{"id":26491,"date":"2024-04-04T13:12:31","date_gmt":"2024-04-04T12:12:31","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26491"},"modified":"2024-04-04T13:11:48","modified_gmt":"2024-04-04T12:11:48","slug":"conozcamos-mejor-al-personaje","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/04\/04\/conozcamos-mejor-al-personaje\/","title":{"rendered":"Conozcamos mejor al personaje"},"content":{"rendered":"<p style=\"text-align: justify;\">Del familiar <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, tan conocidos por todos los aficionados a la F\u00edsica y tambi\u00e9n por algunos que no lo son, existen aspectos de su vida que no siempre han\u00a0 sido aireados y, por lo general, son desconocidos para el gran p\u00fablico que s\u00f3lo sabe de su gran obra y de su esplendor pero, como todos en esta vida, \u00e9l tambi\u00e9n pas\u00f3 por sus momentos bajos y tuvo que sufrir situaciones adversas.<\/p>\n<p style=\"text-align: justify;\">Como alumno, la verdad, no era muy apreciado por sus profesores, el mismo <a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a>, cuando public\u00f3 la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, le recordaba como un alumno poco disciplinado, algo vago y que faltaba a clases para irse a navegar con Mileva Maric, en las clases se aburr\u00eda. Incluso se cuenta aquella an\u00e9cdota de su profesor de griego que, viendo lo desali\u00f1ado que era y el poco inter\u00e9s que pon\u00eda en las clases, lleg\u00f3 a decirle:<\/p>\n<blockquote><p>&#8220;Muchacho, en esto de la ciencia no llegar\u00e1s a ninguna parte, es mejor que te dediques a otra cosa&#8221;.<\/p>\n<p>El hombre pas\u00f3 a la Historia por sus &#8220;prof\u00e9ticas&#8221; palabras.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Mileva_Maric.jpg?uselang=es\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4c\/Mileva_Maric.jpg\/220px-Mileva_Maric.jpg\" alt=\"Mileva Maric.jpg\" width=\"220\" height=\"250\" \/><\/a><\/p>\n<div style=\"text-align: justify;\"><span style=\"font-size: 10pt;\">Mileva Mari\u0107 en 1896.<\/span><\/div>\n<blockquote>\n<div style=\"text-align: justify;\"><strong>&#8220;Mileva Mari\u0107<\/strong>\u00a0\u00a0(<a title=\"1875\" href=\"https:\/\/es.wikipedia.org\/wiki\/1875\">1875<\/a>&#8211;<a title=\"1948\" href=\"https:\/\/es.wikipedia.org\/wiki\/1948\">1948<\/a>) fue una\u00a0<a title=\"Cient\u00edfico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Matem%C3%A1tica\">matem\u00e1tica<\/a>\u00a0<a title=\"Serbia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Serbia\">serbia<\/a>. Fue colega y primera esposa de\u00a0<a title=\"Albert Einstein\" href=\"https:\/\/es.wikipedia.org\/wiki\/Albert_Einstein\">Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. En la actualidad existe un gran debate, tanto fuera como dentro del \u00e1mbito\u00a0<a title=\"\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cient%C3%ADfico\">cient\u00edfico<\/a>, sobre el grado de participaci\u00f3n en los descubrimientos atribuidos a <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>. Algunas de las conjeturas que probablemente confirmar\u00edan este hecho refieren a las fechas de coincidencia entre los trabajos de Albert y el romance con Mileva\u200b, y a su gran genio matem\u00e1tico.&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"alignnone wp-image-32425\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/380812410_274435798806373_5570035918180731983_n.jpg\" alt=\"\" width=\"468\" height=\"245\" srcset=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/380812410_274435798806373_5570035918180731983_n.jpg 1199w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/380812410_274435798806373_5570035918180731983_n-450x235.jpg 450w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/380812410_274435798806373_5570035918180731983_n-700x366.jpg 700w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/380812410_274435798806373_5570035918180731983_n-150x78.jpg 150w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/380812410_274435798806373_5570035918180731983_n-768x402.jpg 768w\" sizes=\"(max-width: 468px) 100vw, 468px\" \/><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">El padre, Hermann <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, y la madre, Pauline; Ambos de origen jud\u00edo, aunque alejados de las tradiciones religiosas. Su padre dirig\u00eda un peque\u00f1o negocio de aparatos electr\u00f3nicos.