wAux\/dD\/wBnjxXuB2x9mza6q8OX9nJfFNweCKDVdgir2OPbWB\/Hb8yK9+Rt8xI2\/ajyrJJwFAHpt\/BT\/lAAPHwhT\/dNzxmNQ3BK1e9NQPXelA9SNaH1W\/MZAf8AT\/kOD\/lBB9lY\/wBVgeeI2GqqUgPpNLR41BFqvQTJX3E4EkiMFdQRWRrbUgjETW17lIY5ZNcvBM0z0uxA2xtqKm9JVmprJkR3vhiPNnJf9mtRruPTHXamcVQiSTxkSAkeJmJ9EgU0RQM3iAHmITgk0CKOORq1G9WsJ5rIjlCH7xHlyUH7i3Iw25AxJJuU7yFj6CUvJW1bCeVPhX0ysPtfXGQ5COwFgCMQCSsKxOffRBm0lS+QGUnGlv8AZ6buiYvDQBq6\/Z4n2RfXNS79RycbghLIwUJ4ZJ1EGLwQeo8TMQStmZPvPpCiqvYYMjyjLJe0ssXQxyvmFj6658wl1\/8Ausuykf8AmVgTNdk5nPskSZlmEQQOs2ihGyApMrQkrKGAIvY3zXSeRhGTHGRBSq3iRqi6Q50pOrQaUeNJQqSKyDZj051HmpYj40KBZohLUR423zOWPWlcrmI\/VWNbDDSVD0MC1MdRAO9cj5acxZjLw5gFQVlIaOSVQKstGwthW\/J2vF07q9jZHKw\/akNhwWEkpBZAb8g9CPhPU0bx59l8j2j2tqnZPIoOkvsrEfKg6+l8e94WZWKeeTL5RZhGsjFacmlYbmgNySBVbb0LF4PrVkuzbdovpYNYD5wrO5iFc7JLlrCA6owRsCN+PQHcD02xfO1+8i5nLozxhILVpGcWWZCCUiXljYrVwATfpgte6WRyWVYOFZhTGWXcs67jYEeW\/kHIu73xSu7HeYtn0knUOnw3QqL7pUcCvboTg6MtRb2yNu5gXUo1r4P0k\/hO8mXWZGRsznXzDqwphHEA24PsXwo+y\/aOzpmf4szmpZUPoUAAP4szg+2LV347XhJObrRphlihZiQ0zSjSCqVYRQWOs1d7XzhMsQTL5GH0hDn6zEyfycYXcGoLGMKQm08maMglSDqBqut8V+ePVp548sM3GiJ4OS8NVSvI8znSZJB\/aMND1qsDbbbFG7tR\/ae04PSTMBz\/AIdetv4A4t\/ZOTkziHQhY5rtHW\/H9VCAXJvoPHP47dcJ+GsDqPOsYrZxLBm+0NBzKlfEMJhUg2TNNJ1k6vpKtpT4RttifvjLPlqBTyObLHcy6Dw5HC9QgoAHi7xz2h2fNls1KNYD5iZcxBLVKZVL\/sXs8EOVvb4gfUCL+kDvf42WMaRaSNJfWN1ZSCRXSiCL554xs0nbDKAQN+fDmJl1UXZjk8\/Mbd6+8WVlyGkJqZlBVBt4ZHFV6cADkbHnC3szsqWR5clll8KCJikkzbmRl5s7ajd0goD2xH3K7sfaoUzDmozuiat2KngkXpWxXrXQYF7sd6pcrn5Ys2NCzOSw6I5O5HtuL9RRxNaJigbn25yf1b5yCmzD\/ty0Y9kd6Rl+0ZYpVKI2iPzVqTwwFXcdOtDbex7zf0lxZBXSeTU0oFGONwusfKzmjVDitzt0GBe\/HamXlzMYy2UTN5g+TUbK1zsFIBIr4yQFF71uDocuxgtljMXBCqpyu+1EuGkkUnZpww02CNQUkDaxbUw0m221+3OsILgeU3EW9idqR5i3U5gqi6H8Uq8Kq2wVyFBVTtvuR8XTDzu5ksjlEm1oserVraWiWXYNGb4K2AVGzWrC9W3GQ7ey2QypilTQillRdIuToyOOPFU7MTsw0uPioKlLSqREGeI0YnjjhntN9KSQytq1R2UDDcr1O1BdjVGRa0IiCm3l6wVRlpTojlSUC1gDTSQzhH\/sixQo4smtR6n1OO2TWAApk1KY9L7NOsfxZeSvhzMRFo+10K9oGySlghggZido3yc2UlkqyVRlOjWQDW+5xIzht7aUOuokbSZiOLbxF+7m8vww5YfkaPUl0p2M2zaxdtIGAfUu0kyxcSp93NwcOvzj1ujovVsXC1UxkjHlXVsM3EP7tvhmi6bn3Gpm+J2ax5ZneLqB8Geh9GXiWPr5r6nG2YqSSyxlCJCyC0haTYZhB82Vm4kT5Tfp5VXeMqsxF07UkWg1XxRwmX5f38lPe33CfwxIkfTT\/sdEh4+b7LKeq\/NDN9N+uOVXTtSx6Do0t5o4Wk3MLn5srNdo3ylh+PSLwuk73EElO5rc5SU\/eHxQzew36hZmvDAWnQXVtTSa\/LTeV5vD\/s2PyZuKvK3zgfgIs9lUnjZJAZUkBc6RTS6dvHjHy5hOJI\/mF835uszIFjaR9Tp+zDFvK8qGUQrr6pmYHIHiAbgb+g6zrMJDGWtmjzLlwNJM2UeVElFHyuQg1Vs1m+Tik7PPMz3Czuo+DCZ4uUljrQ6ncEWbHuOhsYzBvfbtqWHOSJHIUXTE2ldhckUcjGgK3ZifxxmJJKVj3DuR2x9pyaOxJeMFJCepXTbcG7DITsbJ3V\/iGYzEkj99rvkarv1UefqeF53O3WUeQDTZctJ5WRZNNglVYgHgkeHq07g0swNcKvwjMZiSRZ2hPndQeLLSPHKFBaLNiN1ceRlIl1KzKRoEoUFgqknrgNiEV70KkDDxNmeKFyOit58zOf7ySkH4YzGYkkP+xaQTOCNdFoy2p5OoM8i\/H7RJSD34xBnc2X+gFAVQAHAAGwHsMbxmJJIVRjGWCh2g1uqniSNlqeE38rJbD0Zb64iMgWmEhA\/YVKQSRqQtkswRyWKhsvKvLDc7YzGYMpvKGPeyc72lDlyhyuWC8pLG5EEa7sxZCfEPqAq730xSs12uIUefLqWMjskmbYKsjsRqYIoNxLve256k43jMNUvWvAVfVtN5SPPdsSV4ihVrU7HZB6hRyT6evJGLb2j3Uy\/Z0AniQyugCsZGsEsa1leCbIFcexrGYzF\/SMaoEFoX0RM3\/R+sc80ss6l8yp1K7bgKdvKOhHF+h264Q9+XEc08iHyCI6BVadKaQAPQUK\/V5jMEfDMfZ+JVNlHtlc\/od7AfMZtpQwVIUYMfmBmjkRaFb15j+A+mLZD2a2RzceSjY3bT5SQncMxpo3r5XHkPuFb1reMwp4Y\/mM1h1ifvj3qlzYJI0RRsDoB39Lvqwv6YuE3dBc9kfEaT\/wARNEpEi2ELDdSwIslhpDfmBeMxmHvEsUBVcD\/YpQUE3OZWv6Nu3zkz4EtiMkhhz4ciHS1Vdix09sd97O+UrSl8vGixjZiyIWkrgtqB2HQe+MxmCpTU0BVIziCZ2Fc0+kn7xdn51ch4pEMIkoSLEiq5VqrUybEE8qvqLvemUXfabLZJFzWXJmoKLZCjoQKY6SdyNqrf24xmMwurelYah3jGnQDacZJJ5F15dZJIyBTRzJHIVA8qyJPGY3ZN01g7hV\/BV2lmIY2AzASNv\/1GThY\/+vJyA\/wxvGYqT\/0Ky49QGdO6hGFXGYvGZI5JSkkN14sXjktFNEwsDaxdX1yd68QyOfL4UksiCj59oM7GPlc2Fkj+bfnnGYzC7mFQTsllYgkRMkyqxQWuXnkAKyIPmgnFa4+VJuvTtE0lQoERErRID5ly85vXCfv5aWjsL0\/gLzGYVYw4msuhYoEUeYyQxo5sArfi5OQ\/NHyY5B8PryTJ4YMbmyQYDp1bs0ZgzMkaydC8UmWpXG9V+GYzFJ2OvnkPUPKRYuiMzKwO\/oVB\/DEf2JWZUGy6Src62DOoKl\/iCsWLyHd3JrUBjWMxJJX+081lJJWZsjDKdhrewxCgKNkNAAAADoANzzjMZjMSSf\/Z\" alt=\"Resultado de imagen de El grafeno y la computaci\u00c3\u00b3n cu\u00c3\u00a1ntica\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El grafeno y la computaci\u00c3\u00b3n cu\u00c3\u00a1ntica\" \/><\/p>\n<p id=\"paragraph_19\" style=\"text-align: justify;\">Yo creo que ah\u00ed se han creado expectativas poco realistas. Sobre todo de cu\u00e1ndo va a ocurrir, si es que ocurre alguna vez. Me puedo imaginar lo de incorporar electr\u00f3nica flexible a los tejidos gracias a los materiales bidimensionales. Pero el grafeno no va a reemplazar al silicio en nuestros ordenadores, porque es muy bueno en lo que hace y hay una gran inversi\u00f3n e inercia detr\u00e1s. Lo que si podr\u00eda permitir es tener aplicaciones que no tenemos ahora.<\/p>\n<p id=\"paragraph_20\" style=\"text-align: justify;\"><strong>\u00bfPor eso no le gusta llamar al grafeno &#8216;el material de Dios&#8217;, por no crear expectativas desbordantes?<\/strong><\/p>\n<p id=\"paragraph_21\" style=\"text-align: justify;\">Bueno, es simplemente porque eso no tiene ning\u00fan significado. Es a\u00f1adir un calificativo que no aporta ninguna informaci\u00f3n.<\/p>\n<p id=\"paragraph_22\" style=\"text-align: justify;\"><strong>\u00bfY c\u00f3mo lo llamar\u00eda usted?<\/strong><\/p>\n<p id=\"paragraph_23\" style=\"text-align: justify;\">Es un material extraordinario. \u00bfPuedes decir que es el m\u00e1s fino del mundo? S\u00ed. Nada puede ser m\u00e1s fino que el espesor de un \u00e1tomo. \u00bfEs el m\u00e1s fuerte? Tambi\u00e9n. Y el que mejor conduce la electricidad. Hay muchos calificativos. Algunos lo llaman &#8220;material superlativo&#8221;, que tampoco te dice mucho: significa que, en muchos campos, es &#8220;lo m\u00e1s&#8221;. Un &#8220;supermaterial&#8221;, vaya, eso dice un poco m\u00e1s [r\u00ede].