{"id":27852,"date":"2022-04-18T08:03:20","date_gmt":"2022-04-18T07:03:20","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27852"},"modified":"2022-04-18T08:03:20","modified_gmt":"2022-04-18T07:03:20","slug":"la-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/18\/la-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3\/","title":{"rendered":"La F\u00edsica Cu\u00e1ntica nos revelar\u00e1 los secretos del Cosmos"},"content":{"rendered":"<p style=\"text-align: justify;\">En 1.930, el f\u00edsico Wolfgang Pauli propuso la hip\u00f3tesis de una nueva e invisible part\u00edcula denominada <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> para dar cuenta de la energ\u00eda p\u00e9rdida en ciertos experimentos sobre <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> que parec\u00edan violar la conservaci\u00f3n de la materia y la energ\u00eda. Pauli comprendi\u00f3, no obstante, que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> ser\u00edan casi imposibles de observar experimentalmente, porque interaccionar\u00edan muy d\u00e9bilmente y, por consiguiente, muy raramente con la materia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Radiactividad: Part\u00edculas\" \/><\/p>\n<p style=\"text-align: justify;\">Por ejemplo, si pudi\u00e9ramos construir un bloque s\u00f3lido de plomo de varios a\u00f1os-luz de extensi\u00f3n desde nuestro Sistema Solar hasta Alpha Centaury y lo pusi\u00e9ramos en el camino de un haz de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, aun saldr\u00edan algunos por el extremo opuesto.\u00a0 Pueden atravesar la Tierra como si ni siquiera existiese y, de hecho, billones de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> emitidos por el Sol est\u00e1n atravesando continuamente nuestros cuerpos, tanto de d\u00eda como de noche.\u00a0 Pauli admiti\u00f3: \u201cHe cometido el pecado m\u00e1s grave, he predicho la existencia de una part\u00edcula que nunca puede ser observada.\u201d<\/p>\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> han sido objeto de grandes proyectos para su localizaci\u00f3n, y, escondidos en las profundidades de la Tierra, en minas abandonadas, han sido instalados grandes dep\u00f3sitos de agua pesada que, detectaban a los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> que all\u00ed interaccionaban y que eran detectados por ordenador. Hay empresas que parecen descabelladas y, sin embargo, son las que nos traen los mayores \u00e9xitos.<\/p>\n<p style=\"text-align: justify;\">Si repasamos la historia de la Ciencia, seguramente encontraremos muchos motivos para el optimismo.\u00a0 Witten con su Teor\u00eda M, \u00a0est\u00e1 convencido de que la ciencia ser\u00e1 alg\u00fan d\u00eda capaz de sondear hasta las energ\u00edas de Planck.<\/p>\n<p style=\"text-align: justify;\">Como ya he contado en otras ocasiones, \u00e9l dijo:<\/p>\n<p style=\"text-align: justify;\">\u201cNo siempre es tan f\u00e1cil decir cu\u00e1les son las preguntas f\u00e1ciles y cu\u00e1les las dif\u00edciles.\u00a0 En el siglo XIX, la pregunta de por qu\u00e9 el agua hierve a 100 grados era desesperadamente inaccesible.\u00a0 Si usted hubiera dicho a un f\u00edsico del siglo XIX que hacia el siglo XX ser\u00eda capaz de calcularlo, le habr\u00eda parecido un cuento de hadas\u2026\u00a0 La teor\u00eda cu\u00e1ntica de campos es tan dif\u00edcil que nadie la crey\u00f3 completamente durante veinticinco a\u00f1os.\u201d<\/p>\n<p style=\"text-align: justify;\">En su opini\u00f3n Las buenas ideas siempre se verifican.\u00a0Pero, en el caso presente ser\u00e1 m\u00e1s complejo hacerlo, toda vez que, se necesitar\u00e1 la energ\u00eda de 10<sup>19\u00a0<\/sup>GeV para poder hacerlo, y, esa energ\u00eda, no est\u00e1 a nuestro alcance (de momento). Sin embargo, otras teor\u00edas e3e pudieron verificar sin tanto problema:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMUExYTExIWFhYXFhYXGRYWGBchGRgbFhYYGBkWGBkZHiojGSEnHBYYIzQjJysyMDAwGCE2OzYxPisvMC0BCwsLDw4PHBERGzEnIScyLy80Ly8vLy8vLy0vLy8xLy8vLy8vLy8vLS8vMS8tLy8vLy8vLy8vOC8vLy8vMS8vL\/\/AABEIANYA7AMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAABQYBAwQCBwj\/xABGEAACAgEDAQYDBAcFBgQHAAABAgMRAAQSITEFBhMiQVEyYXEjQoGRBxQVUqGx0TNicpPSQ4KDweHwJHOS8RY0U1RjlNT\/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX\/xAApEQEBAAIABgEDAwUAAAAAAAAAAQIRAxIhMVFhQRMi0QVxoQQjMoHB\/9oADAMBAAIRAxEAPwD7jjGQcHbNDWSy0sOmkYBgDZSOCOSRzybp2kWgB8GBOYyqL31jChpIZoQWZftFX0gfUWNhIa1jcUDe4V6gmQ7S7d8JY7hkaR42lMSmPdGkYUyuxZgp2l0XgkksK4sgJvGVHsTveZTDG8MhkdYhK8ajw4pZIFm8M2xagrKC3IBdeetO8PeKaIzNG0UcWn2CR5o5n3OyCTYBFRjUIyEyHcBuPl45C3Yytt3mAaRTCw8ORYt7PEqNIyJIUQswZqDG\/L9w8HPGi74QuqMEcb0jlAO2xHJE0pkaiQFUIwvpe0DqMCz4ypaHvTJ\/tYl4i01kMiXNOm9o9rudoVaNBmPJ68Xu7N72pPtaOCUx7VMkv2W2IvH4oVvPbeQoSVBFSLz1oLPjKl2f3wBWPxIZKJ08ckqhAkc2ojjkWMoZC5oSx2V3AbxyaYjt7ud5RqukMkX2MM48Qx8pP4mw+R2r+ybg16YFgxjGByarSK\/PIYdGU0w+hHp8jwc8F5Fb4QymuQQGX5kHgj5j8s7s8nLtnl8NUM6sLVgaNGj0I6g+xzfnK+mFllpXIrcBz8r96+eeE1BQDxSoJO0EXtPt1+En2s\/U4N67u3GMZGjGMYDGMYDGMYDGMYDGMYDKy2k0CNPKV5Rys1mVl3TopKlOVcssq8AH4hlmyqz935mkcb4\/Ak1Uepfyt4rGIRFYjztrdDH5v3RVfewM67sXTKI23bYNO51DRIpcu6KVRiRuc7eaVepUD0oyfaXZem1AAmRJABIBZ9GG2QWDyDXI6cD2GVvSdyWRFAMQYx6VZXVaMrJqfH1LNx5t4G1b6bj0zbre5rusw8RDul3wqVO1Y3nGpmjeuftJbsjikj4NEELDF2dp1lEyogkKgBgeoC7QauidoC7quhV1mrV9kaSVxLJHG7HaoYnh6JKqwupKN0Ddc5Xm7igpIpELXp1iRWEhVC8s0mo2kMGQOswQFT5QOleU6Z+5UxgEG+DaVlVqiRa8aVWamSMFj4a7Nw2EkBjuPACzLodLMGpAQk0jE+YVLRWQhuDyrlTRogke4zRpuz9C29ERPs4U0b1u4iKK6QhvUbZVPB+8Oc1anu87aOTTh03vM8zbgSjCTVHUNE4FEoykxn5E9chJu4RZQD4BUy6hniCMsX2\/hqroByHSKLYP8bURgWHtHR6JJI\/FAV55lCcuN0qQsoI2mlbwlZCeNwpTfAzXoOx9Aw3RRJSiTTg+YUIQ2ndRu\/dVWTeOaFXWO3+7n6w8QL0kUUoX1ZZWMXhTqT6x+Gx+rDIjQ9yXEkUk7RyELGzkBwyyq7yv4RFeV5JGYg11IIIPAWF+xtGX8Uxx76A3X7oY1PX4tlqG61wDWbeyRpiqywFCsiIqspsMkW4KF9wNzdPfKx2T3KliIZpkZvBCnytRmiR4YHIutiRSEFfVgG4IzMHctlaMgQqqfqpDbSZYhpQpEMMlCo3ZSWNA\/aSCjuFBd0kU9CD9D\/37Zsyq90+6\/wCqMG+zv9WgidkWmeVGkaWVzXO4utX0o5asBjGMBmuSMMCCLB4IPQ\/XNmMDhlLpW1QyAAbRwwr1HNEVXHHT16Z1o956OcZ0tMWTgm7XormuCeOD8xz73lZ6x2ZnOTS6gPfBBHBVuo\/r9Rwc6siy7ZxjGFMYxgMYxgMYxgMYxgMZi8zgMYxgMxecvaWsWGOSVzSRozsfkoJP8BkD3b0RnhXU6tRJJMBII3FpCjC0iRDwCFItqskmzVAF102s4zOV+DWR6QrAWkfc8rhjbbAxeUIxJLHi1UC+ijixfuDvLE3h+SQGSUxUQtoweRPNTVRaJq23wL6c5OaM2zetp7MZnIfXdvRRyLEwYlgxtRYFAEKfUsbFAA9V\/eW7Jb2VL4yv6fvTC\/g0kgMshjohfIwMgp6ajfhPW3dwL6c5YMtlncZxjGQMYxgMYxgc2oh3CgSD1BB6Efz+h4zxp5edjld4FkC+lkBhf\/Y6WeudeaZogaNAkGxfvVdfTDNnzG7GadNMWUEqVPqp6g+o+f1zdeGmcZi8zgMYxgMYxgMhe90sS6PUPMiyRpE7sjAFW2qSBR+YH45NZQv0xTltJHpEJD6zUwacV1AZ9zH6eUD\/AHsDg\/Rz3U0UHZcMup00Ds8fjSSSRKzU5LIPMCeEKih6+nOWbu53Zj0ep1LQIscM6wsI1oBJE8RX2qOgKlDx63nF2t3P3PpAks5ih1EbvG0pMZSJGZdynrTpGB9enqLngMZHdpaqVNvhrC13fizNH7VtqN93r7emcY7S1PrHpP8A9p\/\/AOfA6O8nZx1GlngDbTJE6AnoCykAn5XkDqhqJNAdN+qETmHwiJPDMKtt2eJushlvzAAX0sDmrXqNQEFkMfTyo7H8kBIzR+0k\/dl\/yZv9GTTUy1NKy3YrxSqYoPstJpSIUXaPGmbnpfp4Scn1YH0zz2b2LNC2jjKeJ4aPJJJY2+OwSPc3N8RtKBQN2OnJy0\/tOP8Adl\/yZv8ARmP2lH+5L\/kTf6MnLN7crju7cuk1crzSqDH4cTKppW3WULkXurgNF6erZD9r6HUNqpNQsRYafTMNOlr9rNL5mPJ4C+HGOa559MnotZEt7Y5BZs1BMLPuaTk5s\/aSfuy\/5M3+jN4ZXHq1J0VPsnsCXTyaKLaZFhiZnk8u0zMEjZ2JO61iEiqADe8X0Jyy9k69pWmutiTNGhHVvDCh2P0k3JX9z50N\/wC0k\/dl\/wAmb\/RnJpP1eM7khZD5uV00oPmbc3IT1ayfc85cs7l1vck0msZzafVK90HFV8SOvX23qL\/DOnMqYxjAYxjAYxkb3g1jQ6aeVF3NHFI6qBZZlQlVr1sgDArPb\/emNJZPCkC+CCk0lWB5S2wDpanq54BJXk3VRh72JqJGVZnJUeYNur6kHgD2r2z5doO15NOJEnVnXUrcgvkq\/n3A38W7mj8\/xlNB2lFGt0FhYBQrBSzA88sSbAoAA9KzlnLf+N42Yr\/qe+r6a2jcyjkGmG0MK4o3deooevIy8dxu+UWvRgKSaOt8fuD8Mi+6np8iK9ifzXp5VMz7NwTcT5idpBNG19Tzlk7jdqHTdo6Z0NhpUgcAjlNR5aPvtam+qjLhNGV31fpzGRj9oMNUun2ja0Ly77NjY6Jt21677u\/TOXU96NPGZA7sPDWZmpHNCAxCQihzXjx9Ou7joc6MJ3GQ6d49OQrbyA0phBKuPtBMYChscHxQV\/j05yYwGUTt\/u9r59fptV\/4bwtK0hSJpJbcyDaXZhHSmgpAo0QeTeXvGBw9qa9IImmkNKgs0CT8goHLEmgB6kjGk1TsxV4WjpUayVIO8taWv3l28+nmFE557Y7OWeIxOSAWRwR1DRSLIh+dMi8eueOyuyxEZWvc8sniO1UL2qoVR6KAvS+pJ5JJwOrUaOOSvEjR66blBq+tWOM1\/snT\/wD28X+Wn9M7cYDGMYDGMpR1mrm1Wr08OoEfhxxDf4auIHYSMAoYDezK0JO4kDa\/SxgT76yT9YEdLsIJ4ssF2inY9Ft7ULVmiQeCMlsjIOzEDiVizSULbe+wkKFLiLdsU0KsC+Tzyck8BjGMBjGMBjGMBjGYOAzj7Vi3RSKBZKMAPc1wLzV2x2xDp4zLNIEUe\/Un2AHJPyGfPJtbre2GKQA6fRXTSN8Ug9Rx8X+EGutk9M55ZSdPlzy4kl1Ot8Pmva+lSWXYE8RkZhGy1\/ZXaK3HO0Eg3nnU9nEsROv4npfFUPXjPrs3cMaYq+k3EKBuBouSPvD0IPqPT0+XzfvbqpgC0kNG\/h2HynpZAHGcuTK3q1w8bzTPO9Z2nxPyr+uSNVaqRjuJPoSOtfPObuBo31HaWlROgmiduOiwnxGJr5KefcjNXZUc+pZ4xHJKGBYlFLFKBO5to46Hrn2z9DHdCHTwDV71kmnWty3UaXzEL5vcPMfcAelntjLO708WY2TPHtf4q+6vsqJ38Vg+\/wAJorWSRfI5BYUrAA2o83UV1zl1XdfSuZGaI3IsiPUkgBWXwt4ADALfgRdK+H5m5vGbcEL\/APDOmsHw28shlH2ktb2nGpLVuonxgG\/h04yaxjAYxjAYxjAYxjAYxjAZFdndkpAsu0sxllkldmI3Mz+lgDgAKq+wUfXJXGBTBoZQsB8KQnxZJpVBXcFHiNHAPOB8TRr1IpCCect6E1zwfbPeZx8SeEk1NGMYwpjGMBjGYJwM5Cd5e1208VxwyTSN5Y40Vmtqu3I+FR1JOdSSPJuAV0ToJOA5N87EYGh18zUfYVRzfpdIsa7UFDr6kknqzE8sT6k8nJUs3HyjsPuXqHlbVdpIWjUSSmMyAuz8H4FsUQvTcOijpxn0nsLtWGWLdENiI7RbTtAUxmqG0lSPYg1WSGs0qSo8cihkdSrKehVhRB\/DIXVd3lAjWBUVF1AnkVixEjqp2n1o+Jscn3j9zYzjhMezOHDxxnRYs0zQI3DqrD2YA\/zz2t1z1+We8220xwqopVCj2AAH5DKKkn7N1zLyNJqmDf3YZmJuvZWrn2se3N+JyH7z6COaB1kUMpWmPqq2CzKfcUGHzUZLLezpws8cb93a9L+Utee8p3cvtORWfQak3PB8Ln\/axfdkHv6A\/h63lwxjlzROJhcMtfz5nl6xjGVgzBOM5O1ZmSKR1FsqOwHuQpIH8MLJu6Nb2hFEu6SRUFgWxA5YgDr8yM2afUo43I6sPdSCPzGfDYe045I2ebdJMxJ3sb6+3sPYDpkn+ivXMNa0ak+G6MWX0tK2t9ea\/HOWPE3dafZ4v6Plw+BlxLl1nrpf2fZ8YxnV8UxjGAxjGAxjGAxjGAxjI1NS0oYR7lWqEtDk3z4at8VfvEbelbucDdrNXsA8jOx4VVHU\/MnhR8yf40M8HR7mWSQkkAUl+RG9WHA3G+hbpXFWb26XTLGKW+TZLElmJ6kk8k\/0A6DOrAYxjAYxjAYxjAZ5Iz1jApvefsmWRBqYeNVpnYxmv7ROpjPuGQj8bHFnJvu72xHqoUmTixTKeqMPiQ\/MH\/kc6yjCTdflKURfRlNrQ+YZr\/wjKd2iv7O1f6yv\/wArqGCzqOkch+GUD0B9f\/bMZdLv4+Xo4X93D6d7zt79fhfcZCd4u1208HjrH4iK8fiVuJWJmCvKoUEvtB3bR1AOSOjdyimRArlQWUG9pI5W\/Ws287qzywz1jA+Qd5P0dTLIzaQCSNjYj3KrJf3RuIBX25v+eWX9H\/c5tIXlmKmVl2hV5CLdkX6kkD8s7h3ikbXnSK0ChWFqzAysngpJvVd4PLMV4UgBbv0zm7OcwdrTxEnZqoknjs8B4\/JIo+o82THCb3H0c\/1H+o43BvCyy6Sf7ul0xmmXVRr8Uir9WA\/nnj9ow\/8A1Y\/\/AFr\/AFyvnOrGeFcHob+me8BjGMBjGMBnJrdasYFgszcKii2Y+wHp9TQHqRmldZ4u5Yj048Urcd3yF5G8jnkcA8XYIzfpYNihbZj6sxssT1JrgfQAAdAAMDi1ciqyPNKVBP2cQv4gpJvbZkIAPHTjoTRyWGceu0ysVc3cRZ1oXTFGTdVckKzAD55XuzO0tQTpvFEwEsck0twHyW0axQPtTyt9oSf\/AC2uhgW7GMYDGMYDGMYDGMYDGMYHHr47UGwuxlez0AU+b813D8cx2ho0miaN13I6lSPcHOp0sEe+c3Z9bAA27b5Ca6lDtP8AEHHeJLZluKr3Q1j6eVuzZySYwWgkP+0i9F\/xL0r2Hys3InKn+kLs13hWaCMtPC4eNlNMoHxUPvgj7vr\/AALuN3hM+lDTN9qruj+nINjj08rLnOZct5a9mfB+rh9XHzqz35\/arhjGQvb\/AGt4Y2KwDEck\/dH9T6Z0eRxdrSaeOXft3zb\/ABAC7bFfw\/DDnmgdnFAet1zeU7vzqnuHVGUE6eVbCqAFjlpZAPU+nXPU\/bkaWV8x6c82Txz7\/wDXIXtTW6idWjMdBgVIoA8jrz+eaw5ubs1w8sZlLkm+1IgPMp3nr5iBY+Vcficz2bIJA1HaRwyng37bT1rj8xla7DR54V3l7jJR+V+7QA976XknrTEir4pAA9PN5h7cEWa9\/wCuass6Xu58TGY52O\/9sCBuJQD6+GTvvnqoNe3X8sm+xe\/ik7Zq2k8SAcj\/ABqP5j8s+YrICSVUDrW3oAeK650QtTh2A22AaHB+XHqec7\/Sx11cubV6PvsMqsAykEEWCOhB9RmzPmnYXbo0sqpu3aaSjfP2ZP3hfQX1H45fP13fuWBlZhQ3EMUBuiNw4YjklQb6XV3nmyx5XXHLbbq9WkYBY8k0qjlmPXaqjlj\/AO+ePAdnDFyEFERrwSa5MjWb+Sih73xWzS6faBuYu3Nu1Xz1ArhRwOB7Dr1zqzLTAGZxjAZiszjAYxjAYxjAYxjAYxjAYxjAxnLpdoeRRd2GN9PMPT5cH8bzqzk3KJarzOnX3EbDiv8Aifxys34dRGROp7v6d2LmMbm5JXizVWa6mgBfyyXGMmm5lce1006vUKiM7dFBJ\/DPkfbOvd3LzGi5JC+3tfsKqh14H4\/QO+2p2aev3mUUfWuaP4gZ8312hZ1LIjsA\/mlIUAULIW3tjZ+KueM68OTW6453rpJdmQb03RyRF\/OFUCigFW9E2dwtR\/Lk15n0KyQshEayLt+03jcWLLuBo17\/AIentW5WUNEu+nBCkUDtClQNxBpiTfHoAOuWQTAuWjVq3LRPF7uSfMPeh8ueecmf21JEP2UYotYdO1t4hjZVB5ErDa4f0Utt3c80Rzzkn2npEbURrJYhCkK68gAn4mu62n0A52mz7bO+Gm04l0+ohcCZGUMgA5QCrNfeU\/mLyEbtuXeLYrGVNC+KFtfXizwT8z8q3Pu+6eHfj5Y5ctx766\/u6tRrIIi5bwmYmvDWOx5TYc7uKK8kcmyelHM9nd5UWORZ4VCuu0eHGApbkbjH0ZvaufllX1\/bq6ifbp4OF2Cy1DaoCn4RzZHB4v1z1DuVl3EE9QasDcL8o\/L1vjrxnbk6avd59JqbThlWVD5K+FeW3gc7wfgXmqHPAN9Rn0j9HPaQk0\/gcBoaQVQ8h+AgD2Fr\/u5837G1wWRBysfrZuz\/AHgPoB\/yyx9w9SI9dsSzHKjqPqo3i\/aqYfjnPiY9NVcLqvquMYzzOxjGMBjGMBjGMBjGMBjGMBjGMBjGMDGcmpenj4HmLLfqPKW4+uz+Gdecurcgx0Or0ePQq35c1zliXs6hmcwMzkVR\/wBJx+ziu63NwB14HrlCbtJmjVZFYx7zuCMAX8oFe4+EfgTn07v5ovEgB27tjXX1Uj+dZ847c0HhGIJ5A4J83UUBYN+nPy6Z6OHZy6cc\/wDJFaXXaaN2Z9I20\/CNx46\/eb8PT3ywdlMsy+LF5eT9mGtlNmj6Xdce\/TGq10ZiIeGB3Qf2kYUowA3EnbZB68X63kJ3c17q5eOONgvoVA6j1ZSpAr1+XQ5niY8+Jhlp1d44vCuRSZLRmIND0sqOfpzWUaRJp6Mo8JKvYL3H5Gx\/P\/rn2aHV6TWP4GpVkmrduDCiBXlscHdz93kK31Mh2n3D0rLvjUIwo2xcrQsngMKs9Tk4WfJ3W9esfF9PCqiglAe12fx\/PJbRw+KPKRvDfBXLLVkg9GYbelc3xfObpuxgkpj+McHcoY0CB5r4pfnx\/LNuv7IaJPF+Gn2nzc11VvcUQefpnp55WXD4QVgC1IwBDj1F8kcfL+GTfch\/\/GaerrxDX\/ofrkd2lpm2rOR8RaOT\/wAxLDN8twZW+pbJv9Huk36yHm9oeU1\/dUqL\/Fxkzv2Wpj3fTNR2nIuqTThUIeKWW7NhYpIEK\/U+OSP8AHrY59P3u07RLKX6wichQxpTG8vqAfhjc8gdB0JAMs\/Z8bTLqCp8RI3jVtzUEdlZhtB2myim6vyjOGLuzpVj8JYiE8H9XKiSXmIKyhT5rJCswDHzAE0c8T0PaduxF1QCTc6GQDw3+BW2liKsCyOvWxnT2b2lHNv8Mn7N\/DcEEFW2JIBz\