<\/div>\n<div><\/div>\n<div>\n<div id=\"attachment_32426\" style=\"width: 298px\" class=\"wp-caption aligncenter\"><img aria-describedby=\"caption-attachment-32426\" decoding=\"async\" loading=\"lazy\" class=\" wp-image-32426\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/the-5-year-old-einstein-1-1600.jpg\" alt=\"\" width=\"288\" height=\"226\" srcset=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/the-5-year-old-einstein-1-1600.jpg 1200w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/the-5-year-old-einstein-1-1600-450x354.jpg 450w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/the-5-year-old-einstein-1-1600-700x550.jpg 700w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/the-5-year-old-einstein-1-1600-150x118.jpg 150w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/the-5-year-old-einstein-1-1600-768x604.jpg 768w\" sizes=\"(max-width: 288px) 100vw, 288px\" \/><p id=\"caption-attachment-32426\" class=\"wp-caption-text\"><span style=\"font-size: 10pt;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, 1884<\/span><\/p><\/div>\n<\/div>\n<p><center><\/center><center><img decoding=\"async\" loading=\"lazy\" class=\"alignnone wp-image-32427\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/main-qimg-442f20e28244db3bb7c0b249ad886770.jpg\" alt=\"\" width=\"274\" height=\"274\" srcset=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/main-qimg-442f20e28244db3bb7c0b249ad886770.jpg 602w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/main-qimg-442f20e28244db3bb7c0b249ad886770-450x450.jpg 450w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/05\/main-qimg-442f20e28244db3bb7c0b249ad886770-150x150.jpg 150w\" sizes=\"(max-width: 274px) 100vw, 274px\" \/><\/center>&nbsp;<\/p>\n<div style=\"text-align: justify;\">El joven <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> hacia 1895, a\u00f1o en que su familia parte a Mil\u00e1n, Italia. El\u00a0 pa\u00eds del arte, lo impresion\u00f3 vivamente y lo recorre a pie, de Mil\u00e1n a Padua, de Padua a Florencia&#8230;<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Cuando <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> finaliz\u00f3 sus estudios, nadie le daba trabajo, su comportamiento contestario como estudiante no era, desde luego, el mejor aval para conseguirlo. Incluso en una ocasi\u00f3n, estuvo a punto de destruir los laboratorios haciendo unas pruebas. Aquella situaci\u00f3n, le llev\u00f3 a la depresi\u00f3n, de tal manera que, su padre viendo su estado, se atrevi\u00f3 a escribirle a un profesor con estas palabras.<\/div>\n<div style=\"text-align: justify;\">\n<div>\n<div><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Wilhelm_Ostwald.jpg?uselang=es\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/d7\/Wilhelm_Ostwald.jpg\/220px-Wilhelm_Ostwald.jpg\" alt=\"\" width=\"220\" height=\"242\" \/><\/a><\/div>\n<div>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Wilhelm Ostwald<\/div>\n<div>13 de abril de 1901<\/div>\n<\/div>\n<div>Profesor\u00a0 Wilhelm Ostwald<\/div>\n<div>Universidad de Leipzig en Alemania<\/div>\n<blockquote><p>Estimado Herr Profesor:<\/p><\/blockquote>\n<blockquote><p>Le ruego que disculpe a un padre que es tan atrevido como para dirigirse a usted, estimado Herr Profesor, en inter\u00e9s de su hijo.