<\/p>\n<div style=\"text-align: justify;\"><a href=\"https:\/\/www.elespanol.com\/ciencia\/investigacion\/20190918\/fisico-valenciano-fichado-obama-mit-espana-echa\/429957296_0.html\" data-type=\"preview\" data-subtype=\"graphic\"> <img decoding=\"async\" src=\"https:\/\/s6.eestatic.com\/2019\/09\/17\/actualidad\/Actualidad_429967131_134423875_1024x576.jpg\" alt=\"El f\u00edsico valenciano Pablo Jarillo.\" data-imgm=\"true\" \/> <\/a><\/div>\n<div>\n<p>&nbsp;<\/p>\n<p>El f\u00edsico valenciano Pablo Jarillo. Fundaci\u00f3n BBVA<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p id=\"paragraph_24\" style=\"text-align: justify;\"><strong>El qu\u00edmico <a href=\"https:\/\/www.elespanol.com\/ciencia\/investigacion\/20180612\/quimico-fabricando-agua-partir-sin-gastar-energia\/314469320_0.html\">Omar Yaghi, premiado en una edici\u00f3n anterior<\/a>, lamentaba que la ciencia b\u00e1sica estuviera &#8220;bajo ataque&#8221;: se penaliza la investigaci\u00f3n que no tiene resultados inmediatamente aplicables<\/strong><\/p>\n<p id=\"paragraph_25\" style=\"text-align: justify;\">Estoy totalmente de acuerdo. Si uno piensa en los or\u00edgenes de las mayores revoluciones tecnol\u00f3gicas -la electricidad, la m\u00e1quina de vapor, el l\u00e1ser-, encontramos f\u00edsicos, qu\u00edmicos o bi\u00f3logos que estudiaban por pura curiosidad cient\u00edfica. En muchos casos, las aplicaciones pr\u00e1cticas no llegaron hasta d\u00e9cadas o siglos despu\u00e9s. Por poner un ejemplo: los sat\u00e9lites de GPS funcionan con relojes at\u00f3micos que se inventaron para investigar propiedades de mec\u00e1nica cu\u00e1ntica totalmente b\u00e1sicas. Nadie imaginaba que un d\u00eda permitir\u00edan localizar la posici\u00f3n como se puede hacer ahora. La precisi\u00f3n en cent\u00edmetros se basa en algunos conceptos de la Teor\u00eda de la Relatividad General de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, que nadie pens\u00f3 en su d\u00eda que servir\u00eda para nada.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.infobae.com\/new-resizer\/tj9v0naRN9gjFiLgUbaPd44Jrsk=\/750x0\/filters:quality(100)\/s3.amazonaws.com\/arc-wordpress-client-uploads\/infobae-wp\/wp-content\/uploads\/2018\/09\/20173758\/mit-supply-chain-management-00_0.jpg\" alt=\"Resultado de imagen de El MIT\" \/><\/p>\n<p style=\"text-align: justify;\">El MIT capta a los j\u00f3venes talentos<\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfEn una preocupaci\u00f3n tambi\u00e9n presente en el MIT?<\/strong><\/p>\n<p id=\"paragraph_27\" style=\"text-align: justify;\">Si uno pone mucha presi\u00f3n en resultados a muy corto plazo, obtiene resultados muy incrementales. Mejoras de tecnolog\u00eda que ya tienes. Avanzas de manera lineal, si es que avanzas. Y es m\u00e1s de lo mismo. Es muy importante que la sociedad sea capaz de tener paciencia. Invertir en conocimiento puro genera a largo plazo mucho m\u00e1s crecimiento. En el MIT lo tienen claro. Pero se nutren sobre todo de fondos federales de investigaci\u00f3n. Y el Gobierno de EEUU, como todos los del mundo, presiona por esa inmediatez. La inversi\u00f3n en ciencia b\u00e1sica est\u00e1 decreciendo.