/ckQ\/jR5BADsyLeH2ncIvBB3P\/Zkg7auibA83X547L7Ki04KxLtDFSbZjZWNIgSWJPwRoP8AdwO\/GMYDGMYDGMYDGMYDGMYDGMYDObVhvLt\/eW+nS+eudGMJZsGZxjCuXX6YSRsh+8pF+x9D+Bz5xr9A0kcO+vGik8Ig3tKh6BZR1HAFdOfbPqGVbvd2XJXjwfEKLJ6Nt5B4+lH5V7ZrG\/DnnjvqpEGo2AGRVkQ7hQRFkAHrGwAK0w6dOORm491o4J93iOkAUTH0oKWPt0G4Hb\/ePtz06J1aNo\/DcG2kjDc7CxslHHUAmyvtkhp9bNMEMsfhBFcyStRjKqDw3PA+8T7KffjWVsc5dpPRRQLsnlhTx6JuxYA4G48LuCkXXG4tXXOHtvtyc8CJBH7bvi8w43cc9OnvzedGl0RSIJAVlIbbQ+GOwCCwY3wrA0B0IIGedR3dO0kubY2Tyav0RQeODXB4r63ia+VtqgxPsld+RZK8Et8QNWTyR\/0yf1Wu0ZjhWXzPwGUEAEkLbsxG4gbuQDXDfTOrV9mkExpHtAQ2De2qsFvQv69K\/LI1e7kam5WZms0L8q\/L5\/XO25U26e3o4Fi2bwQ7FwR7t6mvr\/DJL9FXZW1ZNQw+M+GhrqqfGw+Rbj\/cytaTsR9ROsStwOSw+4l8n6+gHqc+m9paNo9OsOnQijGi7WAKJvXc1lhZC7j1snM8TLWOm8JqbTN4vK\/GupXxHVSSIlEaOwppCXZyfMa5KKAT0U8+ueJ5dcJKRFKA1uOyyC0PnI3cUrT8f\/jX354b9N83pY7xeVKPtDXFljZEWVlL1wVAEcQNkN6SO\/TkiM11zfqNfqk07PIFWQsm1FG4qu1DKPKeSCJNvUml4JO3HNE+pPCzXi8rTy6\/0VCCVAICihUQLbWaxZaVq6gRgck5r1aa5gvQH7TzRlRtPiLGh5aj9k7yEEEAqB1rJcvSc\/qrTeAcrOn1GvN74gPIWABjJ3BIiIr3dCzSru\/uA9Dnnf2gq0qK1AjkqdxClt1s9gFhto9N6+ik45vVXn9VaMZW5f11mCkbE3R2ylLoSAufisWiH6eKPY41f64ZSUACeZF5XbTGMCRl3WxWpDXHxD25vN6Ob1VkxYyu9rHVh2MCbgIwq2ygF9srFipI+8kKf8Rj6Z0a+GVpIQPE2gOzsjhQSE2qhAYE2zbuhA2fPG\/S83pNXi8rGi\/XqUMqoSy7uQw86CSR+XsAOXjVB\/dPQZu0UutLReIqqpoyVs4uN7Thj0fwxY9m9xTm9JMvVWG8Xlelm1vlIQC2th5DtUSqNotubj3G+tkcDpmmKftHaC0aFvUDbt\/sVPB3XXihxXswN8G5zeqc\/qrRjODskymP7b49z+3w722XRIvZtv5535qdWpdxnGMZVMYxgV3tHsIhjJBQY2Sh4Un3Ht9On0yDZneGWCVdkkrASK5IAjdgsgQgG\/sRtBFAk3xZy+5pn06OKdFYezAH+eXfli49dxVR4yOioUueaYtIQWJhWN2jdrIortjj2\/Mn05m21iD+uYk7BiIIUul\/uua\/JrGaT3bj4uSU\/LcvPy4XGsUymV7OLtDtGPgnbY6E+n9ciDop9Ww8O0j5uR72n5qvVz\/D55bNL2Dp0NiMMfd7Y\/huuvwyUrLMpOxOH5RvYvZEenTZGOvLMfiY+7H\/AJemZ7ZaQIvhA7i6AkAGl3AueePhDAfMjJHIjvB2uNOgbYXJ30oNHyxs\/t6lQv1YZjK9OrWWpHND2lqfDZ2g829QqAGwhRCzNZ5pt4FVdL05rGn1+qZU3QqrMQrWGpaTczcHkE2FHp6m+M55e9iCrSvMwO5wAFV5VDg0btYJXr2X55t03eHdyYwoXd4m6QblCRK7FVAtiGYpXHKE5jc8ue55eNHrNZtW4xdqDvBv7Ta5PkoBUUsnuWQe\/OYO1tW17tOUGwuLUk8JG3h8N8RLuoPS4j754j71AsF8Lq6r8YNbpIo\/Nxx5pJP8ls7uyu2kmdkAAoAi2FtZa\/L6UAjf8QdMTXaUll6SuD9e1ic+AWoUevJClyVAI4NFRfTyDqTXd2nq508LYgayvi+UkAbkDUb4pWdhf7vX0M3tzXLErAqwBBBBBFgg8EEeozXL7b5bru4NTrn8JZIoy5bw6U8UJGUbmr0UHcQPbOfRaydmcSxUqqSCqkFyGK0oLHrtY\/RkyXiiVRtVQoHoAAPyGbKxpdXyr\/ZGr1O5UmTyiIl3rkuBEfLt4q2kFVfkHvmmPX6sRIVRnkYuW8RCBGG3GNaXbe0lAfcBubyzbcVjl9py3yrOo7X1Y8TbpS1btnB52+ORuG7mxHEOPWYe2ST6qXxo4wq00bO7UfKVaMV143B2r\/AevpKUMxt9a5\/7\/riS+SY3yguzu2HdpeEKxgkKpO9hufYaPoypYNAWaFgWdWn7X1JdFaEBXKWQklKH8VqJPqqxqCardIBk\/HCq\/CoF9aAF\/Ws2bRk5b5XV8qxqu0tQkjhI3YM4VCUcoqqYUJ8oB5eV2u62xMcs4xtHtmcsmiSz5KzOMZpoxjGAxjGAxjGAxjGAxjGAzywxjA8+GM1NCpIYqCV6EgWLFEg+nBrGMiVu2DCrWMYNPeMYyqYxjAYxjAYxjAYxjAYxjAYxjAYxjA\/\/2Q==\" alt=\"La ley de la gravedad o gravitaci\u00f3n universal - Qu\u00e9 es, f\u00f3rmula,  descubrimiento de Isaac Newton - EspacioCiencia.com\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Definici\u00f3n del campo el\u00e9ctrico (video) | Khan Academy\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQzFpYUDPCdzA4qLPnJGJAnYrTWDDHVW3mH4w&amp;usqp=CAU\" alt=\"Biograf\u00eda de James Clerk Maxwell: Vida y Obra | Biografiade.net\" \/><\/p>\n<p style=\"text-align: justify;\">Los ejemplos son innumerables: La Gravedad de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, el campo el\u00e9ctrico de Faraday y el electromagnetismo de Maxwell, la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> en sus dos versiones y su demostraci\u00f3n del efecto fotoel\u00e9ctrico, la teor\u00eda del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> de Paul Dirac, el principio incertidumbre de Heisemberg, la funci\u00f3n de ondas de Schr\u00f6dinger, y tantos y tantos otros.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dirac y la antimateria \u2013 Blog del Instituto de Matem\u00e1ticas de la  Universidad de Sevilla\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT8sE5_e0RWG_HKL3fxUehTIJbU-eRLJow9Hw&amp;usqp=CAU\" alt=\"Principi d'incertesa de Heisenberg - Viquip\u00e8dia, l'enciclop\u00e8dia lliure\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La anti-materia de Dirac\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Principio de Incertidumbre de Heisenberg<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Funci\u00f3n de onda cu\u00e1ntica | F\u00edsica | Khan Academy en Espa\u00f1ol - YouTube\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEhUSExIVFRUXFxgVFhUXGBgXFxcXFhUYFxUWFxoYHSggGBslGxUXITMhJikrLi4uFx8zODMtNygtLi0BCgoKDg0OGxAQGy0lICUwLS0tMC0tLS0tNisvLy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0vLS0tLS0tLf\/AABEIANYA6wMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAEAAMFBgcCAQj\/xABJEAACAQIDBAMMBwYFBAIDAAABAgMAEQQSIQUGEzEiQVEHFDJCYXFygZGSstIjM1JTY7HCQ2KDorPRFYKToaMWc9PhwfAIROL\/xAAaAQACAwEBAAAAAAAAAAAAAAAABAECAwUG\/8QAMhEAAQMDAwEGBQQDAQEAAAAAAQACEQMhMQQSQVETImFxgZEFobHR8BQyweFCUvHScv\/aAAwDAQACEQMRAD8AxeKNcmdgT0stgQOq\/YaQMf2H98fJXoH0X8T9NH7J2aXPKrsYXFXY0uMBBrGh8RvfHyUmjQfs398fJWi7P3TuL2pnau6mUXtWI1WjL+zFQbvl7roH4XWDZj05Wdlo\/sP74+SliY1GUrcBlvYm\/WRzsOyjNpYEoSKExXKP0f1NWz2FpgrnOaWmCu51jViuVzbS+cC\/8tdRYdW5Rv74+SiBhc8zD96rxsbYKhczaCqvdTpM7SqYHzPkmdLo36gw1Uf\/AAwfdv74+SmJIFXnG3vj5K03iYS+TOt6C2xsFWXMuorNuqoOcGOa5hONwsnH\/CiGkscDHRZ7AkbMFyuL31zg9Xo0DUu2FyTAeU\/kaiK1e0tMFckiDCVKlRS4GUpxBE5TlnCtlve1s1rc9KqoQtKicVhJIyBJG6E6gOpUkdouK573fJxMjZL5c9jlv2X5X8lCExSpUqEJUqVGrsyc5bQyHP4FkbpaX6OnS010oQgqVFS4KVVLNG6qGyFirABhzUkjQ+ShaEJUqJwuEkkJEcbuRqQiliB2mwpYrCSRkCSN0JFwHUqSO2xFCENSpUqEJUqVKhCVKlSoQjoR9H\/E\/TV+3KwgJFUCI2i\/ifpq6bobSCka0Vmvdpqjaf7ot\/K6Hw1zRWG5XaHC4nGYs4PDyrAscYkkkIzGxOVQq3FzcVxhOPHiJ8DiWWR4gpEiiwZXF1NvFPkryfBF5VxOGxDYeYDLnQjVTzVgdGHkNeYTCLh+JLJK0s0hzPI5uzH+3krzjqumdpBSaO\/AEbe9utJmOsnJtaOnabT1A1BcT3fyPUZwAqVvjhgGNU3Gck9H9TVaN6seHY1VsWdE9H9TV6chzabGvyAJXC17mms4t6q0bAhBmb0v\/mrLvFndsPhI2yGeRY83YCbE1U9j4rLM3pVb9s4JsRGkkTZZYyHQjqZeVK6s7atF5MCCAeA7gn1hdHQ97Sua3P1HPI4lXodznZQXvY4diQwiOIzdPimMSDS97WI6uvzmqFsBHilxGCkbPwHZA3aByqcXulYy2uzIzigMnfGnmve1\/VeofYuCeFZJpmzSyMXdj1k1jrO7Rc12XRAkEl0iCInF5PjzxHw+nVFUE8ZsRbpgcwY4jA5rG8MIEo85\/I1S6t22sUGmHnP5GqjXRqgggHMCfNcrVkGq4twlV92Uo\/wSTOkjqcchCpIsbEcIrfpI91z2HIa9dUKlWSXWub0bNws08jThg0OEwky9Pw4o1VcTELAAy6gA6dIm4pzC7twcHvQBmw8uKwLmVZR9IkkUnEkW4IVUdsp0vZRfXWsui2k6wPAoQK7BmfKOIQOSZueS4Bt2igKELR33XwDQtIA8YyTlmMoYwzQOscUJBUZzL4XIfWLbRTeSxe4uCSbh8LE51jmdULFVm4Uqoka8REzSmNjIcj26Fhz0zLZebjRZCA3ETKSAQGzCxIOhF+qpza+1pMZaMyCxkaXJHFJ0pGHSaxJN7dQ0oQrDLufg+9nZRMJDBi51LSxsUbDzqkcZWNcpLKddTqDam919uomz0mZhx9nYgvAp5suJQgIO0CVc5HZfyVSo8Ejcpb6E+A3IamuDhYwbGWx7CjUIWsSbFweJxMuHVy2HMgxhKuFCvjbhRYDUxqsYHUM736hUDgt29nucKpurTqylOKAyT4cSmZDm0AdlhRb2+sNibVRnwaC15bXAIujC4PIjyV7iMDlTPmYi4GqMouRcC505An1UIV53NwSw7aVY0kjjEcxZJGQsmbCyDKxViB02AAOuq311Puw9mYfHkRtxikEuFhCvKMyRzowxJJI5LMlweXTtYVn+CnCSI7IHCsCUNrMAeRuCLHzVOHb2FObNs+O7WJyvlAIYMcgC9AaEWHUbUIVng3LwTQrmMkTGJJXlaRSEvjOA4y5R0eHeTncAddd\/9NYaMYwd6SCWLgiIcdWJVsQ6meMBTplVCbgjU2sDVZbeDCNo2AjAzFuiwvqB0RZRpoeuwzE2odNr4XKitgVJVQpIkK5jmDFjZb6nMOZsCB1ChCue8O6mEMmKkeVmN8UzTl0HCeIK2HRlVQG4ubqA8IWtY3h99N2cNh4HeASBo8RHES8ivnWTDLMWNlFirHLppr21FR7awedZDg16Ivw73VmBTLmvoR0Xv0fGtYio\/aGPw7xhY8KImFumJCxNr3zAjW9\/JyHrEKIpUqVCEUPqf4n6adwWMKHQ15hfAObJlzeMGPSt+75K7vH+F7Jf71Zri0yFIMKxYPedlHOjMPjZcUSqsBYopJvzckL4IJ6j7KqgKfh+7N\/eiMLjzFcxyKl9Dl4wvb1+U+01fe2dwaJ6wJTR1lYt27jCkG3ZxMnDa6Wk4hvmuFEYvc9oPVaofbuBaCQQvYsqi5HKzDOp91xRp21J9+OznNyFtBrpyHLsqM2pMzsHZg11FiL8gSPG16vyrMuJMlKkyup5isreerPsbeMroTVdmK5jn4Wbr0l5+o2rxCnVw\/ZN\/erBwLSx4kHhbUdQ+kZatA\/6oS19Kb2iZ5QMpGrBSNejmiMoLaWtlB9YtVIy+h7Jv70QNrSqLcYAAZf23IWAHPsUD1VnT09Cid1OnB6m\/smq3xGvUbtKOfdvELnlcp9G0oIuSTwi6uRpy+jkP+TyiqhVh\/xWV+jxgbi1jxtdB2m3ijXyVCQx5ja9tCbnqABJ5eQVYkkyVzkzUv3nh2uVxAQXsAwYkg6hjYadhtflQXAT71fdf+1LgJ96vuv\/AGqEKQWLCB0JclVF3GtmOXQLYXHSGvpaWtTbQ4YKzBySc2VR4ul1vca8wPUdDQfAT71fdf8AtS4Cfer7r\/2oQpPZOGifERcEv0SrtxMupV1uFy+S517KdwULZ0kjDHhpFlsAQGZbk+Gp+sDm\/UVPK2kbhmMREsUgLIeoEc9OseW3roWPEuvguw8xI679XloQpKWJoo3Q51tIoGZcrdJG4gsCbi2XrsdKmsfg5mbM7A5RcfRRuCH1IszkaZDzA5GqpiMQ7m7sWPlN+QA\/ID2U6m0phf6RtbXub8jcWvy5nl2mhCl5MHIcwIfo8OFjwI2sTogDFzlOo5EcxRG0IF4YaaToZtFRbEuseRNcxspEY1sevleq1x2+0errPi+D7K9fEuVyFiVuDY9oBAPsJoQpGDE4diE4QQNdWcsTlv4wuCdPb5baUZC2EscuS4z6SXF1VVCXOUi5yM2mt5LdWtbpUIVgxOHw7MpBiRQbuquWJBcaAsATZT5+elCYxMOpUI5cg9I26LctOYIXn\/751FUqEKdxEOGLF1dQtnyx2YHwmy3J8hB6tLaaa8zQ4UuzK5CjLlQ3uTqDmNtB0Q3mbtqEpUITktrnLfLc2vzt1X8tN0qVCEV+x\/ifprrBwZiBXI+p\/ifporYuKVHBbletKQBeAVZkbrq57C3GkmF1UnzA0NvBubJBfMpHnrdu51tTDyYVVidcw8JbjN57dlRHdZ2vhkgyO6mTWwBBIFuuk2arUna4xBIGzbcSYzMy0XMjr5rqxRNU0dkAT3pPv0gr5pxMWU2rrFco\/Q\/U1OY+cMxI7abxXgx+h+pqbfAcYXJOV3jFvK3nq4bqbt8YjSqjintM3nq2bF3xGGS6i7dQqr+1FF3Yxv4n5m9k5ouxD5q4C0sdzX6O9hyrON692uCTpWlJszbLYTvzvyIHJxRBlOXJbNbPfwreS1ZltffMYmO7izddK6RusbVG9+5h\/dJn1Etb8p808+rRexwfE3iBFwqlhFtKvr\/I0zgvCPoSf02p7CyXlB8\/5GmsF4R9B\/6bU0crinKdweCZ+QonGbHdFzEVe+59sESsotzqZ342FJJPHs\/DIGmdSxubKqra7Meoa1R2rps1A0+0k8ngGJjx\/tdEaNgo73G8SB6x9SsfwOEMjWFHYrY7qLkVaMLuZjsErYuaIcGOUxS2N2GV8pcDrS\/XWh7d3bRsKsyjRlv\/ALVStraenLA5pIdMkcY49QjTaNtRl3Q6YCwdFskg9H4qDqc2th8nEHo\/FTOytnvMMsUDTSXJyqrswVQtzZDyuRr5aYeza4hc9zdphRNKrRLsR4rcfCNFm0GdZkvbna7a0TBsuA84V96T560bQc4SCFoyi5+IVOpVoEGwcKecA96T56Ph3YwZ54ce\/L89KVaraf7k4z4XWdgt9z9lmFKtbi3RwJ\/\/AFx\/qTfPR0O5Ozzzwo\/1Jvnrnv8Ai9Fhgh3sPurn4PXHLfc\/+Vi1Kt2h3B2aeeFH+pN\/5KOh7nWyzzwv\/LP\/AOSsx8aoH\/F3y+6wd8OqtyR8\/svnulX0jD3Mdknnhf8Aln\/8lRe9e6Ow8JC7DDxcZQpET4mcEhmAvl4t+RJ9VOUdayqYaD8vuln0XMysCpVrvdZ3Z2Vh8HHNgFTMZ+G7JM8otkZspzOwB0BrIqbBkSskV+x\/ifpp3ZmC4jhT101+x\/ifpp7ZuJyMDWtLbuG7CsyJuvoPcLua4AQLNJCJHbXpEkD1dtRfdL7nGBSLjwx8JiTdQTbtuAeVRG63dGeBMuhHYdaG3p30mxnRUM\/YqKTz8gpNlPVyGuaZm7pG2Jk83BH+MWxwF1uzph5eXN7O\/d58BEWM8\/NZTjMPkYilivBj9D9TUTiYJHYWjcls2Wyt0svhW01t19lM46JlyKwIIWxB5jpNTb4nu4XIdE2XuNS8rDy1MYPdSSVMyatztUTimtM3nq\/blbwLERe1VqF7aLnUmhzhgH5pvR0qVR+2pj2urPFvHghs3vI7Nn42TJwchyGS31me9uet+dZjit05Io80mjdnZW8DfPDZL5FzW52rNt89rtL4KMQxCrZScxIuFWw1JHVSWi1NWrWDRT7v+RO63lIH8p+ppKbWOdUBHS4yfJZvg0tKo8\/5Gm8F4X+V\/wCm1F4SB2biBGyAkFrHKDoLX5Xuy+0UHgvCPoSf02p05XFOVrHc02usbKTU1vbvC2E2hHtKJRKvDaKVL2JRrNcHqIIFY5szabRnQ1IbT3iaRMpNZP0Ydqf1AdAN3N8YiQfb2XUGppOow4d4CPSZ\/OquuM7ps20IJMCIApnlbNJfRIWfNlt1tbS9XjbG2I48CkIPgrb+Wvn7Y2LMb3XUkgADmSeQFTu09rzsCrJILLmN1bRb2zcvBvpflWeo0I1GyXw0TuHJuDA9vmVGl1NKmyXDvTI6KP25MGMhHk+IUFs7GNGLxzNE9z0lZ1JUgXF0F7XHLyUpYnCOXVluFtcEc8rDn+6ynzMD11GU2925xK5r3bnEqxnaxe3FxLSW5Z2me3mzDSjIdrwDnIPdf5aqFKriu4CBHsrsrOZiFfId4cMP2n8rf2o2LezCD9ofcb+1ZtSpWpSbU\/cm2fE67cR7H7rVYt9cGPHb3GouLf7Ajx5PcNY\/SpF3wrTuuZ9\/6Vz8W1BHHt\/a22Luj7PHjy\/6dFw91LZw8aX\/AEz\/AHrB6VUHwbTgyJ9\/6WLtfVdmPZfQsXdb2YPGm\/0z\/egN5e6HsfFQPF01dstpGw4YjKwbtvyFufXWE0qZo6KnSMtn89Eu+s52Vq\/dW322djcJHDg1ZWWbiMOEIwRkZb6czqKyilSpsCFkjcNZkKlXPSzXUX6rWNdjCr9mb3B\/em0YiHQkdPq9Gmldz4ze01KEYsduqb3P\/dSeyNpmAseE73KNZkIs0ZJU9FgeZvz6hUAzuPGb2mkjufGb2mrSTZTdWuDeEpYrh2uocKSrtbi2MpN31JIJ8l6gt4ceZ5uIylSVUWIsegoQf7KPXegWdx4ze013izcR3+x+pqqoRM0Qdi2WUX10S4\/Ouoly8hN7n\/uh8fKwkazHn2mn9l4Z5WCgt7TV2Ak91WaCTARffj2t9N7n\/wDVSabxNdCYGYo8UgJRvrIVVUbRxYWXwRpr5KkxuHiOHns9u3WqftXCvE1iWHrNArCsCWVA+MwZhb1tNWpiXhTQ3gZYeCsDKmRlHRa\/TDBiSWP3knmzD7IqsYRrNyJuGFhqekpGg9dO4CVjIvSPX1nsNNYI9I+hJ\/TaqJZEd6L9mb3B\/evO9V+zN7g\/vTCM58ZvaaJfDSgZrtbzmrBjjcBTBKe2eRDLHKqSkxusgBTQlGDAHXlpUsu2gLDvY2EZgtlfWEuHyGz87hulz6XkFV3DrI5sCx9ZrqeGReZb2mjY6N0WRBypXbO12khEZjKgZBcqQPo4Y4V5k+JEvnNzUFHCzclJ8wJp+NyY5LknweZ\/erxXIi0JHTPL0RVVCb71f7De6aXer\/Yb3TXnEf7Te01zxm+0faaELvvV\/sN7ppd6v9hvdNc8V\/tN7TXplf7Te00QhcOhBsQQew6VxRWOPgegPzNC0ISpUqVCEqVKlQhKlSpUIRqLeL+J+mrTuru02IYAC5NVfD\/Vj\/ufprZu5DiY1kXMQOoE9ttKitUdRoOqMzIEnAkgT6J3RMa5xLhMAmOsKsb+dzybCYfj5eiLXt1XPX2Ufu33MZZMKs5TwlDAHmQRe4Fa13T8TEmzMVxLENGyqO1j4NvMbH1VN7HxUb4aKSMjhmNSOwDKNPVyrPtKv7d9\/wDaGz5G23mTYGI8STtQB23ZjpF49LzJx0sSL4+V95NhmFiCLWqAxQ0j9H9TVqHdVxEbTOVta5+Kswxviej+pq1p1DVoMquyRfp0keByo1tJtOrDfD5iV7jkJle3bU1ujjRh8RG0qnhlhc20AvUaWAma\/wBqtC2TvBs6OErPEJLiwUakmorAiiSGudPdIbEwQQTf8CnRsG7fuDSL359yPrPRfQKzxcHiBk4OTNm0yZLXv2WtXylvrjlxGJkaFSYwxswGhF6vS7p7UOE4irIMEW4n+HcVuIY+fZ68l6C2lvBs54QsEQiIFip0IIrNpIqNIaXSNstiACQbzxa0d2Jgla06Ddr2b4vzF49f43dWhZpgkIkW\/l\/I03gvCPoSf02o3ODMLdp\/I0FgvCPoSf02rd4gwucRBUlu9GrSAHtr6C2VuFhpcGNek66EWsDbrr5uwMDswCaGt23H3Y20IQy7RWJCOirRiT\/Y8qx1Dd2yXERusCRJtcReW+Ii89AX9PVc2kdtrjvGI8jPXwnCj+5PuLHJ3y83JJnhA7ShINQndS2LFh5GRSNKse4eyNqSRYrvfaKRWxMysDEGzSBuk4Pi3rOd+tjY6GVhipjK1+fb5aijJrB++\/esJgiMAEAW\/da8gmIJK1fUIY9oEiMCLXybz\/3PCq8fgSf5firqFLxgfvn4RTcPgSf5fiovZxAVb\/bPwimGAFwBXLFyrrunuFJihoL\/AJCoTfvdGbASKHUgNyPMG3Ya3nuU4qM4cqCM17+Ui1V7\/wDIbGRd6RxGxlMoZe1VANz66XZXqPcSTbcW7YFoMZjdMCTeI4Cf1IY1xpBuBM3nEz5HEKi7l9zWfFQcfLoeV9L+a\/OoHerdlsMxUi1q+ldycZFLgcO0NsoiRbDxSFFwfXWW92XExNI2Ug2FiR29dTTrPNVjSQWukRAtAmQRe0QZn0sFZrWOD6ZbG0ZvNoz58YjhYxjfE9AfmaFovH809AfmaErRc1KlSpUISpUqVCEqVKlQhGIbRfxP01L7F260JuDUREA0ZXMoOe+ptpltXgwp+3H7wqzXQCDcHg4WlOo6mdzcqx7z72y4mMRsxK9hNEbE31mihEWc5QLWvVUOEP24\/eFTO73e8ZY4jI2qFdEk0BOdcrMoudBcnTU68qpso7dnZt29It5x1Ww1lbf2k3\/PRD7X2s0puTUbiuUfo\/qarJEuADRElWEbM0i5R9KrlSEF5eaAsLk26I53qE24yGReGVKhEHR5Zwg4pHYDJnYDSwYaDlWj3lywe8vMlDbRP0r+ep7cSOPvpHlFwpBAPkNQ+LgzOzB0sTcdIV7hQyG4dPfFU2tcC12CCPcET81ahUFOoHkTBlfXw27h+HxOKuW1+evsr5c7oKRnFvJEAAxJIHnrz\/HpsuXiJ74oqefBuFu4VgySZgkbmwjCvGczgMS92F+jprz1qyk5p3PcCYgQCBcgkmZ6CAMXW1R9BtMspSZIN4tE9PPKqmzz9Ivr\/I1zgvCPoSf02q3yT7PCOEVQ54jq2gylyTGinOSMt4xblaN9SWtVRwds2pAuri50FyjAf7mrJRHbDxQRwa2PDd1ARYThi2YLZT1jSsQGGI8eP3hTjRMRbiR++KHsp1AN8yJwSLHIMcH\/AIRlNUtTsaWkAjN+vVaJ3M9\/jhTOHF1kcyWPaTe9B7\/70DFOW0uapmy4UWaMyshjDoZAGFygYZwPVerA0mBPNkBaIwtaNCBJmuMQPpBl6LdQvePrBuQMpip2sHdxfu3ESBgGP5tJKn9W7YQQJNieY6fnCq0Z6En+X4q9RrRA\/vn4RUxtaXDcG0QVX+jBta5ywxLIeZuDKkjDyNra9hERpmitmUHOTqQNMoqZSkqe2NvZLAOixHmqL2\/tuTFPmkYt56B70P24\/eFLvQ\/bj94UHaXb9o3HJgT6nK2fqKjmbCbKwbv72z4ZOGrtl7AaC2ztt5jcmidgd7RgmfI5zqbdF8yZXDKtyADcqbnyecG4c4BOFmdZOHxA30SDihxZB9byWx6TdIZza9lsDa0lwaNxyYEnzOSpOoqFmwmyq2N8T0B+ZoapPb7xmY8K2SwAy+De3SKjqUtcgdQIHVUZULBKlSpUISpUqVCEqVKlQhFxBRHmKBjmtqW5Wv4pFOwLm5RJ\/wAnz1zAl47fifpq8bs7GULnbkKkljGGo\/A956BM6XTOrv2hV6DYbMPqk\/n+euMTsVl\/ZJ\/yfPVxTbbO5jwmGecroSo0Hrr2HbIaTgYmFoZDyDi1\/NWfbvBvS8Y3d6PL+IldH9FpT3Q8z1i3vjNsrOZiF5xJ7ZPnpvFgdAhQt1uQL2vmI6yeyrjvTsUL0gNKp+MFgg\/d\/U1a91zQ9hlpwuZqKDqL9rk5iSquVESaG2pf5qLwGAMvKJP+T56GlW8zelWjbvYrDYaPiSkWFVqONOkagaXHAA5P1ha6PTCs7vGALlVv\/o+W1+Ev8\/z1D4\/Z5i5xJ\/yfPWvjfn6PONnT8D73htlt237Kr238ZhsTHxIiLGldNqa76gZWowDaWmYPjcj3hPVNFRc07LEdTM\/T+VmuGKs4UxJrfkX7D+9TOEUFtRcBXNjfqQkcteYomNLTDzn8jQuC8I+hJ\/Tam3CDC4xELtZQf2Se2T569aQD9kntk+erDu1u+ZiNKc3swMcFk8c9XXVh2e\/sy7vRMeH5hM\/pH9l2psFWFmU\/sk9snz100gH7JPbJ89d7LZQ4z8ibXq8Y3dcNFxFFwRe9QTTaG73RuMDz81FDSvrNJZePdUTosjnIqkWsQW6zbrY15HlEeYorHNbUtysD4pFP4jDlBKD+78VDn6kemfhFQ5paYKXIgwuoXDGwiT2yfPVk2funJKLiFfZJ89V3Zc4SRS3K9fRu62+my4MOitOiOeYsST7t6zq1CwN2gXmSZIERwCLmbXGCm9PSY5jnFpcRFh488\/RYRtbYTweFEv8AyfPUK0yj9kntk+etq7qW82z54Q0EiubWJUWvWHu1ze1WpvL2S5sGSLTBjkTeD9QbnKrqqTGEbbSJg5CdxagZSABdQSBe17ntJpyQqoT6NTdQSSX53I6mHZTeM8T0B+Zp5kuYx+4PiarASYSqUevKFP8Ak+em3kANjEntk+ete3B3MSdMzEAAXJqjb+YeCPFCONgQrWa3VVG1qT6potmRN\/8AGxAImeJTtXSdnT3Fwm1vPHgq+F0vwU\/5PnpppgP2Se2T5627Yu6GHnwXGjdW06rVku9GzxFIQKilXpVi5rJBb1EWmJF+qK+j7Ju4EHg+Bz+FRONQK5AFhpp5wD10NRW0frD5l+EULV0kpfZK3A9P9NXnbspjwLFdCQBfz1QcDJlQH8T9NaFs50xEBibrFqrXO2mx5w10ny6+i63w3vNqUwbuBj5\/daDups5Y4sLhYpGiRsMMS7RWWWdy4UrnsSFQakLqbjzGI7pODEmDxQkfiPhJIjDO2UyDOAxhkZdGZe3sIvrrVc2ZvDPhIhhcVhO+4YyTC4JWROrosNV9VN7V2jPtAJh1wy4TBo2cxjm7c8znt8prBtItLXmIBnfIjrI8+mZ4upNJ5ebG9oj6+EWmw6E2nnEtnwiM3MqPyrOdpjVfMfiar\/vLjVjjEankLVnuPa+Q\/u\/qattOIoTEbnOcB4HCr8VcN7W5IAB80sc5ErW7aJwWLdpY8ymQKwIj+1bqriVQZmv9qrhgN12lVJICBKhDL5x21qXtp0y97gBi+PU8JTTUalQ9zi\/oD4291p8W9uJ\/ws4\/JZhIYhhMsXCyiXh5LE8TNby8z4JGtYLtDGOJpSqGMMxJj+zfqra13t2gBrsaI4oDL3x0bcrZvBzeq9UDHbsPGHlxJBlclm8l+oVhp6tMPDQ5oJgCHSfKATbxPumTpKpaYBF5xHB8AZ8PcC00nBOTKpPl\/I1xgPD\/AMr\/ANNqIjQCYW8v5GhsF4R9B\/6bVuRBXNNitv7mmFQoT1hT+Vcbm7NimO1MXKiPLHI0MecXWJQPrCOwXzeZTVZ3F3jEWhPkpvbW158JPLiMJJZZhllTmrDyj1mucdNU\/W1pFniQeCP9cGIzzjxt33uDtO17TYbfMRm35laBu7uJg42mwxmTFpOkzMbLmhZGUBgV5Xznn1rp11G7gRh8BKjHMI3kRW7QrEA+wVl2728GKjWWDDsIhObOyixym+gPUNTV9wW1I8LgxCh6tfKeuo+J0KlWnsYNxc4RngZPSMevhCz0Pel26wAzaLz9PyZVD3sjAeS3k+IVCwLeMf8AcPwijdr4viGU+j8VRym0QP75+EV1X2fe8R8gAuTXcHVXOGJVxi2NC2HZja4F6uvcbiXCwnERZMVNMOlh4wvfEYUkZgWIATtzFRysSeiciw+LmktErEA6Vtfc43P2jgkabCyYcrMBmSZW5rexBQ3HM6VnXeJzMmQI4EWEcDMmMxmEy9zajJa2IEEzF\/79\/mqV3QNkQnaEcomhc4hmaSKIFRCV0ysDrm01uAb30FRG8+zI4x0LVYu6TuZjIpGx08qNLIc30a2UWAFgOfIVnGJ2jI+jG9WovG0HdYSCI58ZuCPmCDyhz2sYQ5t3QQZm2OPEJrG+J6A\/M05iHI4ZH2B8TU3jfE9AfmaIYC8V\/sD4mqBcpAKdwe+GLjgZEBUEWzC+lazu3sWBsJs9m2VIW4iuznvcmUmKQl2LSBmUmxswHIVHbibPwU0DRzBekturrFVbeDbuPwEkOFhxRaGGTNByJXQqFY+MoDsLHtpVtVlTUPosbDgTOJMQJt8p4Mg5jrVqdRrAXPJAA4Np6Rnp1EeS63p2xLgdoYmLDYd8PGwUnDkrYEqLsojJUBudgaoO1NoPKxLixrc9gbJgMMuMxc3GxM2rMbaWFlAHUAABasg3xVOMclqnS16VVzxTFwBJteDEdbRaci9lXVU6jaPecYBiI5jg8+P15UHtH6w+ZfhFDUVtH6w+ZfhFC1uuWiwfof4n6aP2TthozzoLDMVQtxGUZrWUXubXvqRXfff40vuj56sx5bhWY8sMhXfC72rbpW9dG4Pa3fF1R0SxRbsQoGckXJJAHI+ckDrrO++\/xpfdHz0u\/PxpfdHz1l2GnDtwpifzhPH4nqC3bKuGM3ZmlKFpgA3ELDKSUCC69eua47LXHO9VXeDBcGQRZg+VF6Q5EOA4\/wBnt5waaOM\/Hl159EdXLx6ZxpJKsXZ8wvdtDzPlP\/01q5xcZKQc4uMldY1rSt56s+7W9JhI1\/3qvSzlSVM0lxpoot8dcDFfjS+6PnqDtc0seAQcgrSjXfSduatfHdJGS1xUNtoy4nJlkUh5IYzlsxRZlB4pUNfIMwF9Ae0Vn2ZrX4k3uD564bGHrml5W8Ecuzw+VYUdJQ07t9NkHqST7ThM1dfUe3aAB1gKbw27bcLvl5MrAOwjKkGyhjqSdCQLgW8eP7WlawXhH0JP6bUZFiCxyieW5FtVFrDWx6fLShMIDm0YrYMbjnYKSba9grYmUilBiWXkaIxO0mcWJrzvv8aX3R89Lvr8aX3R89XFRwEA2Vg8gQlsaMvPHGrBTI6IGPIZ2C3PmvVjn2PO6giTOGhMyZBnDMJeHwLoxHE1U2F\/CAtVcGL\/ABpfdHz10cafv5ed\/BHPt8Pn5aBUcBAKgOIEBSG0tjmGEuXzFxFpaxGeGKft1txSp8q+Wwhj9SPTPwinppCyG0rsFIJVhYam19GOteYZyqZuI6gtayi+thrqwqihcbPxGRw3ZWybr91PgxBDlYDkD1VkHff40vuj56Xff40vuj56h7WPADxjBBII63HXkeXRb0tQaYLYBB4K1bb+8j7T6IkRBmVOkQFXMGa5uR9m3lJqjYXc+SQIXZ4swkLB4iMuRlVbHNZgSzHWxAjc2IsTB999XGl90fPSOM5\/TS68+iNfP09aGtaxu1ggZzJnqSbk\/wDFFWs6ob2AsAMALvb+E4UvDzZsqqM1rXuMwuOo62I6iCOqhsSbcP0B8TUsbfMCXL5gGu3PW\/PU\/nTyyFFUGVxcXAVQQASe1h2VKxRmzN4JIhYMfbQe0tpNK4djcivO+\/xpfdHz0u+\/xpfdHz1cvJ\/BPutDWeW7CbdFbtkzYibD3SQXyyFUuMzGPLZFFwS7FtAAeXltQL7tSSSAO0igxJKS0LAhnkRDHbNYkCQNodRpYHlAjG\/jy87+COfb4fOvFxluU0o1uOiOfb4fOgvJ\/APeMofVe+ziSmtqJaVhcG1hcG4NgBcHrHloOiMWhDkE5jpqeu4vQ9UWaLA+h\/ifponC7JdxcA17syLMoH4n6a+gdyd0IThTI46jb1C9Vq1hSYDt3EzAmMXJJ4A\/lN6egx4L6hgCB1MlfOGJgKNYinMFg2kNlF6v21dxcRiMLiNpqUESM5SPXOY42Ks\/K3UTbsFS2ytwptnz4N52R48Syxsq3vHIy5gpvz5EXHWKs6oxoLswCY5sJj3tOJUNoN7bYTaYm30n85WY4zZjpzFMYnlH6P6mre+6hunEkYdBoQfaKwjaK2KjsU\/E1QyoKjd0QQYImYMTnkEEGfso1FFrA1zDLThcbQH0r+eidhwB540bQMQuvlNNYpgJmv21oG7+H2ViYCk2IWCUC6OTazDlzqznim3eZsRgTHiRaw5+hRpqIqOyLXg83wIm\/wD3hakncww3Ay\/tMvPqvblXzpvBhRHiHjXXKbaVtSd1tFwne+ZTjR9AJNOAdLDEZvs21y876eWqft3C7Kw0IWPEriJiLu4Oa7HnWNJ2xwY4uO6Orr\/7d42HWPCBYpotfWY7tCBBzbgGRbraJ6WuVnOzx9Ivr\/I1zgvCPoSf02p\/DMDMLeX8jTGC8I+hJ\/TatiuYVxCtyBWjbH7m8uIw5lRb2F\/9r6dtUjZWyHnYKnPqrctzdq43ZUGTH4Z2w3NZ4lzZL\/eLobctRVar3MADSASZ4J23wD1MA2mMdU7pqfcLiyek48fWPzE5puVuJNjOKQDaNip84vp56gt59jnDSFDzBtWw7kb8QJHiYsJh5cRiJcVPKkaLZcruTGzsTZVtas+323b2hnafGAKzEtlHIX1qKdVxftdABFhaZkRBNzaZnwjlXdSBpkMbjByY5J8vAdfSlwfVyf5firz9kPTPwiu0WySD0firwH6If9w\/CKsuepDZOwZJvBBNDbX2VJh2yupHnrS+5FvPgoHtiGVDYgM3IHtqT7uuLwM+HilgnheUPa0bKSUIPMDsNQ6oRULNoi0Zk2F+kSYPSDfhOPp0xTETMTPE\/wCsR\/OY81lux925p0LqpK9tiaA2js9ojZhavpHdTbuysLs+FTiYB9GC4zKWLEdIEc79VYbv3tiGedmh8G5t5r6UU6hc4tLRETN5BtAM2MzxERF8ofSpimcgiBfnrA4j1+arWM8T0B+ZrrFjSP0B8TVzjPE9Afmaktn4XiSRL+4vxNV2N3GEq1pcQAo3vV7XsaHIr6i3Y7n+FGHXipmZ1ufIDyrGO6puj3ljRHHrHKA0fbzsQfLes2VG1LtBAOJi\/ti178Zg2W9Wi1pIa6SM2+nX5eEqlRQM3IE1y8ZHMV9Obp9zTCw4ZFlXPIygsewkXsL9lZR3U92VwsxC8uY8xGlS17XO2QRMwbQYvgXFpI8MwbKewaWna6SMiPoeY9PBZ\/tH6w+ZfhFC0VtH6w+ZfhFC1KVUrsyXKoP4n6a3\/cnfGIYUxueo29YtXzsD9D\/E\/TT+G2q6CwNVq0hWYG7tpEwYnNiCOQbeyb09drAWVBIMcxcK6bW33xGHw0+zEyGF2cLJrnWN2zNH2WNyPMaltj79z4+fBpiAix4VldsvOV1XKGa\/kvoO2sqxM5c3NHbGhnYkwqWsVBsRzc2Ua9p\/I1Z1NjgW4kETzcRPvcDEqG6gdtvItMxb7T+Xlbb3Td7o5IwiHQA+01he0WuVPap+JqkpcLiZeGLD6V3iS7oLvHlzIdeiemlr88wtUftPDtGURxZgguLg6NdlII5gqwPmNQymKbdsySZJNpMRgWEAAKK9Zr4awQ0YXmJAMzX7a0Dd\/aOzcLCWkwyzykWRCL3Y8qzvaB+lfz0RsPEBJ0dtcpB9lWcwVWdmZv0MT4HqDyEaasKbsC9p6XuRj88JW5p3KEOD45CjHn6cfcg2uIMnLJbS\/O+tUrbu0dm4qEFcKsEy9GRQLWYc60tO6lh+Dmt9Jl\/y3tzrCNuYCWScyKlhK6qCSAM8i5kBudCV19YrGm3c4PcHDbHVt\/8AW4uOoFsJp1SpRa7tADJxY2IN7ekT44UThlAmFuWv5GmMF4R9CT+m1S+E2DiBeVo7IhcMcy+JdWsL3IBDajToN2GojBeEfQk\/ptWxMrmIvZW1XhYFOfVW57lbGxm04BJtDEyd73suHjOQNYftGGpHLQGvn6F7EGtD2T3RpsPhzEjEAi3+1qrUY54BaASOsAxfBI4MG3GOid01TuOaXx06ePrHp6wrxuTuTh5IsTJhZpMPiI8VPGksbHRUciNWU6Mtu2s7322\/tASNBi3EjKSucddtK83E3yxGGd0jJJmfkPGdzYeu9R+8XHxLtIU\/Zme+ZdY8xUuNddQfZUU6bmv3OgwLEwTM2iZIgTOPDlXdVApktdnAwY5B4g+v3r8Zukh9H4qQ+qH\/AHD8IoqbZ0sUTM62DCOxuD4SJKvLtSRD6\/IaDv8ARD0z8Iqy561fuQ7uYKZ74hFfS4VuRPlqT7vK4OLDxRQxRLKXuSiqCEAOhI7TWSbL25JD4JtQ+1tpvO2ZzeodSmoX7rGIF5EACOkSJtmTaSSnH1aZpiJmIjj\/AOvwZi9oX0nujs7ZmL2fCTh4COGoe6qGDAam\/O\/XesL392XBDOwh8G5t5r6Uxu5j8WEKwgsMwW1wLswJAFzropPkAoebB4nENGQoPGzGPpqM2Q2YanQ30sedFOntcXF1oiLzxBPFotEzM2mEPq0zTIuSYN+OsHx9LWuojGeJ6A\/M1JYHFcN4m\/cX4moTasDRsqMLMqAEaHtIII0IIIIPWCKZxZ0j9AfE1Xa7aZSrXFpBC+lt1+6FhThlErFWRbGw5gcqxnuo739\/Y0SJpHEAsfbobkny3qm98ta1zTBNUZTbT\/aTbExb5SYxfjxutqtZrpLWwTn+unz9rL6c3S7p2FlwyNMSsiqAwA0JGlx2VlXdQ3oXFykry5DzDlVKwmBmKGRFOWzte4HRjALmxPIZh7afj2FiZHyBQWMay+Glsj2yte\/lFS1jWuDpJiYFoE26SbWE4HU3Vv1DQ0hrYJyfsOAeflCj9o\/WHzL8IoWi9pKRIwIsRYEHmCFFwaEoSqIjnAGVlzC9+ZGtrV7xo\/uv5jSpUIS40f3X8xo3Z+22gvwc0ZJU3VyCCt7EHq5keUEilSoQjDvXNcHKgIvlOSO63tmIJTmbak35ntqK2jjTM+cgDoqthysoCqPMFAHmAr2lQhcy4pGJYx6nn0jXImj+7\/mNKlQhOd+La2Q++akf+p5cuU9JLKMjEMt1UKHswIz5RbNzpUqklC6l3rnYMrahg1+Wpe+djYXu2Zr9udu01CQS5Te19CLeRgQfzpUqhC740f3X8xpcaP7v+Y0qVCE\/hcYI3WREsyMHU5joym4PLtFSS71TdG\/SyggFrMchbWMlgSUvfok2sSKVKhCDx223lj4bcuj2ckRY1GgHJI1UeQUFFOAuVlzC+bmR1WpUqEJcaP7r+Y0uNH91\/MaVKhCkMBt14ARDmjuQ11cgg2IBB8zEHtog70SroFQasRZY7LnAD5QU0LAAE9dh2V5SoQovaWOaZzIwANgLDlYCwA8gFgB1ACue+VIAZLkC18xGlyf\/AJpUqELzjR\/dfzGlxo\/uv5jSpUIUngN45YVCx3VQScua4Ia2ZWBFmU5RofLTkW9Mq5bAdEZRovgfY8HwNT0eXSPbSpUIUNipy7FzzJv2+sk8zTFKlQhf\/9k=\" alt=\"La funci\u00f3n de onda, su ecuaci\u00f3n y su interpretaci\u00f3n. Postulados. \u2013 F\u00edsica  cu\u00e1ntica en la red\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Funci\u00f3n de onda de Schr\u00f6dinger<\/p>\n<p style=\"text-align: justify;\">Algunos de los f\u00edsicos te\u00f3ricos m\u00e1s famosos, sin embargo, protestaban de tanto empe\u00f1o en la experimentaci\u00f3n. El astr\u00f3nomo Arthur Eddington (ha estado en estas p\u00e1ginas muchas veces) se cuestionaba incluso si los cient\u00edficos no estaban forzando las cosas cuando insist\u00edan en que todo deber\u00eda ser verificado.<\/p>\n<p style=\"text-align: justify;\">El premio N\u00f3bel Paul Dirac incluso lleg\u00f3 a decir de forma m\u00e1s categ\u00f3rica:\u201d Es m\u00e1s importante tener belleza en las ecuaciones que tener experimentos que se ajusten a ellas.\u201d<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Viral | \u00bfSe puede resolver (\u2202 + m) \u03c8 = 0? Conoce m\u00e1s sobre la famosa ' ecuaci\u00f3n del amor' | Ecuaci\u00f3n de Dirac | Matem\u00e1ticas | RESPUESTAS | MAG.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Dirac dej\u00f3 este bello ejemplo<\/p>\n<p style=\"text-align: justify;\">O, en palabras del f\u00edsico John Ellis del CERN: \u201ccomo dec\u00eda en una envoltura de caramelos que abr\u00ed hace algunos a\u00f1os:\u00a0 &#8221;\u00a0Es s\u00f3lo el optimista el que consigue algo en este mundo&#8221;<\/p>\n<p style=\"text-align: justify;\">Yo, como todos ustedes, un hombre normal y corriente de la calle, escucho a unos y a otros, despu\u00e9s pienso en lo que dicen y en los argumentos y motivaciones que les han llevado a sus respectivos convencimientos, y, finalmente, tambi\u00e9n como todos ustedes, decido seg\u00fan mi propio criterio, que no obligatoriamente, coincidir\u00e1 con alguna de esas opiniones, y, en alg\u00fan caso, hasta me permito emitir, la m\u00eda propia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTfJhIUQuMU8cJJZ_dIp7Rjmk55LOj9oJB0nxOwQA7whv70BlSqKDl_Tj1jI-f3RtSJYak&amp;usqp=CAU\" alt=\"Teor\u00eda de cuerdas |\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSLzg4TNL3S85Nn83xbTn8yE4IX_vdpGQuNumEEgN8V_v1JAwK2_iJntQoAfJbzBrWg-jc&amp;usqp=CAU\" alt=\"Importancia de la Teor\u00eda de Cuerdas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRGQdMoak9aS9JqCFwHJVFzvwprwLTx5bRd_h2WdIzNHgNYT7lwN5rosLrXFUpQ9JtmujE&amp;usqp=CAU\" alt=\"Mi charla en Desgranando Ciencia 2018: &quot;50 a\u00f1os de la teor\u00eda de cuerdas&quot; -  La Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQWbLQiWIfhbZADdXepSE45AtGHP0SAUV2x2hCYDQxkN_E5C_czWa2dshiULLHjwdh2lIY&amp;usqp=CAU\" alt=\"Supercuerdas: \u00bfVeremos por fin una teor\u00eda unificadora? - NeCLO - Ciencia y  Cultura al M\u00e1ximo\" \/><\/p>\n<p style=\"text-align: justify;\">Suponiendo que alg\u00fan f\u00edsico brillante nos resuelva la teor\u00eda de campos de cuerdas y derive las propiedades conocidas de nuestro universo, con un poco de suerte, podr\u00eda ocurrir en este mismo siglo, lo que no estar\u00eda nada mal considerando las dificultades de la empresa.<\/p>\n<p style=\"text-align: justify;\">El problema fundamental es que estamos obligando a la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> a responder preguntas sobre energ\u00edas cotidianas, cuando su \u201c\u00e1mbito natural\u201d est\u00e1 en la energ\u00eda de Planck.