<\/p><\/blockquote>\n<\/div>\n<blockquote>\n<div style=\"text-align: justify;\">Empezar\u00e9 dici\u00e9ndole que mi hijo Albert tiene 22 a\u00f1os, que estudi\u00f3 en el Polit\u00e9cnico de Zurich durante 4 a\u00f1os, y que el pasado verano super\u00f3 con brillantes notas los ex\u00e1menes para obtener el t\u00edtulo en matem\u00e1ticas y f\u00edsica. Desde entonces ha estado tratando sin \u00e9xito de obtener un puesto como ayudante, lo que le permitir\u00eda continuar su formaci\u00f3n en f\u00edsica te\u00f3rica y experimental. Todos aquellos en situaci\u00f3n de emitir un juicio, elogiar su talento; en cualquier caso, puedo asegurarle que es extraordinariamente estudioso y diligente y se dedica con gran amor a su ciencia.<\/div>\n<div style=\"text-align: justify;\">Por todo ello, mi hijo se siente profundamente disgustado debido a su actual falta de empleo; tiene la idea de que ha equivocado el camino en su carrera y cada vez se encierra m\u00e1s en s\u00ed mismo. adem\u00e1s, est\u00e1 agobiado por la idea de que representa una carga para nosotros, gente de medios modestos.<\/div>\n<\/blockquote>\n<blockquote>\n<div style=\"text-align: justify;\">Puesto que es usted altamente reconocido Herr Profesor, a quien mi hijo parece admirar y estimar por encima de cualquier otro estudioso actualmente en activo en la f\u00edsica, es a usted a quien me he tomado la libertad de dirigirme con la humilde petici\u00f3n de que lea su art\u00edculo publicado en los Annalen f\u00fcr Physick y le escriba, si es posible, alguna palabra de \u00e1nimo para que pueda recuperar su alegr\u00eda de vivir y trabajar.<\/div>\n<div style=\"text-align: justify;\">Si, adem\u00e1s, usted pudiera asegurarle un puesto como ayudante para ahora mismo o para el pr\u00f3ximo oto\u00f1o, mi gratitud no tendr\u00eda limites.<\/div>\n<div style=\"text-align: justify;\">Le ruego una vez m\u00e1s que perdone mi atrevimiento al escribirle, y tambi\u00e9n me tomo la libertad de mencionar que mi hijo no sabe nada de esta paso poco usual que he dado.<\/div>\n<div style=\"text-align: justify;\">Quedo, altamente estimado Herr Profesor, suyo afect\u00edsimo.<\/div>\n<\/blockquote>\n<div 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\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\u00a0\u00a0\u00a0 Hermann <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"The patent office in Bern where Einstein worked.\" \/><img decoding=\"async\" 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\" alt=\"2021 febrero 10 : Blog de Emilio Silvera V.\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> trabajando en la Oficina de Patentes de Berna<\/div>\n<div style=\"text-align: justify;\">El Joven <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, por aquella \u00e9poca, estaba realmente deprimido y, el no encontrar ubicaci\u00f3n profesional, un trabajo en el que poder desarrollar sus ideas, le tra\u00edan de cabeza y, hab\u00eda perdido la fe en s\u00ed mismo. Daba algunas clase de matem\u00e1ticas pero, como profesor dejaba mucho que desear y los alumnos ve\u00edan como con la tiza en la mano, se perd\u00eda en la pizarra haciendo n\u00fameros y ecuaciones ininteligibles para ellos.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hermann Minkowski - EcuRed\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a title=\"Hermann Minkowski - Wikipedia, la enciclopedia libre\" href=\"https:\/\/es.wikipedia.org\/wiki\/Hermann_Minkowski\" target=\"_blank\" rel=\"noopener\" data-ved=\"2ahUKEwi07tGEhO7wAhUFYBoKHcizAjYQr4kDegUIARCiAQ\">Hermann <a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a>\u00a0<\/a><\/div>\n<div style=\"text-align: justify;\">Su actitud displicente y su autosuficiencia de &#8220;saberlo todo&#8221; no le ayud\u00f3 mucho para ganar el aprecio de los dem\u00e1s, sobre todo, de sus profesores. Era displicente y contestario,\u00a0 hasta el punto que Minkowaki, su profesor de matem\u00e1ticas, estaba tan harto de \u00e9l que lleg\u00f3 a calificarlo z\u00e1ngano.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQhd3RVcQdb3rOOoj9wHDsBVLT2KJELT6EZG2TUHw0lKtYkFx-sxpBeeDLmlzEAcen3cd0&amp;usqp=CAU\" alt=\"einstein ni\u00f1o - Sopitas.