<\/p>\n<p id=\"paragraph_28\" style=\"text-align: justify;\"><strong>\u00bfQu\u00e9 percepci\u00f3n hay sobre Espa\u00f1a, ahora que la ciencia vuelve a tener su Ministerio con un ingeniero e investigador -antes que astronauta- al frente?<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSBiNDZCzReiTPjNPV__np3DBVYZA4R9Hgixt05nqzZMwY-1wfM0Q\" alt=\"Resultado de imagen de La Ciencia se frena en Espa\u00c3\u00b1a\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTq8Qym5DfucGJA3cLZ8uBaAL9gOzCk9loIWL7kL0db6SRserXm\" alt=\"Resultado de imagen de La Ciencia se frena en Espa\u00c3\u00b1a\" \/><\/p>\n<p id=\"paragraph_29\" style=\"text-align: justify;\">Pedro Duque lleva relativamente poco como para ver un cambio significativo. A mi me parece muy normal que la ciencia tenga un Ministerio en s\u00ed. Espa\u00f1a ten\u00eda un gran atraso derivado de la dictadura que tuvimos durante 40 a\u00f1os. Volver a subirse al tren cost\u00f3 mucho, y no se han hecho las inversiones que cabr\u00eda esperar. En algunos sectores hay grupos muy competitivos, pero de media, no estamos al nivel de otros pa\u00edses europeos, de EEUU, Jap\u00f3n o China. Creo que en este pa\u00eds hay menos tradici\u00f3n cient\u00edfica entre la clase gobernante, no entienden el beneficio a largo plazo.<\/p>\n<p id=\"paragraph_30\" style=\"text-align: justify;\"><strong>Los presidentes de EEUU se implican personalmente en grandes proyectos cient\u00edficos: Kennedy y la llegada del hombre a la Luna, Clinton y el genoma humano, Obama y el mapa del cerebro&#8230;<\/strong><\/p>\n<p id=\"paragraph_31\" style=\"text-align: justify;\">Durante la II Guerra Mundial, EEUU junt\u00f3 un gran equipo de f\u00edsicos, matem\u00e1ticos y qu\u00edmicos de prestigio para desarrollar la bomba at\u00f3mica. Y el poder pol\u00edtico se dio cuenta de las ventajas, en este caso militares y con consecuencias lamentables. Pero desde entonces, durante d\u00e9cadas y hasta hace poco, se ha confiado en los cient\u00edficos y han llegado logros\u00a0mejores para la Humanidad. El presidente tiene por tradici\u00f3n un comit\u00e9 de asesores cient\u00edficos y un asesor presidencial de muy alta categor\u00eda. Obama se reun\u00eda con \u00e9l cada semana. Ten\u00eda al otro lado del tel\u00e9fono a los expertos que necesitase para tomar decisiones informadas. Es una pena que no exista en Espa\u00f1a.<\/p>\n<p id=\"paragraph_32\" style=\"text-align: justify;\"><strong>Quiz\u00e1s esa tradici\u00f3n en EEUU se traduce en mejores condiciones para su personal investigador.