\u00a0 Esta fabulosa energ\u00eda fue liberada s\u00f3lo en el propio instante de la creaci\u00f3n. Lo que quiere decir, que la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> es naturalmente una teor\u00eda de la Creaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Arno Penzias... - A hombros de gigantes. Ciencia y tecnolog\u00eda | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">Fuimos capaces de predecir que el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> produjo un \u201ceco\u201d c\u00f3smico reverberando en el Universo y que podr\u00eda ser medido por los instrumentos adecuados.\u00a0\u00a0 De hecho, Arno Penzias y Robert Wilson de los Bell Telephone Laboratories, ganaron el premio N\u00f3bel en 1978 por detectar este eco del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, una radiaci\u00f3n de microondas que impregna el Universo conocido. El que el eco del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> deber\u00eda estar circulando por el Universo miles de millones de a\u00f1os despu\u00e9s del suceso fue predicho por primera vez por George Gamow y sus disc\u00edpulos Ralpher y Robert Herman, pero nadie les tom\u00f3 en serio.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhMTExMWFRUXGB4YGBgYGBgfHBocIBwYICAYHxwgICkiGB4mIRgXIzMjJissLy8wFyA0OTQtOCkuLywBCgoKDg0OHBAQGzgnICczOS42LjAuLC4uLi8uLi4wNzAuLi4uMS4uMC4uMS4uMy4uLi4uLiwuLi4uLi4uLi4uLv\/AABEIAM8A9AMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAAABQQGAgMHAf\/EAEgQAAIBAgQDBQQHBQcCBAcAAAECEQADBBIhMQVBUQYTImFxMkKBkRRSkqGxwdEHI3Lh8BUWM1NiY6IkgkSy0vEXJTRDVJPC\/8QAGgEAAgMBAQAAAAAAAAAAAAAAAAMBAgQFBv\/EADARAAICAQMCBAQGAgMAAAAAAAABAhEDBBIhMVEFQWGhEyJxsRVCgZHB8BThFjIz\/9oADAMBAAIRAxEAPwDn3CcKly3bWEzFeizT3CdkXYSFtMP+zTfy\/qKq\/YO0GxYkwAjknoAs12bs9aw7tkW6C8TGomN4kCfSnQgnG2Ys+onDKoqqoqGH7A3nMLbsT5sg\/Ktp\/Z1iNf3VnTfVf0rrmG4AdyYH3\/yqoftVx17B2bYwjXDduNl8K5pEOSZAJUggRHU9KrUb6jVPJVtFExvZBrIU3Rh0zGFzMgk9BI1PkKgcW4OuHcJdW0GK5hGQ6SR+RqJ2W4Tib+I76+t0ldczhpn4\/GvP2rx9Jw8Gf+mXUHpcvD8qJQSjZMcjc9h5ks9LfyWp2E4H3gBW0uU+8VUD+fwrDsB2eV1+kXFDawikaCN2PUzoOkHyi+90eh+VcXV+IPHJwxq2vM5+r8SeOThjVteZVE7Jjn3Y9EB\/Ssj2STqn\/wCsfrVpWyx5H5GsjYbofka5\/wCI6h837I534jqnzfsimXuy5GyW29AJ+8Usv4W2hyuiK3RgoNdEKHoagcV4VaxCFLqz0b3lPUHl+dacHik06yK17mjB4tkTrKrXp1OcKq9B9myawwlq2XvglBqsGF6awNqTcVwTWbty226MV9fP471CruJpq0d9NNWi6JasiZ7s+oTSs8lnpa\/41R6KkkvGSz0tf8aMlnpa\/wCNVHDYN7hhVJ\/Aep5U7wfZqYNx48h+p\/Sockuo7Hp8mT\/qhnks9LX\/ABr1bVk7LbPoFryzwq0uyqfM6k\/OpmQAbR6VXejZHw5\/mkRvotv\/AC1+wP0r36In+Wv2VqSHETWsk+nOrQU520ugx6HDHhyfsajhbf8Alr9la8OGt\/5a\/ZFbPSiKdHE2iktJiXRv2NX0e19RPsj9Kxy2Olr\/AI1JaOVY3bFth4kDeoH5\/iKh4pVaFS0sfKRoyWelr\/jRks9LX\/GoeI4JaaSsp6aj5H+VKsXwO4slYcf6d\/l+k1RxceqEz0049OfoOzh7X1kHwt+Xl5feazt2rI37s\/BKpZFeVBnN+I9to2zH8a8rTRQBb\/2Y4fvMcLc5c9q6sxMSh1jnXRU7Mm3ibKXSGUsWhO8QtCnXMuoOo2PlzrlnZXG38JeXEW7RchSBIMEMIp\/x\/tfi8YEF2xlyyAUUzB5GSegp+OVKmzFqMLnNSS6HRe0n7OLZtd\/h8fdtKQNLxZ112XMPEupjUMa5\/wAY7BcTt3EsLae5c9rPbcEEc2LSMgmVGaNttTWL9tseUNsC4VMEhgzSR73iY6ny08qy7P8AbjG4MXO5w1ubm57ojWZnRoJ31M1V1XUYt\/Ys\/Zr9jtxgtziN47g9yjFjHRnmB08M+tVj9t2FS1jbFu2oVEwqKqjYAPd0plc\/atxUgjuU9omTbJIBM5NwCBtMT51Uu13E8Vj7qXrtkhlti34VIBhmaYk\/WI+FVdVwXju3Wxz2A7RKifR7rBdSbbHbXdSeWuo6z6Tfcx6muGDh17\/Lb5U54XxTHWAAmcqPdZZHoJ1A9Irj6vw74snODp9jn6zw34knPG6b8jrQuHqfnQbzfWPzNUOz2yxQHjwgPpmX8ZrP++d\/lgz8z\/6a578O1Hb3RzX4bqV5e6Lz3p6n51B4pxe3h7ZuXWjoPeY9AOf4DnVFxvarHPIS1k81Qk\/Npqt4qxibjFri3GY8zJNacPhUrvI6XoacHhOS7yul2XU08VxrXrty427sW9PL4DT4VCqX\/Zt7\/Lb5Vou2ypIYEEbg120klSO8kkqRrp7wngZaGuAhTsuxb9BW\/sjwUXmN1\/8ADQ\/abePhofiKuYwmZjIAUDlJ6Rr99btPo3kjufQdj2p3IW4fDqgIkKADoup\/Qa\/jXt2QAY0MxIifx0n8Kb2eEI4EBoGrEz+FPMRw5by5ywCAQE1jQRHlBGk+VaH4fHzX3s0f5zTVP7FGW7rWS3h\/XxrO\/ZAk+cRtPoK8tYYFokAASSfWky8Nt1RqWt4tmeGt5jJE76Ty6\/10rZg+HtcdV+sCRTPh2FVW1iMpGvvTz8hVw4BgbSxdeJ2joPKti06xxSoxZNS5Pd3K1f4B3YywCBoWnVjzA\/077Uvv4S2o20\/r4xXReJ2bJQ3BDBehAI9Ov86pnaC0pKAaZlmDy8j8qZFblwhScn5iK9hl3RhBGxnT7qhFCOs86n2rICzmO50jl5+v5VleVBJUzETAMeo+dDwt80WWXa6IDWTv15g1gU6GfT8alNh5ggz5VGxKG2wUkTHI0meFry4HwyevJB4hw1L06AN9YRPxHOqrjcG1psrD0PIjqKuZv67ijF8PF5Ch0+qeYNZXpVJPauSueN8vr9yhUVtvWWVmUiCpII6EbiisBjLFg+LWRaRGJkAAiDuK2W+MYddpH\/afP9TVUpxZ7OYpkFwWHFs6h2hVIIkEFoEHkdjQBe+z+CtYoJkukFzEkAKhgnxEnbQbD3htTfG9irtsD94hJMQssNRIMoDvB3Aqr9k8JiMKxJRiwgm2kXCR9ZVSZ3E\/Hzq3drO2l+zhxatW3t3ryFVuXCEhfeKTEv7o+rHWBUuk6\/gtt+W\/5\/goeK4tatu9tiQyMVbSdQYOtaf7es9T9k1W3wN0b2208jpWl0IJBEEaEHlUFS44TiaXWCWw7sdlVSSatWH7M3CoL+GfdEE\/EzA++lPYfEWrFgMLLPduElmESFBIAVoJAkGRGp3OkU9HaRQT+5J1zauMwPMTl25bflGDJroptbXadcV08+pfL4R4rmSenilFq7bVv9L4JS8BsAAFHn3jnzGegACjWfOoPG+GWrFkOAuYuAM7sogmNDOvXYRB5a1KvdpMgbLaJzwYuAELEwRM5iJiTy5a6aMHx52IJRmYe8gGvOCoAHWPI+QrPpdVWdOSe2\/N+XnaE\/8AHPF\/g\/Fk7a\/LuSb57p10FLYVQlp7pWwLs5c1wN8SMo8J3zAkba6iYXE\/3AzN4k2zp4lkGIJG2umtWW7xSywbvrdxswKGUA8JJOSc0jltHsjapWEa047m2txkcHRrRKKHJJzGdBrl5iI1NdXVa3RpXjb+lOvcUtF4riW6WJtLryqr0ZzdeKYYEETI2MGkXE7we67LsTp8hUntBhUtYi9btzkVyFzbx0NLKmLUkpLzNLi06apnVOynCZ4fYcEeIsxAiSc7Lr8FFWjA4LwiGWZ1mP0pB+yPiC3cNdwxaLlmXQaHwMRMA7w0z\/GOtPeLB1ti9bZSBIYAQZHM6aSPhpXo9LnTwxj2FbXZJfDqSFLggGfDM77HzqS+GtIF8cTymesA8t6pGF4ywmI13J\/rT+dSLOJa7OYkR0p9p\/mGqG3qi3js3hLocm4JGikmNfIdN6Qt2ZtWm1xFsKTEmdfu5UvxWMOgzAZSdpg9PWomJxFxjq2ZefltptvVoXF8z+xE+iiolxwnZuy0M2JtEbQGMHbnGtNbnCbboAuItATyYxFUvAYgr7TLqfD1PL7v0ra151Yg7RppS5Jt3v8AZFse1cNFrTgVuQRiLe0EZjH9TUbinZ20TJxFkHoW5fAaVTMVjbtsrLHUSB0Bn5Hn8awxWJZhuSCN9ZG2tRFSu9\/shs5RSpIuDcBtAGb1jz1M\/OKUY3s7AbLdsa6xnGY+g\/KovCbBy\/vGhQCfFEnTpvy6cqxvYE55DApOjH8Br8KbFtPmXsZ3JNVt9xk3ZebQcXEJCjTN19OelI27JXHaCwB+P3+VObnEEtoiSPCdOnqfKk2P44wuEqTrHWBVfi1ds0vHJJbX1PF7Hvp4lgj4771vw3Zgq0NcDQIPlzyjry286snBwt63me6qga7ww02A57HateEuWr+coAAsks0QoHvE+k\/Kp+Mub+xl+eupyLtzh8mMuDQSEJAPMos\/Pf40VA7S8R+kYq9d5M3h\/hAAX\/iBRXn8mWO9gKxXYrjMbSrEW7FtLQzkhWyhVZzECAQCNdYEVzOzwNmRXzqAQDz51MxeCv4hi93EG428uXO\/SdtqTCe0JRssw4hZQ3HFxHRQiiEzBJztLtsZaQBmPszHRVxrjOHvNYZe7lLKKQtpbaBzq8Qo0Ukx106TS6x2busVti4sMwEeKMx0BOnnv5mm\/an9nlzB3mtd6HKwQ2UjMhiHiTlEysSdVNVeba7ZeMNypEDD4VgjNP7y6REGQF1MkmRpEnpApPxo+JBmLxbHiO5ksZ++p1ngN1TK3QD5Zq9xPA7txizXFJMCYjYADYdAKvLJuVUUSpjPsT2rGHizfJ7mTlbLmNuSCQOeViNY9YNdPwGPtXbQeVdte7dSGgHMCc0DKQNCCNIHrXGf7uP9dfv\/AErdhuD37bB7d7Iw2ZSykfEa1zNToYZeenN\/36ismKTbnCTTqrt1T8qOrd\/+5W2wzAEgd5lY6DWQZzaQwOp31qs8TTvMUyvYvvZtKFAUuRMp4tH0EQABJ250ks4ziC7YqT1YBj82U1tPE+IGf+qXXT2E+7wabDbpW7R48OnySnt6+XZ+nQ58dPrIqt6cfJbmqfcvGKueGGCiAPA4LAaDw5QCWZdToZOg5kms8U7WXcM7TfFyNbVtQBkJUiTDHuxrsTmPRRrVdxljGXQRcxJYHcZmg\/AaGl\/93X+uv3\/pVPh43GSlFNttttW\/0H6TSZcUankddk+FYrxWKa7ca5cYs7sWZjuSdzVg4Z2SF9QbWJtFj7pzAjyPP7qVpwYnTvB9l\/0qHicOUcpuR0p+KUI8Sja\/ajbOMpL5XXuWmx2c4hgry3bW6+\/aZWMHQjI3iOnIrV44NxBmzYfFMbd+3owYZO8SYzrpEgxIOmoOgJildi24hfurasXbh0hVZyUUmYJBkKFALnTZI3IqzftB4vavYfDC1cNw4J+7a+RlN3woCUIgFSRl+AOx10wyxx8wtejYlPJuqTTXon7mXFOEEEt7KhiIMAgz0pUbmQgA7HkdDSqx21uiEumQoABiQRGkg+XT5UxtcVS4JWD6Hb4Hata1MJdHTOjii2uOfQY3MOHBykK86CZDDp5HbQj0rAB8oLD2TqSOXQ1qGMtxrbJPUGPT1869+nLPhBA5gkn+vlTVkXcHjl2Pbq5iQTFwaACddtZ2Gk\/MVuwuLuCSCGy6xz+dQMRis2p369fXzrXYuMNiR+dKnqYw5Y6GmlM9xOLa40kmsrF4Kwnlz1oFv514UX0rB+I8mx6JMsOL4zakFIBESYOU\/Hf+dRuL8QS4g8TtdLSeShY05amkd1pjeBsNdJr0NrT562Th8q5FY9BFS+Z8G27dY6\/ASSesmTWiNddzWzw84qFf4zh7e4zsJ9k\/cTsPxpOLM5\/+jL54wxL5S1YTBteAQXBbtL7Tk5RA96Dq0\/15V\/tt2tt5GweCI7owLt0CO8jdR\/pnc+96b1XiXHLlyVHgQ+6Cdf4j73pt5Upq+fVb\/lj0OQ6PKKKKxEDrC8eZEVcgOURMmtn95G\/y1+ZpFUjC4YuYG3M1DaStkpNukW3gXFCXtXWChFuKzgC4zZQyyfCpE9ATXY+1uLsYzAYi+uTOoWLhAkKrBomRoQ5jWPFXHuzXBrZ8NxnyFhny5szKfc0Og03j+Vw43ibA4a1mwWTvHhy6QSJUeAA7wkSeUeVYcmVSlw1VmtYWkvlf96nOsTx9lZlyAwdCTrHLQEgfM1r\/ALyN\/lr8zUHHcPKSw1WfiB50vrbGSkrRllFxdNFx4Nib+JY5LShV9tyTCj8zAOnlVnw2EQDNlzCNWPL4bDkferT2IZRgkKZJDNnJnfMRy\/0lNelPmzhWKm3lGoGV5+IzDWlrUqMqcW+a9DBqceSfTIortbTNGHRiJATT3QN+mgGkb6zPlywvqSvs5WiA2mm+sc+XSpFp2IzW8gJ5sDJ1OnLrULiPFQjFWGY81XkNBzI01pkc0pZNsYswx0jcN7yK+1\/cjvh\/DmYZ43hQNNNZ0nrE\/hqr4phriIXtKGA3VpBO2qnZt9t\/um02rLR4UBGh9ogETJgwT1nlWOJKRqE3BUBpM7aAga6xUPUxctu139Olj8WPLBblJNfVc\/RHMf7yN\/lr8zUzh\/A2xljEYlCBcRxKT7mWSfX9DSrtMF+lX8gAGc6DaecfGa61+y58ItlrbplIt2y90DUsbt1MsxI1iCNNTOlL1GVwhuj14\/rOxiSk\/m6GrsfdjCdzY7qWQLfR2uJcViFJIYZC9tmAJAce0w8UAUk7VKgcBrlj92TNhmUCSPZKkyIJOu8nyFWDtN+zmWN3B3shJIKAMqzEmCBl2OuWBvtXO+IYPGIW1V53Km3\/AO49edSsjy1JNr0KLGsdrhr3K9ixrvOgE+gA\/Ko6uQZBg+VMLnD7mU3LnhXrMknoInX1jnS009lUM8Nxq8nvZv4hP371PXtKTGe2PVYH5fnVdoqVOS6Mcs015\/vyWhOP2uauPgD+dbk43Y+sfsmqjRUNt9R8dbkXb9i5Hjtj6x+yawPaGyPrH0H61UKKXsRd+IZfQs9ztInJGPqQP1qHf7ROfZVVHzP6fdSSirJCZavLLzJOIxtx\/acny5fLao1FFSZ22+WeUUUUEBRRRQB7U\/h2NCGCJB+78yPKl9e1EoqSploycXaOkdknWCwdGYkDQjMJjdTqNhv18qbcbRWtRcLeHUAlYkztA\/0jnyFcimjNXOn4duyb1Kv0OhHxCobXH3H+NxaBSM0mCIGvLnVforyt+PGoKkYcmRzdsa8H4u+HYwA6NGZG2b9D5\/jV84X2owzjL3ndzMrd2G3v7EesGuYGvKuZM2mhl5fXujsmDxSlQoOdRpKkMI9ROvx1rUyXO8N2VHujNG3rrH8x8OQzRNMjOm3XUxvw3tL2\/wBnYeIccw9u3DX1zTMKyz11AkjpoPhVJ4x2nUk9wpzHe424\/hB200zHXyFVSiqJtKh+HRY8bvqwq3dme0C2Q\/hJz5cwDQfCSZA94anSdJ+NVCvQapKKktsuhuhNwkpLqjt2G7ZrdAW3ci7vsFZR0XmykVRe1PHrnflMluVUBmC6s0AltwOcaADTaqguIYcz8dazuYxmMtBPU70rFp1ilcXx2HZs6yxScVfclY7iFy4ArvIXUAAAD5AT\/OldZsxNYU8zJUFegV5TbCccu20VFCQoYCV1hpkSNY1oJPcPw+ycpbEKJ5RqP3ebXkPH4NfWtycIsH\/xlvadVYRrEa89tBNDdpb2+W0NQdLa6x+A5wIrA9ob2hi2I2\/drzBBERsQxHxoA9HDbEH\/AKpZBPumGAaBHQxB108W\/hJrH+zLOn\/VW9yD4W08JM+YkAep8ql4btDcY5W7pZHhORYDT7x5A6gn0J2NabvaK+GErbDISI7tdOREcvT4baUAeLwiwSIxluDO6kGB5flz0pPeUBiAQwBIBGx8\/jTT+8d7xexqZ9gaaAADoNKyPaO9tltREQLagfIfKgBJRRRQAUUUUAFFFFABRRRQBJw2DuXDCIWI6D+uh+VO8Jwq0UUXbOJFxZz5FEGW03OkKI23PPakuEx1y1PduVmJjyn9T863\/wBs35J755P+o\/1\/PWgBn\/Z2Ggnu8WYJB8C6ETInXaD8vnja4fhyom3it2EhJ1BO\/KQI0HnS5OL4gaC843OhO7GSfUnWtuH4ziVPhvONS2\/MkkmOckn50ASbmBw+UkJixGmqKdZG508+nKt39l2czKLOKiJllAZQpYPA0B1Noa9W2qKvEMSRBvXI6TUi1i8Rmzd9cmCAcx2JBj0lR8hVtpFmvGcLt92DatYnPmjxoI8xprI\/P5KLuGZYzKyzqJBE\/P8ArWrhgsRiDcSbrwziRMAgkAiBoBGkVBx1u7eYZy1xthpry5AanQUbQsX4PiT2LShQhzszQyzpGSZ84cf9tZf3kvZi2W3rAjJ4dC52mPfb7juJprieyGMdgqYa4QoCDw5RIHi1aB7RY\/GsU\/Z5j23sqn8V21+TGoaJE17jjsrKUtAMCDCCfWeo5dKU1dv\/AIaYvWbmHHrcP5KamJ+y65s2Lsg7GA5g9NhNQBz2iukr+y5djjVB6Cyx323YVNsfssw8Ati7jEmBltgfix\/oGppgcporrS\/s2wQJm7iDGmndjX1K1Isfs94eBmPfsvUuvmeQ8vwqAOO0V2i52O4WsRZLT1u3B8YH9aVKThXDbcgYOycsiWOYk9fFJI3+6gDh1S8Lw29d\/wAOzcf+BGb8BXdeH3rCZAtm1bU6nu0QGNQIkRuPwpgxvBc2rDLoE5E9QNtJ19KsotqyG0jimG7CcQf\/AMMyjq5VQPmZqyJ+ze46r9IxNq24A9jM5ZYETsMwHOTIjprcsTecuARlEgGSBEASdT6npvUW7jSwzNcAAJMbgE6wCNJgbTyqGiSscX7M4HBWg5z3rrEBO9ICaas2RYJABG5I8QqjcYsBWDKIVxMcgQdQPLY\/91XLtjxR7N60LNw51tEnwIYzjMTrm3QrMgRFVO9j7hw7W87Ze8UsJMNKtE9Yyc+tDQCeitlxCNwRz16HUH5VrqACiiigAooooAKKKKACiinOD4sioqHDWXjQkjxNrOp36bdKAFKCmOFw01LbHW7i5fo1tP8AUujbjYxA2jamPD8Lb0gsPVQR8wZ\/41eKIbMcHgppnZ4ZtpTbAcMmIKn4x\/5oqxYPg5jVT8qakkKbInZLs6rublwSluGI2lifCJ6aSfSmmNx4sEi2UtrAgKABMx7o10B3606fBm1hNAZdpP4f\/wA\/fVE7VAgWgMviYjV0G0ef+uhpOLZleoa1Cx+VFrsWy1jOWlmEyJJ1MDeOpqL9JSRlJOpC6Dm0LmOaAZjSOc0+x+FyYe2ijQpAE+ROnxpBh8GkZGyKGZQYOic8x5k7b9By3e8SlFJGiM6tsiDHAmQzEDxEwPZG8mZ5ee9Q8Lj82gzEnTcRqd9t9T8q1XgRbe0GVmgZIIMlmKxHQqQQN5bny18LdggCssatAI0ZQAWI1OsDQ8zI5RmcPmodfBK\/tFZb2pJMeNfhy2j8qmvxMLlEEjSFD6yN506k61XsMFFwLK6nSG1kzEaa65elasZfJdmDrGZtZ13naNNPwNQ00T1HnFOJIICj2iWgtsJI+Ox+dZWuLhrDAoNiogtHNtp3ld\/MDoKS3IuG2rXUTKACT9YqGnRdtRMmdRyprwz\/AOncG\/YUZiADrmnIsgwSskGdgPTaq5YGzCX2nxW1tiJSVZi2UE+0TpHM+Wo3iIb2QK+a3yB0tyGMxodcsc6xXHhbhuXb4zC0ozIXLEZgBmifEVWN9iNq8W0r3Mlok5ioBl28DFYGiABmGY5d\/smiuAJFnjIW6SzOSsghQg8SiAZO4LTIjbarXiu2VlFACKQwzAhWLDYRqYJGvPlXMMTcQFib1oFWYmRcLEnkRl1\/AeVTGuf4NvvcrqJN5VXTQuqrd7xUiG2GsjfYVeMqKSxqXUnXr+e5dcscltQCSBmUOcphZMhS7c4kjrSXGXFDstt86zCtEZhyOWZE9K1XcXaa3cuZmlmVCFtqgAAJnRiJOQE+Y860YbG22uWh3Z8JHvKJAMksAmvPnSm7djBV2neMRc9gSfCylixTVQDBy6rpBGw9ZUpGS4ASdAdQBswE7n6x+de4nPduiTLuFJLMBJKqSSzEAepNasMNLo\/0fgyn8qgDS9wmJJMCBJ2HT0rXRRQAUUUUAFFFFABRRRQAVmgrCttupQDHAW6tPDLW1V7hwq38JXamwFzLLwbCzFXrhOA2qtcDtDSugcHUaUTZSKK92+ORbCeTfcF1+ZrmvFR3l7AKfevxHl4dNPSuj\/tJvZWtfwnkDufMc9PlXOuGsz47hysF\/wAR2MosjKXO8aDbUU7DBSxOVeZymn\/nN\/3odY4pYASyC2X922p\/gY8uegqlLgwtg57yZzchd9YkTB9rffzBq8cdBNu2wgEKYBAmTpp84+IqhX7ka3SGuJdyEiZDtkYEDSeR9CSCZpuJ8HTrkq73CM4LkjQNAIyqS0MDsAQoPTxdaLakG4TAKo0xrsAAZAJk8z50y4y9t1cW1Ad\/aWXiMryujCIAJ0nWBGlKLd8MrqFVGCawzwfGkLvues9JiarKO1sYmQ8LjgL9k7kMsA66ATpppsxA5aVu4XhS5EjNrAjnoNpGp\/rSscKE71S1tpyM\/tHfK5jXc\/8Aq0qUuOW2vdrYZpI1V\/ZXSSQBHumQdNzvEKruWTIXFrRF1gqkqrQD5DTUfAa\/pWzGYkOiXEv+LKR3ct3kDPrBUAgQdgYE7aTliMdam4ClyLhYspYQdNNMo5GZ\/lMXifDbAZSEfwW\/EFcHKTrroJAzKdD01maVRc8su1uzdBXvHNy3lg+FZVicpGhbwrr921TreP7y4oslQVByAOABlTMqyT4t33gjrpFKsLhlZO5Vi5uN7LKuZjlUbm6oUr3haSQPCJFZo2HOIZkusqvbuGVs2V7sOGXx5HCgiToIEGoQSGz8PRrUlraubbXWc3v3gCrl7rKHEm4Qc3hmNucV7F3WNxLSuoAyLkJ8JYBVGYHwz5nSOdR8TZtXLgtPjLi2lDd096y0BCSQQoYkZjzAjbkKMbZtFsQ7OTDlVIEBWLHcalxCkaR+RhkDXh9q2yXQwViO8yqLkTcAQDIFUm5rcJCiPXSktlGRjmgHu7h32\/duBMbGeVb8FctWktMbmo7xkIFxYJyrm8JDSuWRBGoE85hWyuW+\/e527szo8ksyKTJGvtVVsDdxrG4e7aw6JZtWbltALlwNcJu+FYJXLCxHXWlOHURc8QPgO2bqOorfgrSNftLc9g5A32V08p610vjPY7DIl7NZey+WZUkCBEiDKxA3FUnkUeZF4wb4RyGgVbcP2MuM5BOVNxJGYiTGnIwJPqNKQ8YwQs3mtgk5SBrvsD+dVjlhJ7U+S0sUorc1wL6KKKYLCiiigAooooAK2IanYPAJcSTfRHkwr6CBl1zcpzGBHumpP9iL\/wDk4eNPf121EeRoAxwFyrdwi5oGJhevXyH1j+HMiq5huHImZjiMO5UEhc5EkAnp4ttpGpE9C+wGHB8TYmzyHtcvIAaAdPwpsWUki8cJx+wXQfefU\/l\/71d+E46ANa5ng4RS3e22jkG1O2w+P3U5wfFdtas1YvoWH9oLAuh19jcCY8U\/nVA7O2\/\/AJrgRnGYJc3zSZ7yI0I09aufaC53tu02km3z8skkH1Bqg4VWTieFuZTlC5S0GBLXBuNNiKvifyNeqOfFN6qXarOl8T4uqi0xdYB1J3ENyBgTpv5Ec6q+IxmUMLYF2y9x28DLlERpAO41PLbnM1L7SKBhmJU5cjQwI01JzRpmjxDlvqaqkZbKLJVl3j3ywVwxMNDQD8YPKtMlS4NuN8kbGWJZCgug5wZymSYuePSeRGkzIOtY37Yy3GIVAyLqQwH+IImNVOgPMQR0itP0sC0pbQqdpYjXNHtaGTOwjSDrNbMGnhvBHbUBlJedJGgPLLtG3LSJpV8DjRnYKimEbKXBDKf\/ALbwQyEzofOPhWg40lrSaMEZTBVYMQvIa7D4yTW7CXrgDK73VgOzQQ4ICvBytpzGh316xUXBXw1yyxncCBYtnMyxInQgKCCW10JPKqbrChfdxSXIUkrDkExylpMcztEctOVbr3G71nvMPbKW1uiyGciSoyIYDkkqkkk7nepz4a07XASpuLmJTIQ5YGFRFEEiDM9FiNVNKeND94S1pGVEtKSrsTrbWIIc5x\/qAjbqJRLksjRxHC3LKyXzRddTdtsHRmKWTC3FJUmJ0B5HpUvsdjcPaa+1+z3yGxcXLmI1YqARG\/rUvF8LaxZC3LLIrkuCt1X8JFuChVSDOu55HXWo2ECWhdQqRNsPBRGlS9sgZgwaCNY035GookW4Z7iXQ1q+DFxVDqWWehykBsupGojrypj2u4YcNfZXW2zOS4i6GGVmJ1y5ddtAdNdNqV4bCILlsZyDmXR7bDmDyzcq3Y\/BTdKG7ZEO2sgESSdSQM3LmY8tahdA8zLitlFt4UW3Fz9wWaMwhzceV8QExESJBigcJvJYa41sgXLcoZBLDvbPujxL6nedKsN7gVu3iMGig3rD2MpueEgs1y6pupJEqpOYZtNNedLOK4zE3EupfAiymS2AmVQpvI2VdNUB26DyqGSIr+FJb6sIp8Uj3F0mN6vvCe2V7E22wWJAuMqlReUgkxCiTsTqfGDtrBOtJcLgxeW4Fsut4GLTWy+Qlcned5JIVLds5jAnxDUARXvEO1Lvea+y2itsC0gsp3aOMxh8usEhTS8qbg66+RaFblfQu2KxL4Ky+KvsrEj90PrMRAEHoAR6A6CK45ir7XHZ2MsxLE+Z1qfxzjl3FMDcOiiFUTlUeQ6nmefwFKqRpdO8ScpcyfUdnyqbSj0RjRRRWozhRRRQAUUUUAFMsBxU2kKC3aaTMuksDECDOka\/M0tooAsS9p3lW7qznUghsmsBSuXfzB35VtXjudWU2rKkxDImUiCCTOpJMR86rINbEeKlMC24THxTfCcR86otrExU+zjopikU2nWOC8SW7ayFgHtkkTzQ6nbXQzPwqvvgX75LoB0uH2TrEqR5jeqYeIkagkEbEbip2H7X3lEMVuCffGv2hBnXnNDfYXHBFTc\/NqjqPaq4\/wBHtAPuff8Ad2ImQeWvxpBxLK2HushUlLi5QRBbQ5icpGTVSY6H40oudvU0S7buQFQjKwYa21OzRG\/3Vsw\/aDAuGU3VGaDDoy6jqVAHM86a867Flj4I2NVGT\/DYsHBzAlZIziRox2y6E859ZOBw1qbkFxmQZvZPvJIEQOdMcGLNxWS3cVlOoW3dU6iDMakGFrdb4dqACyiCAMoO8keLc6kculJjOmMaEtjBkXcvek6ERBaZV4gKWzHUnpoeZrDhOEtG\/ae7cQouxhwMys7BIYZSAGSV1ECNNacrwtoDZlPiEkyNNjqQI0mlLcJuJOhkaeEgkHroZBmpciKDiPAHuXrjFrZbK7OAyHRcy6eFjmeDuC2q68lV8R4YVuoHW73SohY5GXL4EAbykgfDL10eY7CObyvcZhqCC06A65ZJBA1I3EV5hrSoy3DdJzIfEo8YbNc1MzqJE6+9IJiqyZKRo4Rj+6t22C3BZNxgw0YEqtvKNZUiY5dfI1O7TWLGIdb2CTQYQtdUKfCQyliVI1APMedQsTibigguLgV1MkCDmDknX4CflWyziSxu5VUKUYZRmXQo2YQpAIOUTrzq+\/iiNquyq4vDKzI6scwK5lyxEAHTUyNOca1u41wN1xPc+AXC+4dSpzwy5mmEMMogxGutWPiWPwuQ90l0XM5AcFSpQqAdGBM8gJ6mdagcUuz3qW7hUO7G6rKYPikGVBidDv8ApVGok2KuJcPjDpnugvb\/AHa2gcxH7y9mboFnKBBMxyAmtXClZrVywhcm5lm37pPe2wsDmfEeXOnlvs9362VtKIJZA2cGGJBUNqMonPqRoCZmKLHBDhhcDk59cpUgoypcXMZmd1EciJqKfULFhw2L+lutpLiYgSpW0pVwAIIIQA+zueepMyTSPG28togiJdR9kPP\/AJhV27L9nb2MN3u2TMiEnMYLCNdRqfjVV7RX27uzaOys7AeuUT1908+VRRNifFYt7mXOxbKoRZ5KugX0A0FRqKKgAooooAKKKKACiiigAooooAK9ryigDINTXD8ODojDEWVJmVdoK6kCd\/qk\/Eda84bxAKvdmzacltGcagkgamYywBp\/OXZwNxbneLawnhUjKGlTJiY+vrA25CJoAVPwhoJ7\/DmBMC6JOkwNNTuIrJ+B7xiLEbDNcAnQHTfTX401ay5ux3eCkqD7QgZY0kdc49co+PrWSULixg20ckA6jJIJmdtND6a7kgCPjOBKQ\/e2XEKo7twx0XLJHL2PvFKDV0bhzh1VbWDYqCognxGF8RHMiDv1PmarfEeIC6BFm3bIJJKAgmQN9fL76AF1TMPxO\/b9i9dT+F2H4GodFAFis9tMau93MOjKpn4xP30wTt9cJ\/e2LT\/w5lM\/EsPuqm0UAdDt9vLDAZ7V22QI8DK345an2O0+DcAd8VMyO8tknUCRMEDYc+tctooA7HZu2LwZUay5InwOM0iDsDpoDyowOEFlwcp1kMGUMMp0PSDE68q45THCcYxFqO7vXFA5Zjl+ydPuosDreKVDlQpaeLeRpthGVhpIaRnIiZJ5kVExSm2AIfurgBaI3ygNB1BG4P4VScP26xIgXBbujnKwfmsD7qe8M7eYeR3lp7ZgrIh1gzrplIgknY1NgWjhHGsHbtsbuDW4Bc8K8llV12O5UyDzpTfUC45Vw3eKXRFOa2gILZCGAhhlAgCN6kcLx2GvyFuW7s+LLOVyVnyDHQtyPKs7+GBuhz4SWlhlAUTodFAy7nlVnJtUyEqZXSrqxIlCZ2kb8vSqz2juLnyFTnUJDTyIZmBHq418j10v74UrodAN52Ebkjy1rlvEMT3t25c2zMTHQE6D4DSqEkWiiigAooooAKKKKACiiigAooooAKKKKACiiigDNEJMAEnyrCpXD7wS4rHUCfwI\/OpWJ4oGYt3FlZjRUIAgAaeI9J+NACuipv0\/\/atfZP60fT\/9q19k\/rQBCoqb9P8A9q19k\/rR9P8A9q19k\/rQB7b4ZdYKwUQ2xzL0Y666aI+\/1TWf9j4jT9y+u3hMnQnbfYTU3h\/GUAK3bcpGioSACd5BMEeXrU5uNYSfZvx6rI0\/i3oAStwTEiP3NwzropP4bVh\/ZV+GbunhSAfCdCevzp2vHrEW9L2b3zOk5GBKjOPeI3Owr08cw3i8N\/UyBmG4iCTOugHpAoAR3+E30BZ7TqAJJKmAJjXp8agVYOI8bBJFoMUI1FwmZk9GgiIpZ9P\/ANq19k\/rQBCoqb9P\/wBq19k\/rR9P\/wBq19k\/rQBCp1w7tNibMAXCyj3X8Q9NdV+BFQvp\/wDtWvsn9aPp\/wDtWvsn9aALJxjtrcv2WQWghaFdwxOh3AEeHNHMnSap1M8ZxEXLYTurdsgrrbUjNAeS0ky3iG1LKACiiigAooooAKKKKAP\/2Q==\" alt=\"Ecos del Big-Bang - Universidad Cat\u00f3lica de la Sant\u00edsima Concepci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">La propia idea de medir el Eco de la Creaci\u00f3n parec\u00eda extravagante cuando la propusieron por primera vez poco despu\u00e9s de la segunda guerra mundial. Sin embargo, se hizo mediante varios proyectos cada vez m\u00e1s ajustados y exactos. Arriba se ven los ingenios que lograron su detecci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda cu\u00e1ntica | Radiaci\u00f3n del cuerpo negro - YouTube\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Radiaci\u00f3n de cuerpo negro - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Max Planck public\u00f3 aquel trabajo de 8 p\u00e1ginas en 1900, y, qued\u00f3 sembrada la semilla de la Mec\u00e1nica cu\u00e1ntica que, m\u00e1s tarde, &#8220;regar\u00edan&#8221; Heisenberg, Schr\u00f6dinger, Dirac, Feyman y otros.<\/p>\n<p style=\"text-align: justify;\">Su l\u00f3gica, sin embargo, era aplastante.\u00a0 Cualquier objeto, cuando se calienta, emite radiaci\u00f3n de forma gradual.\u00a0 Esta es la raz\u00f3n de que el hierro se ponga al rojo vivo cuando se calienta en un horno y, cuanto m\u00e1s se calienta, mayor es la frecuencia de radiaci\u00f3n que emite.\u00a0 Una f\u00f3rmula matem\u00e1tica exacta, la ley de Stefan-Boltzmann, relaciona la frecuencia de la luz (o el color en este caso) con la temperatura.\u00a0 (De hecho, as\u00ed es como los cient\u00edficos determinan la temperatura de la superficie de una estrella lejana, examinando su color).\u00a0 Esta radiaci\u00f3n se denomina RADIACI\u00d3N DE CUERPO NEGRO.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Visores t\u00e9rmicos y nocturnos para un combatiente m\u00e1s letal - Noticias  Defensa Documentos\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"PROBANDO VISORES NOCTURNOS - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Esta radiaci\u00f3n (como no), ha sido aprovechada por los ej\u00e9rcitos que mediante visores nocturnos pueden operar en la oscuridad.\u00a0 De noche, los objetos relativamente calientes, tales como soldados enemigos o los carros de combate, pueden estar ocultos en la oscuridad, pero contin\u00faan emitiendo radiaci\u00f3n de cuerpo negro invisible en forma de radiaci\u00f3n infrarroja, que puede ser captada por gafas especiales de infrarrojos.\u00a0 Esta es tambi\u00e9n la raz\u00f3n de que nuestros autom\u00f3viles cerrados se calienten en verano, ya que, la luz del Sol atraviesa los cristales del autom\u00f3vil y calienta el interior. A medida que se calienta, empieza a emitir radiaci\u00f3n de cuerpo negro en forma de radiaci\u00f3n infrarroja.\u00a0 Sin embargo, esta clase de radiaci\u00f3n, no atraviesa muy bien el vidrio, y por lo tanto queda atrapada en el interior del autom\u00f3vil, incrementando espectacularmente la temperatura.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Art\u00edculo cient\u00edfico del d\u00eda: &quot;Los niveles de CO2 actuales son los m\u00e1s altos  de los \u00faltimos 23 millones de a\u00f1os&quot; - Bolsamania.com\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Los niveles actuales de CO2 : los m\u00e1s altos en 23 millones de a\u00f1os\" \/><\/p>\n<p style=\"text-align: justify;\">An\u00e1logamente, la radiaci\u00f3n de cuerpo negro produce el efecto invernadero. Al igual que el vidrio, los altos niveles de di\u00f3xido de carbono en la atm\u00f3sfera, causados por la combusti\u00f3n sin control de combustibles f\u00f3siles, pueden atrapar la radiaci\u00f3n de cuerpo negro infrarroja en la Tierra y, de este modo, calentar gradualmente el planeta.<\/p>\n<p style=\"text-align: justify;\">Gamow razon\u00f3 que el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> era inicialmente muy caliente, y que por lo tanto ser\u00eda un cuerpo negro ideal emisor de radiaci\u00f3n.\u00a0 Aunque la tecnolog\u00eda de los a\u00f1os cuarenta era demasiado primitiva para captar esta d\u00e9bil se\u00f1al de la Creaci\u00f3n, Gamow pudo calcular la temperatura de dicha radiaci\u00f3n y predecir con fiabilidad que un d\u00eda nuestros instrumentos ser\u00edan lo suficientemente sensibles para detectar esta radiaci\u00f3n \u201cf\u00f3sil\u201d.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Universo que no vemos \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Universo opaco o sopa primordial de las estrellas<\/p>\n<p style=\"text-align: justify;\">La l\u00f3gica que hab\u00eda detr\u00e1s de su razonamiento era la siguiente: alrededor de 300.000 a\u00f1os despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, el Universo se enfri\u00f3 hasta el punto en el que los \u00e1tomos pudieron empezar a componerse; los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> pudieron empezar a rodear a los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> formando \u00e1tomos estables, que ya no ser\u00edan destruidos por la intensa radiaci\u00f3n que esta impregnando todo el Universo.\u00a0 Antes de este momento, el Universo estaba tan caliente que los \u00e1tomos eran inmediatamente descompuestos por esa radiaci\u00f3n tan potente en el mismo acto de su formaci\u00f3n.\u00a0 Esto significa que el Universo era opaco, como una niebla espesa absorbente e impenetrable.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Explican por qu\u00e9 el Universo es transparente a la luz \u2022 Tendencias21\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYZGRgaHB8cHRwcHB4aHh4fHB4cHR0cHhweIS4lIR4sHx4fJzgmKy8xNTU1ISQ7QDszPy40NTEBDAwMEA8QHxISHzYrJCw0NDQ0OjQ0NDQ0NDc0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIALYBFQMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAECBQAGB\/\/EADUQAAEDAgQDBwQCAgIDAQAAAAECESEAMQMSQVEEYXEFIoGRobHwMsHR4QYTQvFSYhQVgiP\/xAAaAQADAQEBAQAAAAAAAAAAAAABAgMABAUG\/8QALhEAAgICAgEDAgQGAwAAAAAAAAECEQMhEjFBBCJRE2EygZGhcbHR4fDxBRRS\/9oADAMBAAIRAxEAPwD5ni4bEJCkrY2Dm7Qd\/wBmh8RhlCigkEpLOCCOcgz\/ALqyFhTDV2LkANpJsBMk0XDwgVEFTJAMmSyZYNzgNvRoCZ2ZQSWZlBjbQgx5VZYJALuWDkbMGBDXFvDxrkKgpLMPetPsHDwVLSMZSggk5ikAkQbc302rN+QxT6MtQzZRCQIdubyTcyzl9NBQVkuSUMCYAgBRmx05VpcclAxCA6ky3N3YwbuxpDGA08r2Al+r0OQzg0BQ4GYSzB2gF3HLQxTfAY85VMU6ah6EhbqclmAkMCMrBJAcOf3V14mZWdZJJLkggFye996EqaDibjJNGzioKsMIAtmadb\/OlI4inSxuACG\/5PqNjWrwnGDEASSVLSlJCmyghLhhybXU0jxOGklZEA2HPYnpaljvXwd2VKK5rp6M5eCFJd2JvEHn50li5kkAkkC2om96fC1LAQXcWfTk2z1PE4IABSSXGokGQRz8KaKZxZnF1xEEJIIKnA9fJ61OCwswzKUlKRBN77AQ8E0LhsNOUEsLyoEpHgAXJiTTnDY+dSEJYWDlilIOry2lO0qJYZtTrpeTR49YQjLgrIJ+rp9hWRxOGoGQxsRqOoM0fiQUrIdJylosWsw216UkeIJUSs5i9zPnvU4yvTO3NjUVcemVSpaSGcKG23KiuFlyHuTybW9qpjZmuWvez\/BQkpaUnW2rb7fOlMrTs55OLSi1r+RRfCyQnKSTrprBsB9qXUCSEvqbwNBfwrTIZIU6SSWDEPG4uAX8fCg4uE7kXtvyI2o6kTknB1dgEoJ+h7DxOulhVl4KklSMQKSoGygQx1ChcG0VUqIaZEhqk4yivMo5jfMrvOebzQaYYuNg1I+elUSevnR8NIl7ffrXJUAZS4a1tCxjZ32pUykoLs7AxGMgHwB96a7pTJIUA6GF3LnNPW3KlEI6s0QfQfmoGkwD49a1miqRo4ilZMgLOe+GmCWvSZwBckwWKRfmRpvU4ayDLsQ2s\/lqIpZ18o8H8KBZ7VpilzJPuY2mo4fAK1BIdyQBDv03oqxLtfQMAH+z1wVlcEXj10piDtkYiJAd2gP3YeOgl6hvIVy1Cr2YjrsbtGrx96xkHxsNT5MgStIIIA7xdySSSZsIAg+Y8fISCEqSAAF2UXsVCAAOWm9URi8pEgz5xqC1WCVF9X+2r6TqYvWixZRsphYwAbK7c6miBRSSHF2kZrRzbZuVTVCNMXwcJYLhJvBYwb0x\/UQe8CgjdwX6HWn+Gx1KBQ4cHuwylZiAzw\/jzNOYas75iDlhQMlzD7kP7U6gibyNdo84VM9Fw1lnB5eVbyOzkEgsSCe8LQ43+wNAxeyFANMOAHtLs3Umh9NhWZWZJxe8GHheoWonumCI2YS4bxtTONw6gp1bs4ZJYRAtI1pJbvNzvfxqUo0dMZqXkEotAqUFQncN+aladWYHx\/1UBMs8PelqxnJR7NHsjFyrCSrI5v8AUeQYSZ0mvQcH2enGRnKYRKmsbwddnO3UV5LEWmCgGEh3nvakbB7fevW\/xLtMMvDUSyspiCW0cxprWXtkmdWOSzY3jun4E14QQVLKQVfS0Mk3cjZm+GgLWjEIW3UfVCYKgA3OLF6v21juCDAUXMMSU6E9dtqw8LFa19t+VPkbbOXDwh7XtefkbxMYF0uw\/wCIAFtHEWpDODaBoL+dM8SFKDsdJOo0PXmNKXQh4lrmli77DlXH8K0MjiSlIAAILvre45UNZI7wJ1fkLeFaiMPBGAcxJxnhIAylLXcTmfSszh0LUpkyTy9GouFdGWdyVS\/0ERiOAFSCImRMuPO9WxkBEpJINnv7bvQVoDZkhmgi87jlUoJYvY+nxqaO9MjJ8XaKpBMMZsNzpV0qytOp1s0eb+1CN2H+9qstKkuh9ZS0hQcSNxIrUBStBsfDTeXi1ml\/tS4cWMQ7eY8qZwViQXe23ttXDASF5TYn335UzpsnxklbFSkiDPN9NbVB0uTvyFhTuJggDdWmgofD4pRmBSDmDSJE3EwdH2JpZRopHJy7BqWUdxwQ7u2si5D\/AGoaina4l4AMOQX60fDwwUlRJBJZMBju8uLhoLztVOJ4UoICv8gFQQYMiRbppU2qLxlegZxXA2e2s89vH3rY4DAXipUhCEqCQpRLMoANJ1YAGNHNYuGgXdvbpR08WtI7hZ4Ybcz4WrIa+KthOKxE5oCWS4gQedLAMQ\/MauNjG167ET32kcyGNocc\/vU4uHlABDZu8Dylvv5Vqozly2G4DEw0rfESVpYwDlJLFpPOedqCVy4tNtjpPL7VRIePX7dKKqAUnVjEWsdtdqAEnQNJ3F5Dx40xlU3dH0iT1MPtJbxFDQhzIJOl7aeAg0wjAzNo7yYEB4L7adL0wEmJ4jvfLuDJfXTeurQwsFLRPOK6haH+iwy+LQlZGgdoCt8s7c+tOcJ2n\/UykpSsEDNnSCgA6ze7aVgY3aCCsqOGhnslxrZ71ZPHO+V8rF0qVDbAvfbV2q3PZx\/SjWz0H8h4nMoEjIpg+VxcbGxar9k9pIUkpxDkIssEqLbKR96wOBx3ORYhRg7H8GmVYYSpsoUAbiD57bU0ZPsScIyXwbvE8OfqBRiYZ1Tp4GUmsvjuzEqBUglxp151q9h9pLRpmzA5klxCWYBQn7W505jcUhebMLvJICgDLuWJlvzT6l2RlGcGpJ2jwmLhMWUCCIax60Xhz9XczkJJ17uUPnLaDnFb\/F9klf0KC3l7G16x19j46Q4SZDQ8j8VNwa6KxzqX4nTMoKl2+Gtz+PI74UWYSXMAb1iLwFg94EfLVtdkkkZEF5tu9o86hkuqPS9Dx+pbNH+QIStyky7w4cK9m26151GJkcpLKLMoEghp83byr0\/FcMFoJQo5kpDgtcM9tK83x6Mq2HXo8034kgeog8cm6qxb+wkhyYtre9FRiKBLG7g8wbihLSHdL6X3afB3oiA0edNRyKT+SMRdmcbv4\/HouCsvcgmzb6Uup1S9GQg3P+MjT5aiBKxhSMkGxuefJtLUPJdpfXR\/GpSrMkvLTG3TrU\/3JYBTu3vr1tSt07LcOUaAKQXIVBe2r6iiJQ55mBz01tvQFGZDNRkSod0kPYQ\/jpTWqOdRkmShJCmO7b8qKtXed3Ai1xQxH7o6mYPc6Ur10dOOLaafRfjcVCi6AWDCbnYwbmhrwypOZJZTwRqwDv53+BcLh2\/FXwsUgEEkDRtTdulNy0QlFcgSlwzTyf196piKLAGWpxGCV95KbXbXn9qApI8Bod9unOlpDc21YLASCplKypNyA7eGtctEFyARM66Ro0v4V2aLB95dtmszsfChgTJb1oMCk32SFlRdRJNnJe0XPKKKozy8PImhIDMYf0osq+kXYMPtSstFp9DCsNK8qEgBYBzEqABMm5YCIZ\/dqWwkO4l79AHd\/n4qEANGxd95s3JvF6tgpJLuY16WFEI1i8KvCVlxAQQxykF2IBBI2INqjGxNoEbbN+S1VXxRJKlFSjDG\/RybUni4hN9dPlqFIHNrSGDxPSupfESASNiR611ApzfyDRwxJukCZJYQ5Z2223FVQspdtQ1gYN7+9H4VeUksCAC4WkqTmIbQ32JaQK5WEpJdQIsZg96R5iek1SjlbLqWGBAEAPlfTWbE\/avRdncCrHwV4iQAMMDNPemHGpmvNMDbe+vTb\/dbXZ\/DruD3YBaH5TrVIp2SnJR2Dw+JyEplJGsjeD6eVHw+1VKISQ77y\/LrXreA4XhloIx0ZiRDA5uuYEEGvP8AHdjYPeOCtZmygHHUxejJ8WVwwllja\/T+g\/2ZwWEEqWcVSCP8chUJ5vFH4pKHScLGnVLHzYkFm0Y1g8Ni4mF9TmCkw0GKS4xTd5Kv9\/l6yyVo0\/SJ+5X90z1v\/hYK0gqWhzBKSlidmu9AX2RhBIKFICkta975VAhm05V5jB7aIU5CTvmSDPlvWng\/yAEMcFAjvZcyCeYZXjSPKupIpj9MnK8bp\/xNrgOwypYSFjvd19XuJGlYfbfYGKhZOQkCCRNtfStvsvtbDC0KIUgOCFPnF31kV6nH4tJOZaUYiDJJu51bxFaCg7or6x54wSmrp\/B8jxeDVLJUBzB6t1pZSik5SI22\/dfTeN7PRiHuEhLvkLCeSRWPxf8AH0qlYDHUHKoHxvVHj1pnl\/8AYqXujR4rBQ5MgMHM36fN6InQ7nXWt7E\/i6xKFpU3+Jgz71ncTwmKgnOhQLXaItapyi0ujqwZoSfYNC3CU5UgBwSBJ1k60LB4cZnB+fNanBN4IBGm9cDkjT0rnk3Z6kYxaTJWQnuqQAQXOihDFPTW2pqicQWH0bak9aDxKJh\/l6grZ41oxJ5NOgmeOYlje\/4qilEzr8DMagyx21q7uX0+w+9MiTdhOJWcqQEgAF9zYQot6dd6AYMln05UQk9d9\/GiJKScyi\/Mn49blQHjUnaCcFilH0kiDILHKXB+\/hQOIBKm1sNHezUbh1vmDydtf1VOIwHiQwl\/kVlIMsOtCWIuWYOIYbj71dd3ZuRc+8xamU4IcBlFoDwGkkeZM9apj4ACj3s3MNfoOetFMlLG0qYAh7fGq+Ah3Z21P2qy+HJD+Y8Zeqouw9qZiRXGVElBUpgznWz\/AAU2sJQnJBUZUXjp1tV14GQsR37kQwglj6a+9ZmIt5A10tQ6KUM46AGY+YudRewnWW0pX+vmPOmMFZISNE7nQmY19aHjgKUSkMHgbDQPsBS9jUkUSksC0aFrtedair4+CxhWg0Ilg45tZ9amgGif68s6u7NtYmpWSpnBCgCCSXc6Q0MI1qULK1sZc7gX5lgOpimezeBXjrYSHdRJPi5+GrJXo5JSUd+AvZfZqlyxYQa3cVCAjK5DAAMIB\/5EnrpR+L7QRgo\/qQRH1HSNvadKyMHtc54eHb\/rDFTdHvVbUUSjDnK2x3hsVQTk7q0u6VbbzBYANNahxsyAQo5hexnQiOsPXm\/\/AGpSo5QFEAmWDhrwzkAOB72pnsXtRalKOXMAHWNMpIBLa3A8aVStUzonxxyTg39ycfjiFfSD3Wl2ff8AXvSuHgoYqJBGos78qjtLFWB9GWXFgSNIBoCOMzJAIc6NB5g1zzVM9DDmUu3ZGJ2ag94LSJbKXcc+Y9ajheCMkkRabnbyfyq5SVFnDs\/lN6qQ1yQPjVNydUWjjhy5JD3C5QoDnIM+W1eh4fEXlAJZCvp1L7tpZq8jw+YrEwa9CvtJgEPBFyJB5UkZcXZ6cMcc2NpqivG8YvNAysf8RManmeVVHbqh9TrmHlz7VCFBYVhLIzjvpWBfkW5TQV8EWYKD3Z2fmHarxy+Tz8voO0jX4LtVCi4TOoYOH9TanEcThrVkkk2SkS2sH7V5hHC5S9hqoEU0nHVZ5MBQfW1qqszs4J\/8bBxSeq+Da4ngsFaYT0cb7VmYv8dCgyFhuaY82pMLxQXWhTiAQVF+b76eFa3CdpKLu7tqAD1cUzcZdomsU8e4y18Hm+0uzFIuhRG8GN3EeNZH9YfKXcbfuvouFxDySlQZifynU0tj9koXmWUMT9SkP7UjxV0x5ZnJpSX6HiEocHKAyRrAhpDXMW60J3cwLaNpAAAvXpMTsRaBmwv\/ANEvm2UNo5cqyF8N3pDE3GvlvU3ceyzxKUU4sRQ+YEmLGbVU6hrP8NNrwmcNHlSqVyA7OZpbsDjx02E4NnKllmERc6Do\/wB6dSsLAznvCLAhrh25xQcHDUskpDBAeWaL386ocVTSGbYM\/XlWoZSUen\/crxSi8WMMKHk0Zjv1lya0eD4DExQGT4mOnhFN\/wDgIQyV4gf\/ACysebOaZJpCSipu0Y4xlJBYuTrNmamOHWlCHUA+kF9LHYH71q4HC8MO8oZtnUWdtQG10tWZxKwS6WAHKfV26Vr+4Hhcd1+ovnJUor7zuWeXaDY2pRbE91zyv6VrJxFs+dRO2ZmG1CHEKMKSkzqkPzkTQv5GePWjPSks5DabcqEtYfrtYPcNpWvijCUXYjmVBQPV5HnS6uHQTqlItq\/QzMvPPlWsDxWtMph4cCRGhMiuqcThpcqBBkH3HhXUtsooR+P3H8Dss4mJkwx3SACAoK2P1BnmeTcq9RgdlZEFGE76sfm9I4CxgIdIZo5zv416f+O9pJEqAUCCSmz8+j\/L16CSR89lcnR4ntXDCRkKbbXJe5fSs7g+FUtYQkOVMkAM50aDavQ\/ydYKyRrb8eArziMVSZGhfYxzpJdlYNtAe0+AVhYikL7qkliL5WvbyoWFi5fpvLxvpVsTiBmzLTnBzN3i9ofoSG3akzAzA\/Bp96k3TOhLWzQ\/8oqgCbF3d7TQcZGUlhFnq\/AcSpM3cOrc3htTfzo2OlJGdIb\/AK9IJOwo0pIRSlF14Es\/ef4a5eMXy6A0JcBpB33ER4H3oalfuKk4nTHK6o1+GxxlJJS9m1LvI9vEUXC4h42vWOlYAcnwoiOJIPd1HK0H3At0qMoWz08HrXCKVnpOGxA4J+oWb5amkEA99Lp+kEHvAeArKw+KGQJWiQLiC5Y959Gs29MjiCUMHgt\/uo24s9nFkjlhtDXEcU6pSCkBsoENoTzrs6eUaB+sUgtYBSNDHj+KKhStEuddfarwlfZxZtXxNAcMoSnEypMsSQHPMVfGUtwFpSrQEKGbeD\/l40HBDAFWYG2h5y9uopnHQzO2XrMtLtHhXRFnnZYNp0\/3JOCVJyoys4JuFPsoGDQkcacMkKWpCul+Q\/NOcKp0kJVmDGVfV0ym558vClONS4GdObbOLHkT+a1uxHBcb8mlwnaYJSSO9fusD1hgavjdmpWrMti91qGVQ8UzXm0IAGVClJc2IOUdC7itThMHHW6jKUjvKd3mKeLt7OfMuMPbplON\/ixWof146V5mhSgDruxNo1is\/E\/jC0KylSCpnyd5JfSTHnXpuH4RwSCEkH6pYc+saU7w\/D5F58bEQv8A6aaEcppuMH0jlis6klJ39qPHYXY+MQ2QoGjhraOb00vhMFAfEUhRGgBL6ypt6Z7V\/kCCVZluSf8AFy3Sw5VhL7SwyD3CUiZ3s\/UwHqWk9M9BO4rmvyXQ1xHbSGGVJSPIRoB0rIxMVKypkxcSQ5Ghnaj8NxyFHKlGGhIBLlJW52fcyB9r13\/sWchGGOicr9WHpWon9VvT0vsCViMkBWUAsyVSJGutKLw3DpCi31N1iNPGnsfikKCVhCAonvMD4zF71RGOg3CQnkVAm2v7pHFjfVXkTVjmxinEL7oCkyRBZj4HaPStHs3slC1nKCSEuzhXS7H1rST2CsaBwJa95gm86Fo8yscnoKypbbPGY2AoPM3e3h1quAFEu8AO5s7Wnyr1h7OWCUrQAFP9ShLF824rOxOx1olklJdlZnvs2o586EotBgr916MP+02Bf7P4VFafG9ltlyKJJDqzMJfRy5HgK6hwZnkf+I1+PAVlWmQQ5GqSd\/KjcHi5BnVFmh38eW1d2pwRwVd5QcpBTlL3ZknYt5GszF4pSlBxJiIDvpte1dL+EziXFPm1+QLjVutYksWd4Gtp2PwUigg5g7bGw3Ll+gA5+c8bigrJAAFi5eYBPT2tQwSAlX0pJyvBPMkCWYj2pGxavYktAi70ZCcjGMzQ0tJk8+ulSoRqARr105RQlqUILsZnakY0WVxDIIj9ctKY4TispBVKXciLjcaigp4dSlMlOYliyZvp4WqFIZ468rxb41BNpmlFNGhxOEj\/AAD7tI5S8beFJLwrwY3Hp61fh8cph4NxoTpTOJhuklGwUoA6O0zd2iqP3bJK46ZmnCh9HYn9V2G4tOm9\/wDdFSogltYqEoOlSki0NjeDjZUg\/US4Z7aA\/qnuAxTZrtB5dKzAg+FMcNcPp51GUU0et6XLODV9GjxCE9d46M3O+3rBcHiQwDX0Hy9Z\/C8TlJUQFDZTxzYGaMgB3mLfklqpCPhi5\/UPk5R18nrezcBKgLsd7Oa0u0OxCEd5JSLjn0rz3ZvGgS9rD58mt3jf5GrESAojuhk6Ny6V1RjSPIzep+pKno84okLKddN2\/NLrzqst0gWPJ4I1N6bXxKCsKUGcyB82oPELSCoDWw10IrmnL3dHtenxcsKbYsjiWYZA+he3htyr0H8bxic4WoBKgWSLgiQQ\/l415Dj87lwXfb0oWDxxBBTJSXnT9UvKUXaM5Ype2atHs19pZ4BgFy8Pm2FZfbXaBYoH0gOHu5gzWYcZalOBDzZnOj+dA7TdanJAIGsO2g5ms5N6HcoKLlFb8GbxCjmc\/mow0hQsWeT++p9qlWDEnw2qgLBgYd25hw\/qaxwO79yLow2aTlf1F4o+PjFQAd0iwA31elsQ3mIqeHWgnKXFHZm49JDCMVSApT2DCI5HzehcMkrWEpGYkwAxvPT8TVSg90Agvy8IrV4JYQlWVnaTq\/Lly608eyLjy0zd4XFPDpBQe\/8A5LBhIMFKRqSSZ50XG7RWouVOAHIEeBFZ\/ArSGWpi+4eJEcxJ8BQuK4gpgBtUuzbXqqlYHBQ6LcT2mog987MLAbjqW8q7C7ZWkhGgDF4g6jkx8qQQzsTOpmC+g+a0ujhCVuRaSfq86jOTOrFaao1cfMVE90\/byqatg8Xg4Yy5O85dUnMH7sKkMK6pczu4JmR2hxSl4hClqZJ0Etyln5UTBd2VBvIaA8gm9dxPDhS3sUHKd3kgn0pbHwwEB4J1vbpua6lrZ4Mm22n+ZTicbUQWvcFhEf8AI+TkWoGfa7A8vUVYZiYBL+\/TUVXK4bQF3YPt8HSkbsNUBzh7a+c\/irKu7d0ywdg+kzH2F6lSJ5SIb0MinuBHcWjIFKXlCVEkFE6C0u0+9ZKzN0U4TiThFC8ygQ+UpLFJmQRIku2oOjvSnEZu6SCAZGmbntppVsTBZSkFQBSSHBBSTyULjmIqv9wjM5A52Duwe3zesEohueunlLfhqYRiEXLj8BgfKhrRyIDAgFnIMgwBDEUNajY1k6A0mh5CsOApRkOCNDsp48auvDYQ7H2006eVZZQU3Hn5U3w\/EKR3kqh7frajyT0xalF3E5W01fAQQp9KNw2MMRTqDE6ixpjGwVpcMW56HkanKP8A5OvFmrctAckEmzjrL\/vyqTiOACSSIEP5EacqLgLDnMIaJmOtdxnCpSQUKzOJ5E2cXFaPtex8tTi3F\/x+TuG4gpm\/tNOYQXiAhAJygqIuWFz0FZhtMncWHUdKrh8atP0qKXDFocGCOh2rpjLR5WTE4vY0jHIcfPWoVxCiLO2u1ZqsW9DOIdCXqU0m7OzBnnGPHwaC+0sUZjnJzjKpy5IOh3EDyoKEuxZvnv8AgUuhTXB9iD8erRofOoyOzG\/JocMrLIVfzN9bUnxmM5NUwhLfNqJiavs9BaKSlyjXQqtZN7W8fj0dQQghlZnTZrFpBBAl\/hoagw1+a1TCxEh3D+LBzZy1vKmONvZZaSBuDY2nXqLjw0qOGRtfy9dr1CFgkPIEa1dJILjV38dJpgeRjCw1ZmLNcjTl96dRmWAzMk7Nf739KX4dYcAiPdxvtW52L\/UgFSwViWSCzGWJPXzoRezo4PiJcSqyEhwkCznMNTfw8KviLSkZUu++qnu8sGtF6nEQoLUz6s3OXfRqCHzuh30Y2PLc9OVNyozw2gKlCSk63N3a5\/1TfE4iFQjuKKQ7qgkB8xJ323LUljFbqCwblyXBJBuQZcOPPrQFrYFmFvP5pS3YU3FWkE4debMpYdz9WYBzc3d7jzrqUKipSlESTMganpU0eKOd55\/JtLQrKV\/TmgZgwjfWw2rFxcQFUB\/enUcSVulRGYkloAcjXx96UWj\/ACZg89QLzMydpocnVFZYk5cvnsrjoBykd6SLFLwH3GthsN6oFvDcgAkEk2be3WW3epVjBTsGPWGEsdarmYOwf35WiimQnG3roJwi0BffCih5AIBYDQsWPNqKeMIR\/WycmbNYZrWzXblZ5pVRF\/tM8+mtSnDBGZQAjKOu8qDGDPpTW0T4plFso5jeA3K1CyM9j+6ItUAeO928oFUSH6W\/bUraGUWQVkmpV61ZaRffWqJMFyPnhWNxo5Z+Ho3tXBRLAwJYkfOVVKLVcJFYLQfAXDiCJenUdrrNySAkgJCQwge+p8aTGQIL5nP07O4d9wz+LVXCkwPC\/wA2mipNdCyUZdo0TjpVaTrVcTimeHJ+W60BIyOFJ7ztzDO4a1SVBbFWl2v1pm7BFOKpMvhcQly9i7htT+5ruO4cNmQQ2oGh2oKUh4ejscqpDGWPKBO9GrFcqVS2jMCZqwUIi3ru\/h7UdYcWHVvfnQVpY1NsdRS2iUKGttB95qhi71UmrKkSRQZeMjituu\/tTqMfMEhIDyALmbSeb0gXVHj5cz+atgIZUlvmtagcmgnEIlQlwf0X5vS4B1682pnFTfYRpr0v1el0qLvOxbY6P+aJPtnZgNLee4omH8\/EVUoG7dZ82D\/BVsEuWNpPjzasFDIIDd4EHW0A3YyHFaXC4ggF4lTsxB\/d\/Cs3icIBZyFxsU5S2hYwIaHrUwMVOWEi4eDA67OQJ+9Kuzp5a2NI4g5yYIEAesCqLUE5Sl4JnYqLNHNqhHEhLkBngkavFr2pX6iMyghLs7Eh9HAsOf4oPs6eSUVRGNjPmBU5MgkFyQ8uTEO876xS61jIGCX1MvD68wfKu4shEQqfqD9TlEFjmF\/SlVBP\/JgfNhYda1HO8rScSyuJa+vVvCuoGLjZiMxsAEuH7ujcq6qHC7HVIShQCnSbE3vqxby5aXpPFWSXKiQdXeiK41SziZmWoypS5VBb\/LUvPSlnDMdPP11+wpYrWy2SVyuPQVSAA7h3+m5bQuzfei4OK5YwYYHyDfNzUoACXJZTKDA94FgxUNEkFvA0BalP3iSRv0DTdmAbYVmh4t3YfGhRH+QguAJGnnQ0YjGRPzShLUygQ3jY9dxXHFEkk5mbc7X6faimSmknoPkB5XE\/m1SpCBZ9vg1pNSiTzLMBNxGpm0VIHrTCpssrKdWbf56VIUlmD7tzs7b\/ALqowtSfDepThG2nu23nSh2ySss2m2k61cFI9mZx161GMtye6E8g\/TUvReGRnGQJKlkwzk8wAL\/qsagSUc40f7VZGYHum8FjfkeTt5UVJAzpKczPMghv8m1sYO9BQH2DDSQf90QNbGcJixUHSDIEH8O1cqC2rs1UAygh\/H7TRMGTPTd9g3p41mNFJjmFhgANqPLz5TtNegwf4+peAvFGXKhgouIfbevMYHEsfnpWnh9pKCWkJ2dnemjonmSlVGXj4DqYc\/QOT5OaAtACQpwq8TBmC\/nG\/hReIUVEkaX5fDQMTjCpKUKA7uoABNgxLOWAh7eNBtMKi4pAFYe3znVSCKviQWBB5jnUBQqZZJMkIOg6Hpe1DKXLfPSmUqDG1BDaVgyiVQos0CGf2t96Z7MxMNCnxUqUlicoOUu3dL6MWNvdwBWGoKZfdOoILjwb49cmDmHmf1R7RGtk4iQSTu5\/XWi8FgBamKkpADuRdhaB5VTicTN1OmwksPFvKrhLAMQXZ2d3IESL+YvRKKrGcVZy5ClIc5naXAZgdj02qvDLBUHhtifu5ruPxwosh0gABiXkCTp+q7gGd3GYOwO\/ObmfKskCUk\/kbxAVpDRMOwfel8TGMAXuQLD5+aqvGOabAvmnzb56UBTnvW\/FmG8mg0V+qn0MY+ODEkAOxgBRDqbmwbmw5UuvEfKFPlS+VL2BJJA2ma7BxMqwcrgEd0h81izauKrxC3WVABDnMkDugB3BS5toL9aCQkpN7Bn+ty5IBLjuyx3lvKuoasQuS7PsAPaupidIIwbOxLv0BuXOoDiIuJFCCXB\/6zA0eSToASBO4pfPtFM4KczMJKmuAC7AX5+VChuSkcokMC7iw2eYe29FRxBSCBq6TYvoza6yKqpSQSDpB1m2lCxsR7TadYDAbNHWsO3S0yxxMzAqgQHc5Q7wNnJLczUowSczSAHLRAIDzzIj0oSFsbA9ZoiF8vy\/yKNk6skYbJckSW19Tboz621hKDBbzqQvm35oqFxDzYPpq45x5VrM4fDAqQacXxCVIQlKAlSbqDuqXcy0cgLCq5xlZh3tfsOfKjYGCpSsmGkrVMJBkAOW1s\/lTIRpp7FyJdTl5PPV3570Xhl5VpKVlBf6pBQ8O4D2mPKuK5CVKhMRMGSQfl6jtBKAs\/1Zih+6pQZRA3aPChQyaAY5ZRDg808rEfHqqVk3Ly\/OpwkAqZQPmx5y1G4\/BQlZThrzoADKCcub\/wCTQQH8DHGcerECArKMiAgMAIG5FzzM1XCXldyNLHXSfOaQTiAto2u928edEw0EgKJATIDm8OR5EcvKC3Zoquh1LBw3R9DVEqJfVp8qClZMC13MAtdifJvCqqxSL0LK8V2XxCxBMg6AjmA92nfTrS91QWc3MM++3WqrXMen+qGpTu7v+L1hGgpUS3LZrCNKsG0vQE4kEMJ11DbaemlQlVYZOhjNyqcNbGwJ0cPeKqlQL9DYai0bc\/eqoWzHd7h+Wr1gOQzj4i8Q5lKK1G5Jcwwck+9QhZKcgOr+Os0FxuRq5GrQAx31q+GsPLA2cz6DYe1YF2EHDBnLRF9edSUsHvqwsBTKsLug\/Ulbl\/Eud360DiHByuSJT5XGvvRSNJuqSoAsMbeG3nWqtaSmTJ1bzf7UDh8MrgRqXfQiHaT7TTCuFZJBmHjRnJsNKXyUgm06FlpzAuSVJIAdiGSLPyhoZn5VACnyh1RAAdnkM1mJ8zS+Jip2eNywi4bXr5VIJSWZjzLEeI1rMVOnoYGKhSQjKmMx+l1FwBJEsGcbF6SxVnMcxIBm2u7OOc9aNwyVFRCB3ld1mczBZ9Tbx3mh8ZwqkKUlSSFCCGIIliC4u8daAZbVigI2866rLwTG7SCGIuG9K6mEArDdXnZobxv6VZ4ZrkS55aWqK6sIiqFkFwSP3\/uiYCMxLQ32B26V1dTGXYRGCSrK4d2eiKwikkPuC3t0iurqU6I9HYWB0j59qOcFJmW9fOurqSTLQhGgycNIlr+lHScqhJCtx08DrXV1BMtKEeq8BzwIIJeTPJvzFGV2CRhqWFBgpKTu5BMHaD6V1dTwdsl6vHGGO4qjJxuEbaduUfuhq4VQSxIKQCWts+nKprqdo82MmxRKDygP4D70xxuZRWo5QQrIQAAIhwAItXV1Kyi2wCVEApgvqRI1ii4iA2xhm+71FdWLLwKkN82qCokCTH5ePE11dQNIrI1+TTCMRLKBQ5gJLkMxkkakiOVdXUSa7F8xooQ5ueddXVgMnESx\/TelEYOdPXW06N9q6urGQ7h4qSCQClgAwMFUOZsG0q+ZyhCgOouyg4BfaurqCKvaQ\/wgADER9Li7MTNnPjVOMxom1wzA31511dWZ0Y\/wgcLh0FkqS4JDSdTJIe9K4nDBK2SSztNdXUvkpKEePQ1g8SvDAVmIITkDf8ZjSJMTvSPEcRmBzB1bzzc3u5YcuddXUUQmqSFmbUlwDtefvXV1dTHOf\/\/Z\" alt=\"Las mejores fotograf\u00edas del universo - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Pas\u00f3 de opaco a transparente y comenzaron a formarse los \u00e1tomos, las mol\u00e9culas y la materia<\/p>\n<p style=\"text-align: justify;\">Pasados 300.000 a\u00f1os, la radiaci\u00f3n no era tan potente, se hab\u00eda enfriado, y por lo tanto la luz pod\u00eda atravesar grandes distancias sin ser dispersada.\u00a0 En otras palabras, el Universo se hizo repentinamente mayor y transparente.<\/p>\n<p style=\"text-align: justify;\">Terminar\u00e9 esta parte comentando que un aut\u00e9ntico cuerpo negro es un concepto imaginario, un peque\u00f1o agujero en la pared de un recinto a temperatura uniforme es la mejor aproximaci\u00f3n que se puede tener de \u00e9l en la pr\u00e1ctica.<\/p>\n<p style=\"text-align: justify;\">La radiaci\u00f3n de cuerpo negro es la radiaci\u00f3n electromagn\u00e9tica emitida por un cuerpo negro.