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQqv44rMDoJx8118grV8P0Sktj9pdr81lDwG0sW49QbUcsfeA_Un8xY-yoQvsPgzcQT27Y&amp;usqp=CAU\" alt=\"ALBERT EINSTEIN | Mapa Mental\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS6HNNHLb_Fzf4qQQDkj3sSa8APJydVlX-2r_lbB_WexEE2FXPG84VEtCt9qpOpNy_3PxQ&amp;usqp=CAU\" alt=\"IM\u00c1GENES DE ALBERTO EINSTEIN\" \/><\/div>\n<div 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 El recorrido f\u00edsico por el que todos hemos pasado<\/div>\n<div style=\"text-align: justify;\">Pero <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> no era un z\u00e1ngano. Simplemente era selectivo. Estudi\u00f3 exhaustivamente aquellas partes del programa que a \u00e9l le gustaba y, las otras, simplemente las ignoraba, cre\u00eda que no le aportaban nada y, prefer\u00eda emplear el tiempo en reflexionar y pensar. La reflexi\u00f3n autodidacta le apasionaba e imaginaba sobre cuestiones de la f\u00edsica que le transportaba a &#8220;otro mundo&#8221;. Pensar para \u00e9l era divertido, alegre y satisfactorio; por s\u00ed mismo, atando cabos de este y aquel cient\u00edfico, pudo aprender la nueva f\u00edsica, aquella que el Profesor Heinrich Weber les omit\u00eda en sus lecciones.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"IM\u00c1GENES DE ALBERTO EINSTEIN\" \/><img decoding=\"async\" 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WBfHg8FW3CRbEt2ZCeSAvrL\/MPwfWt4c87RjCuVHIVmUEcg0eSDQ986d3X122COGMAEKWW+d4K0zP8A0806WLBsUotuXTE7z0NMbo2Dz6H1GWvsDtGXwfASq6tIGUMAACSoPO6io3D0PIuqC3RdqpLI8UbGiD4sgYK7OoVAnCltosC1A3AUaC7c36nVeIjAq7WQQXUkKXUchpmAO0Rvzt9bysafUNo3Zt9UBQLMNwWNuDsC15mUWcj37W1M7HwEatpAZUVeACtktd0HI6+uB0d9bqJYWOnZL5JW2kA3gy0wGxFADL5t3HGQix9qzzbgYXFEgRnYkitu\/wA2jR\/Dw3SgOt5Gdkd19Y5D\/wASAQebuWtrIgO0Bl4r3\/CMngNRp2Uy6zebfrsViVBAAU7yBaXwOKwObgOmseNYzE29lMYbeUq9w3tZNUTfJ+ede7BlJWNZpAgG1V83nc+Eq2PEt+eOFUfXOf8Ae8q\/a9sjjci7qEhZmaMqrHdtbqVHoMuPZPakcaXBGwF729CLZl5CGgSIgfM\/4sCYZ1Uq2xmdloFla7JEj0JiW+Fv5fTN7ah49RCxVQA43\/FwCrLV2ATRH4SOB74wimJb4Wa3CkKSxti24ERcCl2i2Y481A8SMFIFjJWzu2A3+HhAzdaqyOuBf81SY07A1BkgjZuG20w9mXyt+4x3JgIBxik5gmZHAon2wNK50mnjbakjyM\/Ug+GFI3D1ADMa+Xyzlc3eGZJHiOmgMiu0Zba9blbafKHC15T6Ac5OdjdvamfULHq9QWCqwi8Ty+aQqjedACfKW6n0yI79dgSaeaabxYZEd2kBjkXd94xeth5sX6XxWBcuxuw3eNJdZPAhdQyRpFK8gB+EhhKOT7Ucadtdy5G8sCvKrdd0RjKiiQfMSG5+h+Ry7d3NEsMOhKi\/EG0s3JsxmRefohyzh\/OyHqFVvyNj+6\/vgedtX2BqtI6STIYpV+GyNksaUCdymy4FkjrS3XXHeq1Gmm2R7GllNAIiM7t\/SAnLAAAAivitTQrOm99tAmu0TRyOsbiQqGIvY6SFd1DnoD+uTXczulpez46hXc7Ab5mou\/yB\/Cvso4+uBQu6H2Uq7jUa5NidV0wa2Pt4rr0\/0r+ZHIzP\/tBdjomk0rxRhEhdowqgBVWRQRwOguP9862cpf21aUydkzEcmNo5PyV1DfsTgec41FgEkA9f+Tk12H2o2kYwyjfBJtZlDA1Y8siEXR55XowG1uOjHTaZZB5SLvof9JPW\/l7Y41c5ERikSyOENAn+mjtv9+mA01CeLM7BtwLMdxobrN3R9Td1zkxqu0VgUwwl7qRCQxF2xH4UG7636D6Y302j1Ece1VZBJwSb4ZTyKQlg3UbWF1ftkinYoVQxRnfbIzO4ZbNDYLd1B+K+B+uBl2Z2R47LLMefiO8NzubawJdx8JJ6H0yZHaMUMjLpyOCy7UWIjyyRUR4aueQDfOYdndmTPOyEIq87Qi0w3qZRyiH2UcHi8kpe7yoG5ZTUtWOb8RPxSvzzQ6D4sDd2Vq2eK3R2Hu7AgXLKOPFcAH4eieuSSaU7QUpV8wpfS5JRyUCL7+pxn2LpQq2rmqpqrkiWiVEMZY2Vb1H7ZKGFSFfw2PnUXIvILyyjrM5a6Pt64FD+077vtOOVX3EopsbPKyMwApd1dF62cf8AYesiCMdu8i6ZyKFcRhDNwSd0p4X8Izb9rk0kUmm1CVQLrt5ZDbK1HyhaO3oPbIvQduwyMGdQAQj7UG1g0aNH1TaFBZw3LdB6YF5j1JZPO4jDIjBjZALICTuk2JwIm6A1eTCTJKoRXLdKG8bAp2tGfRDXkPAbrnPou3NGpAWWOPlkBCtLIFJoOWY0KVnqmOWzur2rp5UCQzs7UN4U3K3K8v4a7uF2i934X9jgWjuNqg6SoFChJLUAgimA6UAeqk8j1ywtlN7nzGPUGIliJEvcVdR4i\/ELdiSaHsOuXE4GIzEtmV5iUwIKbuJoGu4Tz\/W3+5yF7Q+yPs+T4Hmj\/wBLqR+jKcfa+SVT5NfqF+RSBx+rRf740HaOp429pE\/J4Ibr8guBF9sdgds6bTrp9NJHPFFIrQvyNRGENqrCtrCrU16E8Yy7J7wdoxamKXtA7Vf7osECxAPZ+8bgowYKBYo7m5yUfvB2kh41emcX66c39aWUY21Xa+sm\/wAWXTOleYfwz0w9QwM1H098CZ02qjrtBDT03iJ6gh4l5H0dX\/TLT3bm3wK135pACOQQsjqKP0Gci1GtOnlaSKAhHSpY4m22t2TGl0DW4behsnrznVu6nbGl1UKtpGUooC7ANrR0PhZOq4EwciO9+k8bRamH+eGUD67Dt\/eslzmEihgQehFH6HjA8k9mTgN5gCOhB2+vBrdx0JywQIv8Rp+CoeVEvgABiYy3lfaKLH26DnIDS6ZBM0ch2hWYGyFPlNVZ4v8A4ZLQFfF0xRw22WMfEt7t6+y3XU35uuBOdp6LbI33jS7TuVAfETxGamoAueSpO0+9ZLyq3hgbX2jcorZEVjUlVPMan4Yx6+p+mJ23M\/jtZQAeJwRIygjxSDchRRz7DGWm1cZhQmWgoFlQnlASS\/gRmBv++BJaN984k8Nze0\/Fv6yC+shBqNSOnqcnUWTcsiacLRYt5aJtRLQ2xHi09W6\/XKlou0WlYLpuUCgGSQzlSV+78iKbf4x6AY913ZO\/yza8qTYMce2MDlEH3du9bS37YFu7GidFKuw4BsFZDyhdzyzgHmUenp+jTt3UAbVjmSM+KlkeFfqaCJvfq1XY6nnKt2R3U0k0e+RZ3J81uWQEl3Q2XKcnZfHvkjpe62mXaq6eNuXBLszAAAqC+1CG20CRu4JvAje\/vd1ZYfGj1DyNEGZt53cKpcgAF2TofiIHTjOfJo2ZfEbc8a2LHC3tJChmr25oGv0vqffIy6eIKZ40DOoCBYokA4EkdjdIym7r5H86V2d2BKvkVpHa6ZFaNVIseVdzE23QHbdkcYGzu\/q4o1UNFp1Rk2yM0kRcg0rEoLc9CQv9Vk1WWQ93dJM\/iRuIvNtUwho9u6R7ZwQeAiOvqKuzj\/sPQ6WMKjwGCQbVJkCGOViRQjlH3e4miFYD8I5zf2l2dFp5EeICIhvPs2ostUyrsP3e5nJrcFNSJXHOBv7M0uoiaGaWU6hg1rKq2VAUkpYcRfENvvznR11ke0MZFWwDTMoIsXRs5SJYA22dHKuR94yEx+IQvlMqncrjgkEg9bscZxTt5F\/iZhwakkF8c7WIvjj09MD0+e0IP\/Pi\/wDcT\/jgNdCek0Z+kiH\/AHzytpIomvcQPqQOvqLI\/wCfTGAwLuftC1N+eOJ\/puU\/scSLv4wvdAPl5z736jITUNFu82mUf6HkX+5Oaq0zGvCkXnqsqtQ9eGTAsh78ox80DC\/5XH9qzId5NM3XxFPXlbHz+E5VNXp4FLBfFA\/CWCHj0um\/thDo4WVT\/EorFtpV0kG0ejFlBBGBbG1+nl4E0aj+piv\/APWSGh1iLKs666KKYEKJo3DFlqlWeLpKvAF8EcdeMo6dj7lkddTp\/u78pk2M4F8xqwG6\/b55gvYc5IUIpJUMPvI+hG7ruq69OuB3vuf9okGpf+G1JSHUg7eGBhlPoY5Pn\/Keea5y855DTs6YoZPDbYOrUSP2zpP2d\/aFrNPsh1kck0DEKkhU70vp5jxIvyJv2PpgU37S9KIe1NWg6eMzf+5Un\/yxl3dn+8jiNkNPCaF3w1GqI5Nj9MlftVdH7U1DxsGRzGysOh3RIT9KNivlle0bmN0kDAFWVh61RBBqiPy+WBbu3dWkckgEaA2Cv+HuPmcWeXa+evyxpNJJIFWd3ijptkZYUSWY2dxr1\/lx72um4L4xTeSWBEQFb97gFiV8pUJRJP4jV1u0aQt0R0Qgcq4KsR5r\/B60x+L1Wr9AmoNSGdCsbyKoBo7mQ1qgDSsUj5+lc\/pLnVSeUiMAX+B2peFflIlCitpNk8DplUnbVIVJaJK6ncrPS0xKhixJBYN06sPbHk2qlYKJZPEY0ApUtbpwVAlZVF0VNDpf5hP9g6nineMHbVHw7JR5SykkvJ1deQL6DjE7S7ULlo4m8R72qJBO6MfMW3tQA8tXQ6jp1yOWHUKwYvIiX5lBCNfNtJtU+HzZJ20OLJ28P4NGqDwouRRJACuTvYndsYMXs2bQ2KYEUG2gqaNpXtoo5yD51ChViY1fhxupvgi9wXiuReWLs7RIqExgc+V0fyhV5FODYRviBBBQ3tFKM0dmI8UXBUMBuSROUWOybaMk0p9drMhJPICqQ07R7WjCrOB4bfAa8xbgMFkBrxVPBRSQOSpIPlwJSaeIqVY2opPCelZWK9DdlWYNwDa0wqiyjNJ07LEzqqnrauCqllsmKQclaPQA0jk7eBY1aXZqGDFtpKjw3BtNrWQN55bfydjU6+dhRK0y74dpNpNOSF8wKqY7HwEHZY5DoxUUR0Xcp9cBpN3tWLTy7omgmEbHYB93Iz\/A4A4UnbXuCT1GckeYsebs\/wBzly769rpPpoldYxM0rSHa4d40o+ViOhNpfvsHreQ\/dnSaQskmpn2DxVBUHkICpdjXPqa\/0nAz7B7n6\/VxtLp9M0iKxQtvjTzAAkU7C6sdMcSfZz2svXRP+TRn+zZ1vT\/aP2Npo1jhkcqo8qpHIxPvbPyT8ycaaz7VLP8A4fs+aVf5ja\/sqt\/fA4XOzA+o\/XNPiN7nH2tkjs0+7\/8AEj++NJGHp\/b\/AO8DWWPviE4YA\/LATHb6eog\/qSPpR3fL+n3PX0xphgbEI4uz7gcWPa\/1x84aeVlgQohspGXLBVHpubrkbjrQuikl1ZvL5drbaNjk8GxV8YGqUmyDft+nGbPKgIoMxHzpL\/S2\/UC\/U9MYlLNx1J9OTz7Acn8sk10tqIn2WL2ldqsCfPbsV8y7Qeh4NDjAlu7OpE8Jhc+eMeRrNqhICsnBoqx6gA03xCs26fs9oQGV\/EFhWVaKkgkLvAJUCwwLOfhB482MO6XY8r6kFD5YzbOAH3AqTsVbosy3xfHJsVedZ7G7kJIVl1LSvxYjaQ7FuqsCtxoCzx0HGBTzoJpowunhvcVOxi5QcA\/ENi+xIAYWK9MlT2DNpkRtQikyUpkSthLcCMMFAjLE\/C4Kk+oNV07s\/syOJdqKFA6ACsdzaZJEaORA6MCrKwtWB4IIOBzEPsAWOt4HwkMqIODu4swjkU6WpvdVlAHfZ8VEsoCupJaJ7U0RW9lW9pNAGRAVry18Rxn23IOy9UsOoYmCQs+mlYsWVrAZJHvcpUsCJB7kkMx3DaXBIcqHjbkyx01EcUPD4YBrG6IqxPl2\/Eyhp1TsjOYXIBG94mZQJS3V0YHaCSDwCEem3baIbZo9EJfvKAQgh1pja\/ESQaIkDWzIQCNzmhvCHWXDspkfcl2G2gsB08RghAohQKUKTQtSiMW1ajvJp9O+3xARS7QTbSUTTsV+JhRpx8dg9GAUKP3q1Mmk1LwQTSRIUBZQ9oPE85KKB5bBU8c37ekdrPDAV5A80jjlpZGq6U2AtE\/Efxnpmfe6GRpG1EoC+I7bUIKuFslSwoA9ea6fLpkKtD0GBIQ6tQeYoq5FCMN+7kn98tHYIglXcY1sfhCr\/sOcqQdOATfAqup+R+eSnZ\/an8I1sjc87eB9fpgdH7OhRfhjVTQqlUD8+ODj2AlrpRQNHgnn1\/LnOfar7QDz4MFcUC7XX5Af75Dy98tcTazbB\/KiqB+4J\/fAhp5TzmhnJ9c2agcnMtJBvarr3PHHIHqR6kYDfDM5Fokexr9MwwDDCsBgGOdHauOPqCPQjG+OpNVfoSeBZPPFf8KwNUo2ua4puCOo54zY2qYkMauquhZ4As8deOvU4AeK5Nbb5NUaAHzIzTMm1mX2JH6GsDuH2Z9mCDSLqJQTJKCIY+rEfn6mlJboBQ6DLvow0UUQ1MitK3XaCAzn0RepA\/2s5xH7O+\/Z0b7Z1Mq7QkbE+aOjwtm6j5JNfoc6xou240CO7jUaiUExLF5t69aj9I0HALMQL6knAtSvmYYZVT2m2nR5u0JUR2UlIEJZUUdFUVukc+pr6AZXO2u8eo1VQpFLFEQN9jZJIpba4O8AIoPUWCabpXIQP23Ty6uSMwjfFFuUbVcsztW5rqiKUAUfQn1GUfu13il0zBGYtCT542G5eRVlD8QHqvFgsLG4nOkarTIajZGra1kbCFdACvCvfIs8f+XlY7V7rLO1o7I4B3AxybS1kMKCDabpjV\/4g9sDR327e5CRsd3xM1m3PBDkg8kiiD\/KdnRea\/p5kFSOwL2ap3WhQVQNq8Ac+vQV6407Q0ckZIcE15b56LVVYBqiP1GNEUngAn6YEzNqoQSwRWJs25kYsD7ll+XX5\/LM5p45AwESIPDAG2yR\/UNqC+eu4+vXIldK5BOw8deDx9eOMRYTRb26g10PTjA0r1GOO0NUZGBPoKzLsqFZJkRyFQsN5ZtoC3beY9OLx93u\/hhPs0oXw1QC1LMGYksTubk9QPbjAhcMdaPTFyRdVXPHU9OpH7Xmha9T+1\/74DnUxEMbHqc08ryDXpwaxzq5DZxkzYCE4mGGAYYYYBhhhgZo5BsEg+44zEnEwwDJrux3j1OhZm07hSwo2AwrrxkLmzTgFhu6XgdN0GpXWI07StJMF80jFTyLqNEIpFbkEFQxF1v64+i04CB4lloAm9rWVqqB2gElXC8LVhve85q0jQSK8L0R6j+zA8H6HjLb3d7wLMXR9kZPmAOwKTsawC4JNv5jzXI6YFr1EjBd0jtdGwV2qWUkt8UBHJVx16V75q0yfeEI6OTf4YpOKYOfu3RjZVeozbon3RhuGAZBaiRSLRd3mhdq5Zh8PpjNR98BIgawqrbIbBMbtxKiEfEf1wNXamjJJVkAFLZPjxL67qJDL\/lji\/X5ZHt2XFINxjVj8S\/eQk+fc4\/xAhPNevT2ye1cUXlYxuhZWbhZVUc8eaIsvr6DMdE8PhqBqdpGzgyxngRr0WZL\/X3wIXS9kIHZQsgVw2zbuPHPP3MvrtHGR\/anZa+HIqiQvsuiuoG6iavfxxY6njLFo4VeVAWUEJTjwoHNAvRuNhYpRfHrjeaNmWSO1UeGRxFIpodSpMhQGx1PH9sDlfhn2PWvlft9cQrRo8f9LHTJ3vfolgnIU7kfzr5gTTKhB3AAdb6e2QYWx8\/b\/wC8BEcjoSPoazEHNywg+tH59MweNgar9OcB7q4iSeMZtEfY5ZSc6MvcDTJp49RLqJgGjWR2VEKRgqGYmxdC+nJ4zefxjH1HEdh9j+mGw+x\/TOkd9u766LVDTxyFw0aOGkKJRdmWixIUDy9TXXGUvY7rGWYqGMkSofEiMTJKk7b\/ABd2ygYCOvv641slRNh9j+mb20rBA\/uaqjfrR+nlOXaPu9qWNBFPKhfvYqcsniKIyXqS1sjbfQ+2YN2JqLQBA3iMioUkidWMgZkplYiiI38115G54OXTHpKjeGfY\/ph4Z9j+mXPRdmySqjjYqvIIlZ5I03MSgO1WYMwG9SSAQLxxN2BqAWCqr0zABJI2ZwsnhF0jDb2Xf5bAoGwehxpZKieGfY\/ph4bex\/Q5ff8AuKXw3a1Z0dVYJJE6KpSZ3Z5FYqm3wqokdfmLaR9mzNEZlUFakI88YZhEu6XbGW3ttUgmgaGNLJVBoGFGjR6GsQRN7H9Mv\/and2aKaRF2siPKviGWIKBEygmVt9RHzx+ViD5xmE\/d3UIqs3hrfibg0sS+GImVSzszABSXWjdHcv8AMLaY9JVOGBlTno46UbBqxd\/XGaI6tY3Ag8EWCPzyzarTvE7RyLtdTTA1wfqOD9Rwc1452Ske73eTcvhagHda7ZVjBbgqSLWms1+eS2k1QDINzr8PBkcDqoLVKp5rmryr4Y52SvfaepYg0wICNz4Yu+KO+Fv6a6e3GadZNJ4W3ykHaP8AEsHjYbEsR6gA5SqwrHOyUzLqyS1wI92AoWJmYUB6IPwgn5bsaabUxRgs0KElQ1LGoIUMQ5F8M6kDcpUeoo9cY4Y52Sb96tYdR4ThKKI0fG6iqN5Wph5btvKOgAyCjja+hy0aeMuyoKtiAL4Fn3x8vY8pNAoeSLs1Yq\/w+l9en6jHOyVORj6i\/wAsIQv4g1+4vLTr9G8JAYqbFjab\/XjG+OdkkOdKl709mywpHK8ysNOIHqJXoFQGKFgdpsdR1FewrmuGbziRbO+XeWKbtGPVwLuWNIwBItWyM5PANj4hR6gi\/TGTd6JC0beGDsKVukldzsXUqCZWYtu\/8S5DXwUUiqrIDDLrgT2o70SM0beGv3bxuLaRyfDjaNQzuSzcNySeozDQ9tGOB1vzHTrpkULxW+RzKXvysFklQAD\/ADL4rITDJAk+ze12giaNEBLMrWzuU8jo6nwr2bgUA31dEjHo7zusnjRwIkotUk3O21GlMxXaTTedmF\/ytXzyv4YE1H26ESSKPTIsUpUyxl3YPtElUWNrRdWBHIMa9ebwg7VSPTxosYaVf4kCQlh4YnjSMlVB2sSu\/r0NHnIjDAm37wFvFDwoyTSyySJudf8AFaJ6VgbG1okIP1zPU95TKrJLAjI25SoaRfuyYmRAQbBVoo6b2BBu8gcMQHPaeraeV5WABY9FvaoACqovmgABz7Y2wwygwwwwDDDDAMc6J4Rfio7dNu1gtfzXYPyxthgP1k01m45apeNw4Nnfz7EVXHpmLPp+KSQdbG4H220f\/V+30xlhkG\/VtEa8JWUeu4g305+XrmjDDKP\/2Q==\" alt=\"ALBERT Einstein en la Oficina de Patentes de Suiza, c. 1902 Fotograf\u00eda de stock - Alamy\" \/><\/div>\n<div style=\"text-align: justify;\">Por fin, por medio del padre de su amigo Marcel Grossman, encontr\u00f3 trabajo como Oficial de tercera en la Oficina de Patentes de Berna (Suiza) y, all\u00ed, tuvo tiempo m\u00e1s que suficiente para ponerse al d\u00eda y elucubrar sobre temas profundos de F\u00edsica que le dar\u00edan el fruto apetecido.<\/div>\n<blockquote>\n<div><img decoding=\"async\" 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\" alt=\"La personalidad de Einstein: el genio que cambi\u00f3 la F\u00edsica\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ALBERT EINSTEIN timeline | Timetoast timelines\" \/><\/div>\n<div style=\"text-align: justify;\">&#8220;En 1905, un oscuro empleado de la\u00a0<strong>Oficina de Patentes de Berna<\/strong>\u00a0public\u00f3 cinco art\u00edculos cient\u00edficos que sentaron las bases de la f\u00edsica de nuestro tiempo. Albert\u00a0<strong><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/strong>\u00a0ten\u00eda 25 a\u00f1os. A pesar de la importante repercusi\u00f3n de estos estudios, sigui\u00f3\u00a0<strong>trabajando<\/strong>\u00a0como examinador de\u00a0<strong>patentes<\/strong>.