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de En EE UU se apoya la Investigaci\u00c3\u00b3n\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de En EE UU se apoya la Investigaci\u00c3\u00b3n\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La Ciencia  F\u00c3\u00adsica en EE. UU\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRctzSntTWWRvsF5W4RiIV5g7p3uE_IonkPH02vQtyG9pjEqzmydg\" alt=\"Resultado de imagen de La Ciencia  F\u00c3\u00adsica en EE. UU\" \/><\/p>\n<p id=\"paragraph_33\" style=\"text-align: justify;\">Pero no solo eso. En EEUU se apuesta mucho por la gente joven, m\u00e1s que en Europa. A mi me dieron un mont\u00f3n de dinero y me dijeron: &#8220;Pensamos que tienes buenas ideas, haz lo que te parezca&#8221;. Yo creo que hay que apostar por los j\u00f3venes, en general son m\u00e1s innovadores.<\/p>\n<p id=\"paragraph_34\" style=\"text-align: justify;\"><strong>\u00bfSe puede hablar de meritocracia? \u00bfEs m\u00e1s dif\u00edcil acceder a la universidad pero los excelentes obtienen mayores oportunidades?<\/strong><\/p>\n<p id=\"paragraph_35\" style=\"text-align: justify;\">\u00bfM\u00e1s dif\u00edcil c\u00f3mo? \u00bfEcon\u00f3micamente? S\u00ed y no. Cuando solicitas la admisi\u00f3n en el MIT, nadie te pregunta si puedes pagar. Si te admiten, te preguntan: &#8220;\u00bfTienes dinero?&#8221; Y si dices que no, no pasa nada: estudias gratis. Si lo tienes, pagas. No pasa en todas partes, solo en los centros que pueden permit\u00edrselo, pero yo tengo muchos estudiantes en el MIT que no est\u00e1n pagando ni un d\u00f3lar. El aspecto de la meritocracia es el que m\u00e1s me gusta. A la gente que tiene ganas y trabaja duro se le intenta dar todas las posibilidades. Nadie te pone techos. En Espa\u00f1a, lo normal es decirte: &#8220;Para el carro, echa el freno&#8221;. Cuando estaba en la carrera, comiendo con un profesor, le pregunt\u00e9 por qu\u00e9 no iba a EEUU con los mejores en su campo: &#8220;\u00a1Uy\u00a1&#8221;, me dijo, &#8220;tienes una idea un poco distorsionada. 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Fundaci\u00f3n BBVA Investigaci\u00f3n F\u00edsica de materiales El f\u00edsico valenciano &#8220;fichado&#8221; por Obama y el MIT: &#8220;En Espa\u00f1a m,e dec\u00edan: &#8220;Echa el freno&#8221; &nbsp; La investigaci\u00f3n de Pablo Jarillo-Herrero sobre el grafeno fue premiada por la Casa Blanca y condujo a un hallazgo revolucionario el a\u00f1o pasado. &nbsp; &nbsp; &nbsp; Noticias relacionadas [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[355],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24491"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=24491"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24491\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=24491"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=24491"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=24491"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}