\u00a0 Se extiende sobre todo el rango de longitud de onda y la distribuci\u00f3n de energ\u00edas sobre este rango tiene una forma caracter\u00edstica con un m\u00e1ximo en una cierta longitud de onda, desplaz\u00e1ndose a longitudes de onda m\u00e1s cortas al aumentar las temperaturas.<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-admin\/#_ftn1\">*<\/a><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"http:\/\/25.media.tumblr.com\/tumblr_mcd2fbeGKb1qeexh3o1_500.gif\" alt=\"Es posible ver el pasado?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> viajan por el Universo<\/p>\n<p style=\"text-align: justify;\">Hablar, sin m\u00e1s especificaciones, radiaci\u00f3n, es estar refiri\u00e9ndonos a una energ\u00eda que viaja en forma de ondas electromagn\u00e9ticas o <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> por el Universo.\u00a0 Tambi\u00e9n nos podr\u00edamos estar refiriendo a un chorro de part\u00edculas, especialmente <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edculas alfa<\/a> o beta de una fuente radiactiva o <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> de un reactor nuclear.<\/p>\n<p style=\"text-align: justify;\">La radiaci\u00f3n act\u00ednida es la electromagn\u00e9tica que es capaz de iniciar una reacci\u00f3n qu\u00edmica.\u00a0 El t\u00e9rmino es usado espec\u00edficamente para la radiaci\u00f3n ultravioleta y tambi\u00e9n para denotar radiaci\u00f3n que podr\u00eda afectar a las emulsiones fotogr\u00e1ficas.<\/p>\n<p style=\"text-align: justify;\">Radiaci\u00f3n blanda, radiaci\u00f3n c\u00f3smica, radiaci\u00f3n de calor, radiaci\u00f3n de fondo, de fondo de microondas, radiaci\u00f3n dura, electromagn\u00e9tica, radiaci\u00f3n gamma, infrarroja, ionizante, monocrom\u00e1tica, poli crom\u00e1tica, de sincrotr\u00f3n, ultravioleta, de la teor\u00eda cu\u00e1ntica, de <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>\u2026\u00a0\u00a0\u00a0 y, como se puede ver, la radiaci\u00f3n en sus diversas formas, es, un Universo en s\u00ed misma.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La radiaci\u00f3n del cuerpo negro \u2013 F\u00edsica cu\u00e1ntica en la red\" \/><\/p>\n<p style=\"text-align: justify;\">Siempre me llam\u00f3 la atenci\u00f3n y se gan\u00f3 mi admiraci\u00f3n el f\u00edsico alem\u00e1n Max Planck (1858-1947), responsable, entre otros muchos logros, de la ley de radiaci\u00f3n de Planck que, da la distribuci\u00f3n de energ\u00eda radiada por un cuerpo negro.\u00a0 Introdujo en F\u00edsica el concepto novedoso de que la energ\u00eda es una entidad que es radiada por un cuerpo en peque\u00f1os paquetes discretos, en vez de una emisi\u00f3n continua.<\/p>\n<p style=\"text-align: justify;\">Estos peque\u00f1os paquetes se conocieron como\u00a0cuantos\u00a0y la ley formulada es la base de la teor\u00eda cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Efecto fotoel\u00e9ctrico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBQVFBgVFBQYGBgZGhoYGxgbGhoZGBgYGBgbGhgbGBobIS0kGx0qIRgYJTclKi4xNDQ0GiM6P0czPi0zNDEBCwsLEA8PGBERGDEhGCEzMzExMTExMTExMTMxMTMzMzMxMzMzMzEzMzMxMzExMTMxPjEzMTMxMzMzPjEzPj4zMf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQIDBAUGBwj\/xAA7EAACAQMCAwYEBAUDBAMAAAABAhEAAxIEIQUiMQYTQVFhcSMycrEzgZHBFEJSocIVYvAHsuHxFoKS\/8QAFwEBAQEBAAAAAAAAAAAAAAAAAAECA\/\/EABkRAQADAQEAAAAAAAAAAAAAAAABAjEhEf\/aAAwDAQACEQMRAD8A8ZooooCuu0H4SfQv2rka67RD4afQv2FaqJpomiKFWtIUU4Gm41Z0mkuXSe7UsVEncAASBuSQBuQPUmgdoLwt3bdwjZHRyPRXDHb8q2L2s0q3hdSXUls7TWyq4EGFya45k7DIEY9R4Co04Hc\/hxc7h3drr2j83w8MAuw6szu4kyOSqS8IvZY93uEzJLIECZFQxctiBkCOvUUHR6fXaVbV26LSkNeBS21pDjNo\/Dnoqg\/zjcgHbIyM\/UazTOXJe4C9i2k92pKPaW0px5+YMLbb7RkNjUb8Iv8AdW1TmV8rjjK3gro1xJzn5QiE5TjuN6z9Ro3tnG4MTAaD4g7ggjYg+YoNj\/UtOXB3RAsIncW37p+7jvMi3xTlkebxIJ6AUPxDTA3DaVrZe4HDG0lwohU5WgrGAM9wR1BA2ijifALiFVS0QAltzcY4hi6IW3chVAd8QOsjxNQvwC73aEIxdndGQ4jHGMepGxGRnpCz0oBNZpxuAwZrNtAWtI62nREVyFdofPB+bYjP3qy\/FtHKj+GkZOpJVRyOiqXRAcVuZgsB0XoOsjNHB75IAtk7BgQVKkMcVxecTJ2gGnpwszZHMe8Ds4CjJFR2R\/mIGwQkyRFBX4fdtpcJuAsuLhTgrw5EI5tscWj+kn9Yrdt8Z0jvndttkLS2gxRCowJKPgkAZAhSFggKIO5rIvcKuFnKW8EQgfEe2oGS5IC7lVZiN4Hn5VYv9nruYW2uY7tHJL20gMqlpyYQAzgb0DOJ6my9u2qM2VsusYYoVe41wFSWJEZRiR+dZqrV0cKuZKqjJjbNxgYQIoYglnY447A5TG8U9OFXiJCBhzQVdGywEsUAabgE7lZFBRxFKoFLFAWgTH0oilNBoOj02iDW0MDdV39wK0tPwa31uMqqASZHh71JoWVbKFv6F\/7RWVxnihIUAHEnpMSAfHzFc1b\/AAbg+id8gFeOgO6n1BmCPt410lzszomHNpre++y47\/l7V52vFBathlSGPh6+cjxrQ4dxvUuObm3Ebwdv\/dB179jNARH8Oo9QWBE+RmsnV\/8ATnSudiyiZ6menSfL8v0rb4fr7hUZpvImPKOtbCPQfP3aTgtzS3CrY\/8A1yIWdwpy8YrGr3Pt72eOr08oPiJuP9y\/zKfP0rw65bKkqRuNj+VBY0G8gnxqyRVfh\/8AN7\/tVqK6RiOZ7Tj4ifR\/kaxK2+0\/zp9H+RrErE6ooooqAooooCux4ePhp9K\/auOrreHt8NPpX7VqosEb0sRTQ29OQ1pDqvcK4pc07FrZEspRgd1ZTuQeh8OoINVUpYoNI8YfBAowdLxvLjOCciKAgYk9VYmTG\/jO0t\/jtx2dilvnAFwYkrcxYMpYMxggjbGIk1jrUgWgvjjFwQMLeylPwxzW2Yv3ZHTAMZG0iBvUF\/VvdYM5AxUIoUBVRV6BQOgkk+5J6moMKeqUGne4sxbYBla3aRxcAfM2kChjO8zJG\/jTn45dYgtgSpbFig5UdcWtgdO7K7YxsNhFZqISYUSfAASa2tfp50ekKJzHv5IXdofqSBuAB+UGgi0\/HbybKUCYYd2FhMSSeikENJJymd6LXG7tvA2xbU2y2BVNwrklkkkkpLEwT9hWTQKvgv3+LuwYNbt4s2ZTAsucEZ8xJygwd4MDaoL3E7jFiVTJ7fdOwWC68kFt4yhFExTCk1E6U8Fy3xi4FVYQgIbRlFJdJkK58QCAR0Iin2+MXBGIQFcsCLahrYecgh6ruxI6kEzWdjT1qB1tKkxpgpaAxoC1JG9ER1oL2v4kzJbtIeioD6GBt61HxlhbZbeZLBRJ22np47Cs200XEn+sE+20f2qprr5a67EyzNJkAwT4T5dIrmq697IbmYroeEXYgj09P\/NclYQ4knz2Fa9nUXQoNoCekkZdOsA+FB6tw29yg9P7\/etO1qY6lY891++xrzrsv2guE93qIk9CFwgg+X6V12o4rZtKWuXAq+X9tqDdTVKTFeYf9TeFWUxuIoR3LMwg8xjcjy6dIrtNBrbVx87dxHQg7qRM+TAbZfpNZnb7Rd5p8+aUkiJIgiCT7Cf70HkWgHze\/wC1WiKg0aQzg+B8ParDCukYjl+1H4i\/T\/kaxK2+1H4i\/T\/kaxKxOqKKKKgKKKKArqdC3w0+kfauWrp9F+Gn0j7VqosBqmQ1WA3qZBWkWVFOIp50jC0l0kYu7oBvMoqMT7c46etLes3ExLoy5LkuSlclPRhPUetBGDTlatDQcM7y0bpLb3RZEbKhKZG5cOJOIldhBO+\/SUHCbjXGFtXKC53feOjIoaYGfXE+Y3igpF6erUqaS4ys622ZEnJwpKCOst06b0tyw9s4ujI0A4sCpg9DBoH2bjI6uhhlIZT5MDINdbxztPbfRpbtIEe5n3igbIGbJwp\/3tv7T0rmNPobtwBltsVLBc8TiCTHX8xUicPGV4MXbucgcELZEMVktEIm0knw6el8FENTlNT2uHXGUPiVQhyHYEIcFLMA0ddj+dNt6S4VDi25QkKGCkgsTAAPiZIHuaehJptSPbZSVdSrDqpBBHuDT3sMgMqdiAdjALDJRPmRuBUEBWnhdqfqLNy2QLlt0PgGUrMdYmo1agXpTZpjNSEmgs22k0lx6rh4pxaaCO1zMR4EdY6bGaqcWtAXMkLBWjH2Ahv7\/cVdZSFkMR7eM\/8APMVl3dUXCIRGGQmeoMR9q5q3OzRyYoYkdJEiekmta5wAOSSHY+OLFSI6Beoj3FZHZpIJueEx+telaK6qqHxJMbKNyffwHvQczpuEol1FxKBXEqWyjzjrHhWd2i0ZLu5xuy5GDMyBFyYRkpgRC+pmr3DdaL2pRpQI8sBPMDMcx8\/yrp9doULG4onoSAfPYz6GAfzoOV7KItlQSCisZwJyKwSPc7gj8q6TierW5bYNcZUKkwpgkLv4+3jVLU2xcuBgImBCmdp8B5yTUWqdrTkBtkG4YBlPXZgSJEeI\/Sg4C0Idx6jr7CpXpdRib1wp8siBEdVHT0oYV0jEct2o\/ET6P8jWJW52q\/EX6P8AI1h1idUUUUVAUUUUBXS6L8NPpH2rmq6nQj4afSv2rVRIpqwm9Q41KgPStI2NLxG2toWrlhXh3dWLuhUuqKdl2I5FO9ScU4z\/ABCgNaRSGZ8lLElnjvCciZBxSB\/LiAKk4XwAXrDXjdwVWdCMCwGFtbmTEHlU5ESem3UkCrDdmXBwFzmDW0OSMiFrpAGFw7XInyEgEiQKcFXT8VdNN3QdvxVcKCQuCq2QaOssymDPyeHjY0\/aBlgi2rOLjXCzMxHM5dgi\/wAkzBIO8edadrhSW1sEJkQ9\/vDctFCrFFNpnQmWT4b45QCQfWcrX8Ce3ZS7JIJUNykKC6C4uLTziDBMABtt6cEY4sMbaiyg7lma1zXCEycPDCefcdT5+QApvE+Ii8EHdqmGQUqzMSrsXYOWJLHNnaf959KfoOCm7Ze9mFVGxIjIzjkJAMwdgIB8egFXLPZwsbGN0FbxaGwIwIt94FuAnlY7wJ3AyBinBTXiZwtq1tWNoRbaWEDPPmUGGMk7+u81bTtBi7sunTncviTcKh3Vkc\/NzZK7iD8uRipNVwMJbOMuwuWgz4MpRXtuxDqd1HyGTGxXoZFN1PBQpuuyuiLda0iIjXH2kgnIg4QNidzv5U4K9vjoVVQWQVCsjZXHZmRlKlQwgoOYnbx8qLfG+a25tpnbVUUhnHIoYYgBtmhiMuvj13q23Zlg9tWuFQ7FC\/dnEOEDDHeXQmVD7SVaAYrJTTJcupbtXJV2RVd1w+eBzCTEEx1PSrwS8R1wusrd2qQoSFmCqCE6yZCwszvAq63aK7tKoQotELBgPZgpcO+7GIPmNtoEK\/AzbGoWDcdEQgBTKE3lVtlJBOPkSAGqnwfhzahnVWC4IXPSSAQDAJA8ZO\/Tz6VBHreJG4gthAi5s5AZ2LOwgmXJMeg895qmtdJZ4cp06pbvIrPqGtkw4zU4BA5jlA5nxb+oePSq\/ACr3A1wxbQM4VMnlnwCqoMN1BJDEAGr6MU02uhvcFR0tBS6EW3dx3TF3VXcSADBfZFwnbczArJ4hoDaZVJnJFcSpRgG6B0Pynbp5EHxqCpNOUURTvCgl4GjazVJplGKb943iVQc3sPD86xuM6BrF97R6qSJ84JH7VNwPjTaPVi+gyxZgy9M0Ywwnw8x6gVu9qO71143NIcyy54RDgxzKV\/q+\/hXNVHg2oAVQTyk\/wBxWpb7UFHYMXAkdBsCB4H0rj9LqzbYSPlYEg7GRsQa7Xheq02pGNwhJ9qCk4sX37xD3TiWLW4G3mV6HzkV2VkKmnZrNwscN8m5njYkEnr5eHTpWDxDsvpom3fJPQBBLEkbAAEkk9APWuK4tcuWrj2QzJgcWUNMMRLKSNpEwQNpmg63S9oNO3KbhU+bAgfqJAq5rLIcZhsgR1BkbeteaK2+5q\/w3iL2WlScf5knlYeO3n60GldSLrj1X\/tFLRqL6XLrunysEI\/\/AAux9ZmgGukYjl+1R+Iv0f5GsOtztT+In0f5GsOsTqiiiioCiiigK6bQv8NfpH2rma6LQnkX6R9q1UX7bVIh8agQ1OPKtI2dO7NoyoJVUus7EtijF0TBAJl3+E5iNvSarI9x+UZMEUtAkhVXdjHgBNaPDNZaXSOl21mo1Nkk5HKGS5mUAK8yqsbkjnE+FXdNxDSKXjus3W4gIt3VtBGKFUuqJYk4kSo28S0yAwEdtyCd+u\/X3qXK4QYLkKu+7EKmQ6+S5EekxWv\/ABOjgSgKxbARUdLuQYd6zXCcSpGcDrug5YNTam\/pJurbuIiPbwUhLpbJbqXAHXAASAVGJb5dz40GMqXrarcDOgecSGKMwB3IAMlZ8ekz5VJwi+9u6LzFygLKzLJ5mRlXcmCd602v6Emy0cihe8Qi4bgOBEbLiyZkMeeTvAHSmPr7YsunwGfNXxFt0RoWIQBRzDcHIAEMdzQY4Z8W5mOXz7mGJP8AN57+dNa88k5vJ2JyMkREEzuI2it3V67TsdQi420yUW+7VwLiI7tiwndzKQWEbeECkv6vSl2x7sJiwtDun+GeXE39pcxkNi+8HpQYP8TcERccQABDMIC\/KBv0Hh5VCa0+JiwTnaYD5VKBXUE4S1xA04pltiTPjtMDNatCc624etxzAK7uxgHqOvTbpUaXSpDKSrDcFSQQfQjpTBTTQWruuuOmDMW5y5JJLFiqrux3MBQKQaq4xBa45K\/KS7Er9MnboOnlVeKltnagmW68AZtAOQGRgN4sBPXc7+tRsxJkknzJ3pyikYwKBjGmlqaaUCsjDvDmb3P3qTR6q5acXLblHXdWHUH89j7Gm3\/mPufvUarXNV\/i\/FX1Ld5cRBc6O6DHOBsXXpl6iJrNDEGQSPbrUmNBSg6Ps\/2pt6NXa3ZZ7zLCPccFUfGCyrG+5PrECetc0zlmLMSSxLEncliZJPmSaMKCKBGG9PpDSxtQX+HH5qvq9Z2g8f8AnhVvOukYjn+1J+In0f5GsOtftGZuL9P+RrIrE6ooooqAooooCui0I5F+kfaudro9D8i\/SPtWqi2q1Nb61Cpqa2K0hcutS2zVcGpLZoLVAHSaaDSTWg\/2qQtUBelVqB5ps1IwqJjQOpDTQaJmgfSqKFWngVRGRUyCoiakU0Cu8dKTaOonc9TP8sACN+rGZ8P0aaZNZkPFKm9QlqkRqgVtEh3Kgml\/062P5at2ULEKolmIAHmSYFbq8FTOVY3UD2VyUgqQ7st2SkwJXbfYMs71eDkX0Vv+moW0if011Gr4AwD3FcYIQDkCHWd+ZBkRtB9R+cVuJ8JFu2x7wO6XXttiHxlAsjdRuGJ3JEgbTU4Oe\/hE8qemiT+muhscClLDY3W72CXWAijMrj8h5uUgb7mmpwC5CElRl3cjfNA6kyyASACrL5ytODBbRW\/6aiOlT+murfs2zYrbYZY3GfLIDkuNbleWOgEiSetVf\/jlw44kLItiXJVS9wMVCGN5KhYiQTvsDDgwUQL0EUhNK\/r+lRk0GD2h\/EX6f3NZNa3aH8Rfp\/c1k1idUUUUVAUUUUBXQ6E8i+w+1c9W\/ozyL7D7VqovKalQ7GoFNSqdjWkKpqW3TNNZe4627alnYwqjqT5CnIaCSgGkFLNaDgaerUmnsNccIgyZjAA6knwo7toD4nAkqGg4lhBIB6EgEbeorIcxNRk04PtRbUswVVLMSAFAJZidgABuT6VoIKkipE0r921wgKithJMEvtyqOpIBk+Q6+FQZVkWUFPZdqbokLuiLuzsqKOksxCqJ9yKL7xIPUbH8q2EIA6ionapL6MrMjiGUwQfA+RqFzvUCqaGIpk0E70CipraVCCJqZWrItKB4U5XI6Ej8\/wDnkP0qv3lIXrQsFzJMnfrud\/OfOq9xiZ3O5k79T5nzNS2GVnUMYXJQx8lkZH9JrUfh9oqFNxUIb4jZq8L8UgqobnkLb6dMh51kYIcj+YxPSdv0pFuGZkj1BM\/rVviGkt22UW7ougkzEJG4gZEkCQw36AhuoE1Pd0unRLrFyzJcKoq3EYukjEhln+U7mDJ8oNBmPfbaGIjfYxufGq7uT1JPuZ9\/uf1rZ19nS4ObbOroVABZXVyYDBDAJA5zlEco8xWIXoHOaiFKxpk0GH2g+dfp\/c1lVqce+dfp\/c1l1idUUUUVAUUUUBW7pPkX6R9qwq29K3KvsPtWqi8ppytUCmnqa0jU4FrFtam1cecUuKzYiWgHwB8a2OF6rQ2cgzPeDYyTZQMVxcPbGTnu92RsxvyRtO\/Naaw9x1t21LOxgKOpPX8hEmfACug4X2fu432ewXe3btuiFoRg7gFi6sJAQOYDb0FThl+1bvo1xTctKxkQAWWCA2LbSNmxO20VsHiejDOO7V0cQhFoK9k4shuAOxDt8hK7AncQQKxDwTUgoO6aXIVRKzkVzhhPKcdzlEDrFWU4I5tF0ZHcXVQLbuW3UhlmQQ3M2RUQN+YeBmg6L\/VdNYGlBtgt3dhnZbahgAhJYOTLM2QGOw2YkkkRj6TVaO2LQYO4t3Lkg21AuK6qEdhmflK\/IZnz61ncRs3lCtdggfCVla26juxGGVskAjyO\/jvV5eB3G0tm7bsl2vM4Ls2OARhgFBYCCA7FiCI8omgtafimlxcXizs+xdbFpCVZCoCw3JgxLyN2IUbAUyxxbTr3OxCJh3iC0hLup57neFst9iF8Pl6b1Qs8EuG1cuMN1FtrcPbKOrG5mVcMQxUIeUGZ8PCo\/wDQ9Rlj3YJDFGxe2+DBSzByrHuyADOUfKfI0F\/Sa7SoqoVLhTczys2y2oyEJzl8rMdOWYknrScT4ppriOqWsGODq8AsXCkXFbfltmRAHisnrtTvcLuJbYsrBxct2wkSW7xHdTtMzisR1mptZwW5mqW7bKAjMz3HtwcCBcdmDYIikhevl1JgBNwPiluyA5Qm4rhwcEcMqgYpk893zAnJQTv6Cr93WaNrTqiFHLOwZrYYlWbMAFWlWXZJMiBMSTWdb4A5S0bZV3uM6wLlvEsrEIEJYZZYtv5iOu1RX+F3QFHzO1wW0RCjqxwV+W4jEE86yPXrQO49q7dy+9y0WKuxfnUKVZiSV2YyB57VmzVs8Juy0G2cMQzC7awVmJCqWLgZEg7TOxPQVHp9ExvpYZWVjcVGEcyywDGPQSaCAGia1uK8GvLeKJpyi94bNsBsi7bskksecrB8B7VQucOvLbFxrZCEKciR0ecCRMgGNpG\/Wggp2VR5UKaCZW\/WrPD7QuXEtsSA7BZHWWMD+8f+elVSYpA9BtrwtHGVu5KkPisMXJRVLk8oBEsI6GDMCDTbvBnXKbiEL1wJfmyZSDiNoxlj0UMvnWOWmoncCg39T2edVIZhmGYHZypRUyBTFSWJ3iOvh0MUNZwl7SFzcttHVVaWHOyExGwDKBvB5h6xkkjyFMZqDd03CldEZ7jJnbdwWQhJQtkchPIAAZ2+b8i7UcCRFctcabdsOw7tlBd88V5gMV5Du0FtsZkVzxNMoJSaaTTQaCaDG44edfp\/c1mVo8a+dfp\/c1nVidUUUUVAUUUUBWzpflX2H2rGrZ0x5V9h9q1VJWSaFqOacrVoWtFq3tOty2xVkOSsOoI9\/tWpd4810Xu8RMryBDgoRSe9t3C7jfJvhwPf0rO4Xplu3Uts4QOYLmNtifEgSYgSQJImupu8ItXU09q2T8JL6vb76wbpuNcNxFNxZRcg7c0EKLbDcigy27TahsGLIXtgIlwopcJBBUk7MpBIII3B3qFOOXVGKC2oDK6420XB0EC4kDZo6nea2+FcIs6bUrduXA6W7\/Ky3LSr3ShHS62Zlw2cBUHW2wkGBVO92aiw9zvAzrkwAuW8HCuwKIolnfBe9yBAxZRBJmgzNVxK5cVVbBVUswVERFyaJYhAJaABJ8BUi8XdEsqmzW2vNk0MCLy20ZMWBGGKbg7HM+W9jsvwhNU10OzjC3mAhQFjmikEvsBDHckAdTsIqweCadgzW7zlPjHvi1vC2LbuttbiTmzOqBto2dIB3gKC8fvYlDhhCgILaBEKMzKyKoAVwXY5dd9+gp9vtLqVcOjqjBy5KW7aZuQVLPiozJDN1\/qPnUXGdNp7YQWjdLPbt3G7woVAu21uBQEAIYZEGev31tTw5l0Vu5Zs2nVrOdx2S2XRpYOe8Z59gFkbb9BQUH4\/dYOAttQ7B2xtqCHUmLikyVfmIyG9SajtJfdmd+7zdcLjd2s3E25XBEMNgemxFaWr4FY7xzdupZQ6g21wwhrTBVs3FXI4pOTsSfl9xRwPg6J\/D3boIY3wrB2UWzDsuCgrzzj82YiRtHNTgyLfHbgNshbfwnFy3CKuBDi5iMY5CwkimaHjF20oS2wWLguKcVLo\/KCUYiVkIoI8QI850m7OI1l7qNdLqXBtFVN1GABXvUQQARk2QIAEQG3q1qeBWO8Y3bqWUOoNtcMIa04UWripmcUnJ2JPyj1FBiLxm4JAW1iYJTureBZScXKlYyGTCfIkdKqnWu1zvHZixfNmHzHfePL7VPw7h4ualLN1xblirMSIBAJABO3MQFB6cwNbNzs5Ytk99de0q3LaksBkyOCCbYIGQDqecgDEMY6AhQt9pbqXHuWwgD3nvhWRXwdyZxJGxxbEkRIqO\/x67ctrbuBGVJCcgDW1JnFCPlUdAPAbVnarTG27IYJVisjoY6ER1BEEehqIUEpelS9FQxQBQWBcpO8qIGmsaCx3tMZ6hBpZoFJpJomiaAakFANJNAs02aQmmk0GVxn51+n9zWdWhxc849v3NZ9YnVFFFFQFFFFAVr6f5V9h9qyK1rHyr7D7Vqompy0wGnVpElq2zMFUFmYhQoEkkmAAB1NXDwm+M5tP8NityQORlGTL6kDcgTA36VStBchmWCzvgQHjxxJ2BrpV7Tpb1T37av3ZL3ES4lksLzoqHnxLJbKqoYIZYIAesgMQ6W4tsXDbcIxIDlGCMR1AaIJ\/OpNZw67aCG7bZM1yTIQWUHrHUdfGtO32mnDNGG2nR2Vw6BNO6Mvdad1wR+TxLDdoAyNV+M8QtX3uXPiZ4oEYraU3XzJuPeW2qqpwaBiD8gkmZoKul1YS3eQrPeW1SZjErct3JPn8kR61VMUwmiaCWkwEzG9IDTsqAEUACkmnA0C4jyFOSmFqUPQSbUqBfAVHlSZUE0ikFMDUBqCQUVHlS50Esj86ialL0xmoA0mVJTaCQmmzTQaUmgAaCaYTQTQKTTSaQvTcqDN4r8w9v3NUaucT+Ye37mqdYnVFFFFQFFFFAVrWDyr7CiitVD5pymlorQKWiigKcpooohQ1LNJRQOmlBpaKBQ1OBoooClaiigZNLRRQANKKKKBRRRRQBNITRRQNmkmiigCaKKKBGYCmE0UUDaKKKDN4l8w9v3NU6KKxOqKKKKg\/\/9k=\" alt=\"Efecto Fotoel\u00e9ctrico. Resumen - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se inspir\u00f3 en este trabajo para a su vez, presentar el suyo propio sobre el efecto fotoel\u00e9ctrico donde la energ\u00eda m\u00e1xima cin\u00e9tica del foto<a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, Em\u2019 esta dada por la ecuaci\u00f3n que lleva su nombre:<\/p>\n<p style=\"text-align: justify;\">Planck public\u00f3 en 1.900, un art\u00edculo sobre la radiaci\u00f3n de cuerpo negro que, sent\u00f3 las bases para la teor\u00eda de la mec\u00e1nica cu\u00e1ntica que m\u00e1s tarde desarrollaron otros, como el mismo <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, Heisemberg, Schr\u00f6rdinger, Dirac, Feymann, etc.