&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcShfVkRewgyOcQ9czSwPK7OsBPBGpbaW1YhOA&amp;usqp=CAU\" alt=\"Teor\u00eda Especial de la Relatividad\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQT3YWcmKSt1wMR8Y6Cl2pR8TlvASaeTBusdQ&amp;usqp=CAU\" alt=\"Teor\u00eda de la Relatividad - Definici\u00f3n, Concepto y Qu\u00e9 es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTRa76PXsart18DZewSopjohfaQpaTvnMV8Xg&amp;usqp=CAU\" alt=\"Fundamentos de F\u00edsica Moderna RELATIVIDAD ESPECIAL - ppt video online descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSMMqXUdpot5ohLvPiflTVUY_lWlYff0JuqzS7sATSg7jcxFM5EHPAWFAPOxu_NKMmGIcU&amp;usqp=CAU\" alt=\"Imagen y foto Nave Espacial (prueba gratis) | Bigstock\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">Masa y energ\u00eda son dos aspectos de la misma cosa. Si viajas a la velocidad de la luz (c), el Tiempo se ralentiza. La velocidad de la luz en el vac\u00edo es una constante, Todo objeto cuyo movimiento se acerque a la velocidad de la luz&#8230; \u00a1aumentar\u00e1 su masa! Y otros postulados que, en su momento, nadie se pod\u00eda creer.<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">Siendo un joven f\u00edsico desconocido, empleado en la Oficina de Patentes de Berna (Suiza), public\u00f3 su Teor\u00eda de la Relatividad especial en 1905. En ella incorpor\u00f3, en un marco te\u00f3rico simple y con base en postulados f\u00edsicos sencillos, conceptos y fen\u00f3menos estudiados anteriormente por Henri Poincar\u00e9 y Hendrik Lorentz. Probablemente, la ecuaci\u00f3n de la f\u00edsica m\u00e1s conocida a nivel popular es la expresi\u00f3n matem\u00e1tica de la equivalencia masa\u2013energ\u00eda, E=mc\u00b2, deducida por <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> como una consecuencia l\u00f3gica de esta teor\u00eda. Ese mismo a\u00f1o public\u00f3 otros trabajos que sentar\u00edan algunas de las bases de la F\u00edsica estad\u00edstica y la Mec\u00e1nica cu\u00e1ntica.<\/div>\n<blockquote>\n<div>Ese 1905 pas\u00f3 a la historia como el\u00a0<em>Annus mirabilis<\/em>\u00a0(&#8220;a\u00f1o milagroso&#8221;) del f\u00edsico alem\u00e1n. Organizaba su tiempo en funci\u00f3n de los trabajos de F\u00edsica que siempre tra\u00eda entre manos y, hasta se olvidaba de almorzar. En ese tiempo <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> ten\u00eda dos a\u00f1os de casado, era padre primerizo, pero era sobre todo, un genio desconocido. Pese al anonimato, aquel joven de 26 a\u00f1os estaba al tanto de las inc\u00f3gnitas pendientes de resolver por la F\u00edsica y dedicaba su tiempo\u00a0 a tratar de resolverlas.<\/div>\n<div>\n<div dir=\"ltr\">\n<p dir=\"ltr\"><img decoding=\"async\" src=\"https:\/\/www.researchgate.net\/profile\/Alejandro-Gangui\/publication\/1767759\/figure\/fig1\/AS:429826231279616@1479489967162\/cover_Q320.jpg\" alt=\"PDF) El universo de Einstein: 1905 - annus mirabilis - 2005\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRYzLLkiPrFyjqSG6DxyFJ46aAHeGa2Q2GAow&amp;usqp=CAU\" alt=\"El 'annus mirabilis' de Einstein | El Cultural\" \/><\/p>\n<p dir=\"ltr\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En 2005 celebraci\u00f3n del aniversario del A\u00f1o milagroso de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/p>\n<\/div>\n<div dir=\"ltr\">\n<p dir=\"ltr\">Los cinco trabajos que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> escribi\u00f3 en 1905 y que public\u00f3 en la revista\u00a0<em>Annalen der Physik\u00a0<\/em>tratan sobre problemas relacionados con tres grandes ramas de la f\u00edsica de esa \u00e9poca: la\u00a0mec\u00e1nica cl\u00e1sica, el electromagnetismo y la termodin\u00e1mica.<\/p>\n<p dir=\"ltr\"><a href=\"https:\/\/www.bbc.com\/mundo\/noticias-51759356\">La ecuaci\u00f3n E=mc\u00b2 de Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> le dio forma a todo el siglo XX<\/a><\/p>\n<p dir=\"ltr\">&#8220;Pero <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> ten\u00eda instinto para identificar los problemas importantes, reducirlos a su esencia y avanzar. En eso era excepcional&#8221;, dice Emparan a BBC Mundo.