<\/p>\n<p style=\"text-align: justify;\">Todos los f\u00edsicos son conocedores de la enorme contribuci\u00f3n que Max Planck hizo en f\u00edsica: la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>, radiaci\u00f3n de Planck, <a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a>, unidades de Planck, etc.\u00a0 Es posible que sea el f\u00edsico de la historia que m\u00e1s veces ha dado su nombre a conceptos de la f\u00edsica.<\/p>\n<p style=\"text-align: justify;\">Pongamos un par de ejemplos de su ingenio:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Unidades de Planck b\u00e1sicas! Al... - F\u00edsica en tu bolsillo | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Unidades de Planck<\/p>\n<p style=\"text-align: justify;\">Esta escala de longitud (veinte ordenes de magnitud menor que el tama\u00f1o del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> 10<sup>-15 m.) es a la que la descripci\u00f3n cl\u00e1sica de la gravedad cesa de ser v\u00e1lida y deber ser tenida en cuenta la mec\u00e1nica cu\u00e1ntica.<\/sup><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Big Bang models back to Planck time\" \/><\/p>\n<p style=\"text-align: justify;\">En la formula que la describe, G es la constante gravitacional, \u0127 es la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a> racionalizada y c es la velocidad de la luz.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAc0AAABtCAMAAAD08Mp1AAAAkFBMVEX\/\/\/8AAAD8\/Pw0NDTn5+f4+Pj09PSLi4vNzc2wsLCDg4Pv7+\/q6ur6+vpNTU3X19fg4OC5ubmioqJTU1O7u7va2tqYmJhaWlrBwcHLy8t7e3vi4uJzc3Onp6eurq4tLS1lZWVAQEAbGxslJSWbm5tEREROTk4YGBgRERE5OTmPj48uLi52dnZjY2NsbGwLCwstnRHhAAAOUklEQVR4nO2dCXeqOhCAmcgOEhbZQRG0KlX8\/\/\/uJSyCtmpttdZ3851zj2g1RiaZLZNcjmMwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg\/EFNFv6Ep7+7J4yrmPOYDa6znvGP7unjOu4+yjmv4COnt1TxnVkkJ7dBcbdCMB7dhcY92I8hfTZfWDcC8HbK8\/uA+NeiNFs8uw+MO6FtpuH\/TMkMM\/1ldGXjttcaXIwsRXtud1h\/Ag+z9okj5kmAFsmzVcmhkRsrgTNArCf2xvGz8CgdpcohU3wzL4wfkoAZXcpOsCSsS8NmsKiu9ahlyzjFUHeetpdKzBjiYSXZpz0yYMdODF5QOPB39F4zCLQl0Fw5nJ3SeITYjzDqAo6AYp4UWUqHp\/7NONvIY4Ms70MIbe5WF0WAE12COFkHimTDUzPf57xlxDB7\/IFW5hjU5VML2\/WyARrs6QBiwMGSym8BjpknVrNIdPLVOAWOVBTOrbeR2Hzus+k+Rq41FbWmLCSFCJMLgGg0pM3YNcGM1jI5z\/P+EsEh1SQB7maikSqDryRp1oGfpuOZ07tq5Ae6kgMWKs0Y6vM6mRtAH1agfEiSPu2jkTPYVZ7tyUAmZNiBe9sFfvVqIpWZik0OldLYEOmqFaAg5\/ZMcY3MEatzDKAOuMuL0Eizg8PL5WBt8qyZLX4XDFvZKZtYFlfTNcgc2NEpFm10vz7ThDyd4JQbpguAaNZq54UjdMzLmGkowSL7\/DW3B3N\/vOJvZSGVFqhXn\/n\/xsN\/OZC3QPNuHPmDpLYUzlBgpVNZqUQJ3+\/3NYDi9iG2T+\/nIehqh9FB\/L6Qp6DE6kCx8UOzNMwtLfWtxv\/tQwSfs+xZhsnmlb8+ybizgQQ1Y98uW0qgnh15Hi1GFzJKDaZ597cJsINk08XS\/FJVeAYB1ZwXu6xLPRP+EBRJuYn75rOZlI1ECYtP0y9F\/Li7kPaVhsgTWutIx92d0XEQfDZrbtGaDg1689qjLADwymkTSTDUa1z0tSVzD+4qkJQOZ7tO9PG0ouH3WtNNjIb9JW3oj34\/5w0pQesdvnQsBE\/\/k2LYCjNIFktFaydUYn6tCpg2UlzPJ0tQwG5CXh1w57f4gRc6ssJZH3DaBzs4e97b\/dm9+kE+hEmvFUZYTf5KCSUrgfSFBcbiOKzDfF2qq7B6KQZjKDuq1nktQqXrQ4+WAWcXoI6UMoK5OGHFv\/vzPO7B2nVTNRqPpka8ny2OkhTK9egXvCUBG0sGwdp8kmrOom37Z8Y8wiIHHXf70eGHoH\/HSvx2uTFvTMo6MJ2UN4pvX0nTcGDqwun+O0gzWANdjP3Qjjdo1hLU5AGhtLdgCdw\/xgIRvdu0gP5XGQglA5vHzStBbC\/5jD3c1MsAVqjYOaQHDs4bkE8c340GEYBrJ+xZoCakjihHUjC7w4oDYx7Nzkj\/s9cwp9JNCB3eNFJ013CBz8FIaHZo4aE5i+9NE0SELeL5vESRic20cxUWx0ERCLRxpg0h8i\/9iVBFB98b0lYlEZTxInW7o12VVd22dmR\/Qhc2N25RWvdOLTJR3ts0mRNJ81xSpxeV9B5vvdoRTfMHHI7OM0zmrMYemniAro8LL8D+DDxNH44Mni6dKCFiqKkAXWAka5Uvp9NtEdKNPQ2dB+PuXUKWAkcjgzS559HSZp8yrkR0iUPbkLEJ62HA9sre1JlrIg4l6cupVDttF6avEMkbkUzWGVK93E+NitYypy7KwDq295LUyYtttLUSXCZXh7zGFZTMjgqWKkBNanWfB+FoQPL6PuZrS8QgSGbkaclsNewOjVVWJ132b9KAKecczbs75xg4RqnzR9vLEPY3hF5Lk+Mol27z500MQ1IM1XaEs2c9D9ZhvWUr6TAa+oeemmS33TYZ0pi1sXFOYZsclvJGyujFt5YKWCBqCaCt0eGLcISIldNx1wGG00N6LAzfu5kuuopn8TxNep3kge8fdJ69OEW8d4IQD2yirj5qlaaiPhAeUliCGFC1FN0GG1xAZFaHrp7kCZ9fxdyaCpccVhFByKRi7dVY2mx0QQ3POwfevyKSVTBYiFyOgmjbWLFwzmU5+7810HiCWd\/etXUQceWco1h8Cactv9R7Qk2mXNDLSPOm9rAVppj4ttmzd8nMKhZ0Xawjvrx3M\/NybE0L8\/NGNYLzs2i9gNKq5kx7B+6zJJC4dMcN1EFFf1C5eCG\/w5Oc8eV\/INuPuXWOSxGx66KOmrmH5EivccCkarUjFuBKO7DlCFB6PBQjWNN20mTNG1ftJsKGFj2vXbGk+9a14O2fPCuKadNFpP+VUQvaRKMbl+z+AEjqO+oqUxvmZtfoi39656BpccEnYaNfKzRuek1mhh5Q1UbwGwwno+8IKO9NdQLuiyVDHb2fNVVASMyZ+rrApxHLtIJAAVNa4h+o5Zcou9\/s7plXKyaC3SVm9uWl0NpVjBvIN7qaL5RqRZqpUmnXXL41ZMjSQ0ilHeYdz7tDvKLGmy8h5zYbbvTxuEMqDSlVqiPIgTY0ckRbiCrn6+vDLovNnt6fuX8zJCMV99JBZnJ+3HzxWduPxmZg1vuH+ttn861LkcbDuYmcSCGHk4vzXh3kEVsdEUuZyANbjGJFjq7jayZMcEJzB+r9xK6K4vgrWkJK3EdYNb0GIk06Vz\/KsRjfMnkI90NTlIq1yKU3mXcO9\/oNX67HKG0bS9hoGawpTTrHckePEvBNKHTeTVhbzeFpJIO1WXcUJpUNXeZvaIzuWdI4E3kpkMXZFpsNrtHeyQ5LGnPUdKkS\/mM\/BJETw4Vyxx2i+ptgqgtzS5JU7fbGpAe4fJhpG8Hx846bEK5BaSdNB9\/1r\/pKjpkKwdfn+6bQs8xMWZB14uDT6v4Y6vWqO1HB2so8qhzZGXIL+cA1rQ8xvWhIoOYDnTiWv3C6phJDAZ9JPFQncjCBdhjr1Y0mkN+q5jR4aVfOYxAhNtq1RZwmJD23TcnIK0TYfLeKjp551i9uO1uDcV0WpWKtvUhRYjEOfwGE2uzD7i4jVUHayhi2ez85sYebC86Fyas6VxvYiG6sk1scYR\/HvhdwYNVPcimRT120ARyZRLVQ9fc70z6BiJtq7isIhS4aYlysodZp3gluHeia7ItXSoj0TPa6cBXRBX3C9cHaZLYuvFe3Tpvw8mq4jokDnLfYMFLbb+IQ7HsOuvugOZwOXc2vzzTPCjoG8i8VjWFZi6tPcAqCh9cWGJAHYQhFVZ0sCEF1ju1ttREsCqiAZLKoareCytiHLuY07HMc2ZYWxzRxVij7iLnhl\/uKvENYdUptgru7eQR0a082cRp1LUcUwcoOsyMfkWMCx3fcs2QVoJwNC3VmE9Nhfc69uZQjOmLittOcpwVU2yG1fzKWte8qWFB3h4imhpGlvNGXGnYhQ9d0PCketVVVNS01jnYd8rGMxAielKI7u8xJ+S0RpL3vGBhJByONoqZbnZEEcWeTWaCNt743KRQv+iuuUZF7m6Xavfh3uNVlnbLub+YTvraLMv3i+rghoWldPhO16u2UeI10g18o\/GFwp3fxBbiZEH\/d4Ay7aRn2lkVJeWVEYjK5rZyvLSkdXzjtFKwJS3hmrn9IZ17MO4eTbc1MNr7KMVB5ChUERGPkd9GJlGpKaeVmzTk\/Vzg9CzRRSnj5XUgLuyvRqmK45JIz2njdgPuPlpFU5Zld+hDj028Kw+GE40HLhMyw7BLSyAXdy+aTa+QpomCIIha31ochu7V2q2D16VjneYOlhb1K7Gd91r7d8HwZk2sgE64RUHmp7eUaRqQ57Rqmera2xZx1SgmusjkynVcWl+uTtNdesbTqBne2hwe9QOOkJ0nFlyZq207OKwu\/vttbFDHba58uUScXNC8yW5FYy3iMkzyoD8eLyuc6rbGN8S01Rfm6GzyQMPYrIfI+Oe5qTizn1iiY\/UhAYyeUviFnEN6BZGQUPRoJovPo\/pUPEScI544DY2nay790ey21olr0cg\/LD5PHrilM8rzYl5NREH9cQyDffvh0cEF+gV5F24c9ndCgGWXlZJJEBHvaNqEyk\/wRiGHEkPk\/FXj9yjAT25cd8EAzRlByvqz5IFZ5bBJ3Rh7Iyhmt4U\/n6E\/txJSM\/bN+g\/ez55jNoN+FG3XYoj9iudkHxDW5pXA4WUaiCoNLjQXqXuNA4fDtyjEPRTtyvEni7dKDu+teaGrG7Nnzqu7oFUwikrJ2X8n73UHxA1knV+zXE\/D8WJdpmEFthzT+28VUcDxq0zkJ1j3M5FuJglusUwkKKxzT58kD+i6Y1\/kSiLh5H9QlcqnqlpOnjUs02QbdW5qsCX+oLbYBlxAAnJXxXQ\/F82JmKodalws0ZBY8m7acmEB1Kd\/Rx+SBzS3bQxKBoJi+s9tm3s1SIwyp6Y2O00eIGsPR3lE3me7z\/86Ywf2NtGq\/mktnzsnOvgo8g9e3mz+70FEn6oixxv5sYIeS\/Chipzx5yExioM5PJ8fSzPeDyt0GC+CvqEZ6GC0O3ZxyJRd\/\/0jKxgniLQilUSW6rE034h31Cla5AYhxlgOH7uMxLgDAUClp6c7Doii3R2WNLD0NhuNisRi0vzruDmMsHey00qjW7sGPmxApKuw\/yXu76NXABPpJHlApRkNhDchivfnW5wYD4funox8OJaVQKQ5sKQ0ycc83JdAXsOm2J+k6pdE0\/bio+VZLK\/3EpgOmYijk5lnw\/BMWvz+4Ep\/xr2gh0J82GNDwtBVH28G8C8e0vKaWCcObPNi3k9OGpNKzGy+BjJNsJ+uXaJpAbtmV4tALu+yxYnxC+jbjwe80DWTDGZJadtSRuTK\/g\/rl8Ee7ifo0cPSn81myyrFOnNoX4ZJcWbbgiBquq79e0f1vjSu8fNyPAaDwWAwGAwGg8FgMBgMBoPB+Gv8B5tM6FF8+rIPAAAAAElFTkSuQmCC\" alt=\"Big Bang models back to Planck time\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Masa de Planck, vale 10<sup>-8<\/sup> kg.<\/p>\n<p style=\"text-align: justify;\">Es la masa de una part\u00edcula cuya longitud de onda Compton es igual a la <a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a>.\u00a0 Est\u00e1 dada por la ecuaci\u00f3n 2), donde \u0127 es la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a> racionalizada, c es la velocidad de la luz y G es la constante gravitacional (los mismos t\u00e9rminos de la ecuaci\u00f3n 1), pero intercambi\u00e1ndolos de manera que tienen otro significado).<\/p>\n<p style=\"text-align: justify;\">La descripci\u00f3n de una part\u00edcula elemental de esta masa, o part\u00edculas que interaccionan con energ\u00edas por part\u00edculas equivalentes a ella (a trav\u00e9s de ), requiere una teor\u00eda cu\u00e1ntica de la gravedad.\u00a0 Como la <a href=\"#\" onclick=\"referencia('planck masa de',event); return false;\">masa de Planck<\/a> es del orden de 10<sup>-8 Kg (equivalente a una energ\u00eda de 10 exp.19<\/sup>\u00a0GeV) y, por ejemplo, la masa del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> es del orden de 10<sup>-27 kg y las mayores energ\u00edas alcanzables en los aceleradores de part\u00edculas actuales son del orden de 10\u00a0exp.3<\/sup>\u00a0GeV, los efectos de gravitaci\u00f3n cu\u00e1ntica no aparecen en los laboratorios de f\u00edsica de part\u00edculas.<\/p>\n<p style=\"text-align: justify;\">\u00danicamente, en un laboratorio aparecieron part\u00edculas que ten\u00edan energ\u00edas del orden de la <a href=\"#\" onclick=\"referencia('planck masa de',event); return false;\">masa de Planck<\/a>: en el Universo primitivo, de acuerdo con la teor\u00eda del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, motivo este por el que es necesaria una teor\u00eda cu\u00e1ntica de la gravedad para estudiar aquellas condiciones.<\/p>\n<p style=\"text-align: justify;\">Esta energ\u00eda de la que estamos hablando, del orden de 10<sup>19<\/sup>\u00a0GeV (inalcanzable para nosotros), es la que necesitamos para verificar la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>.<\/p>\n<p style=\"text-align: justify;\">Siempre, desde que puedo recordar, me llam\u00f3 la atenci\u00f3n los misterios y secretos encerrados en la Naturaleza y, la innegable batalla mantenida, a lo largo de la historia, por los cient\u00edficos para descubrirlos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;title=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;title=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;title=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;t=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/18\/la-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;title=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;title=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2022\/04\/18\/la-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;title=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F&amp;t=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=La+F%C3%ADsica+Cu%C3%A1ntica+nos+revelar%C3%A1+los+secretos+del+Cosmos&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F18%2Fla-fisica-cuantica-nos-revelara-los-secretos-del-cosmos-3%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>En 1.930, el f\u00edsico Wolfgang Pauli propuso la hip\u00f3tesis de una nueva e invisible part\u00edcula denominada neutrino para dar cuenta de la energ\u00eda p\u00e9rdida en ciertos experimentos sobre radiactividad que parec\u00edan violar la conservaci\u00f3n de la materia y la energ\u00eda. Pauli comprendi\u00f3, no obstante, que los neutrinos ser\u00edan casi imposibles de observar experimentalmente, porque interaccionar\u00edan [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27852"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27852"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27852\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27852"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27852"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27852"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}