<\/p>\n<p dir=\"ltr\">Adem\u00e1s, &#8220;ten\u00eda el \u00edmpetu necesario&#8221; para prescindir de ideas convencionales y dejar al descubierto las contradicciones de la f\u00edsica, &#8221; y\u00a0su imaginaci\u00f3n visual le permit\u00eda dar saltos conceptuales que escapaban a otros pensadores m\u00e1s tradicionales&#8221;, dice Walter Isaacson en la biograf\u00eda &#8220;<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>: su vida y su universo&#8221;<\/p>\n<p dir=\"ltr\"><strong>Sus cinco trabajos admirables:<\/strong><\/p>\n<p dir=\"ltr\"><strong>El efecto fotoel\u00e9ctrico\u00a0<\/strong><\/p>\n<\/div>\n<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRr2e0VkaPoLwaINUGoLet6GNiwHVI1boknQNI4xBrEUb665NSrFGuwe_y7XHSRtOJdU04&amp;usqp=CAU\" alt=\"Qu\u00e9 es el efecto fotoel\u00e9ctrico? - Ondas y Part\u00edculas | Energ\u00eda renovable, Efecto fotovoltaico, Teoria cuantica\" \/><\/div>\n<div style=\"text-align: justify;\"><strong>Determinaci\u00f3n de las dimensiones moleculares\u00a0<\/strong><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMVFhUXGBcXFxgXFRgYHRgVGBUWFhcYFRgYHSggGB0lHRcXITIiJSkrLi8uFx8zODMtNygtLisBCgoKDg0OGhAQGy0lHyUtLS0tLS0tNS0tLy0vLS0tLS0tLi0tLS0tLS8tLy0vLS0vLy4tLS0tLS0tLS0tLS0tLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAAAAQIGAwQFB\/\/EADwQAAIBBAAFAgQFAgQFBAMAAAECAwAEERIFBhMhMSJBFFFhkSMygaGxQnEVJDPxFlLB0eFDYpLwNGNz\/8QAGgEBAQEBAQEBAAAAAAAAAAAAAAECAwQFBv\/EADARAAICAQIFAgUEAQUAAAAAAAABAhEDEiEEMUFR8BNhFHGBkaEiMrHB4RVCU9Hx\/9oADAMBAAIRAxEAPwDxcGnURRX6JM4jop7UYraYGDUv5\/j\/AM1jp1aA6euf+9ID\/wA0\/wCKUCIP2p5+1B\/anjHf9qm6BL6n9BRn7\/x\/5qIb70AVtAAKMfL9al9B+pqJP2qkIMtRrJSZa5Tx9UVMFb51I\/vWKpqasJdGCQ+XvTox\/vSBrsnWzIRNANTxUDUapgk496jTU0MKNdQRqYqNMVEB1ID39qQ\/aiuyIBrHismPvUXFc8sbVlQvapKe2KSmhakOaYJZoqWfpSr0EMIoqRpEV8+jQqYNKiqBg08VGnmtJgddzlrhaXLzK5YCO2uJl1IHqiiLqDkHsSO\/v9a4easvItxEk0wmlWJZbW5hDuGKh5Yii7agnGT8qmZtY2486C5nFsLOSaRI40LyOQqIB3JPj9K3eJ8v3FuglkRdGcxh45oplEgGShaJ2Ctjvg4Pauzwjhlnb3UDzX0MsRZg\/RNwpXMb6lm0Vgm2oOpzgmt7mXiMDcONukln1hdRylLSKRI+mIZUyHkUGRgWGcnsCO\/mvPLPLXFR3T9i0V2y5eaSynvAy\/hSRpgyRLkMsjOSGYMSNVAAGW2OM6nBPyteJGZGiwqqsjjqRmRI2xq8kIbqIvcdyoHcVscHuIvgbqFpESTq286K4bEoiWdXRSqkBvxFwDjOat3HeZbdzd3CTWYWeGVURbZ\/ii8sehjmbAVVGWBfY9lGAScVzyZcsJul1\/pFSRSbnla7SJpWiARUWRl6sRkRHxq8kIfqIDkdyo81lm5alZh0o2VRbwTSNNNAijqopDdRmCKrE+lWO2Ox7g1ZOJ8UtJLeUzT28+YAsDrFJHe9YIgRLgoBG8a4IJYtkKpBJp2fHIS2q3NuM2dhGY7mEyW8rwxKJElIUsjIe6sB5z3FPiMvbdezFIo\/FOHSW8rRTppIuMrkHsQGBBUkEEEEEEg13uF8mTsskk6FEW1muBiSLcawvJE0kWS6IzKBkqM57HuK0Ob5LZrjNtjXpxh9N+n1go6nQEvrEWeyhvl27Yq1X3EbWS5ur4XaAXFpOiwaydQSvaGIRP6NAgYdm27+j6465M2TQmtrT6ESVlStOVLuWNZY4shwzIOpGHkVPzGKJmEkgGD+VT4rByxw9bm7t4HLBJZUjYqQCFZgDqSCM9\/lV\/sOZbdls5utZxG2hijk6ts8lwrw5ANuQNXDdiMsMFjmqXy1fonEbe4kIRFuEkc4\/KvUDEkDPgfKsxnkmp2qobG7xS1sEWVUt+IBl3Cs8sRTYZCswEIJXOPcdqwScqzSGNbeCQk2sVw+8kX5XbUyqQQFjyR+buBknAGR2+M3M0izZ46kkbbnpGW7Oy9yEw0eO\/jB7UXXHrcwsolGTwm3tsYb\/WWdGePx51B+lcoZciSrf7lpFdfle7EyQmIF3jMqYkjKGIAkydVWMYQAHJ2wPet7hfJk8k4il1UNBLOriaBldY43I0k30YF1CnBOoJJwASOjwnjUSx2CC5WJ44LuNy0XUjDSzuyx3CFTmJ1OCQGxkH27bTcRsvioMPbxu0F3FcPbrMLZGmikSEorjYfm9eo17\/3rrPPmVxrv07X51JSKrZcqXcqho4gQWdU\/FiBlaP8AOIFZwZseMxhqyWnAJJoYOjDK0s0kyDLR6v0kR9UXIYMASTt2ORjvVwsOOWxS0PWsUNqgikaW2kkk\/CldlltWC+sMDsFOpDefNYuA80W4ks5JJQpW74hNJlSCqzRDpkhcgZbtgE4rHr5le3m5aRSuLcu3NugkljARmKBlkjkAdRkoxjZtHA\/pbBrkVYUvY\/8ACmg2HUN4kgTvnQW8iFvl+YgfrVer2YXJp6jLJA0x+9QBqeflXpiyDH080j8qf0oA+1dKIY6kfnQwormo06KTyaKhRXUgvqal\/P8AH\/moBqBXiRoMUsVID\/zT\/irQMdFTNIrUoEakGpYoogSAopU9q2mQeaKVArdAn9T+gqGKefvQBSgA\/emP9zRr\/vSz9qAZP2oxTHzPin9T+grQIkfP9Kgamf3oIqONgirVLH+9RIoBqRdbMEgaRFSx70ia6c9mQiDTYUMKFNZroykakp9qTClU5MEwKl\/FKg12RANRFTx96iwo1e4HilRRVBipinrSxXz5I2j06w5RtGtZ5CjbJFK6+tvzLGzA4z37iuZZxwR2loxXhwaSKR2+JW6MjMLm4jBHR9OuqKBnvkGq+vNN2EaMTEIylWAVACrDBHZfkaVrzNcRxpEOiUjBCCS2t5SoLtIQGljZsbMxxn3r5+LBmjGpSt33PXxebFkyascdK7HQflhBDuJ2Mvwq3mhiATpmQRlOpvncZ2\/Lg489+2Hle2gcXIlRnlFvcPH6sKhSF32YDuzZAwOwHcnPiub\/AI5PjHU\/9H4f8q\/6G22nj5+\/n61r2l68RYodSyPG3YHKOpVx3HbIJGfNetRyOLTfyPJsXOy4NbS2uEEGBaPM0vW\/HW6jYlkMW\/aPUBfyYwQdsmss3DLIzyK8KwxWl8lu7AzMZYALkt1QCxLk2+coBgSHthRipnjk5h6HUHT00zpHt09+p0+rr1Cm3fTbHjtWzLzVdsyN1iDG4kBCxqWfXTaQqo6ra+nL7diQfJzh4Mrb3\/ItE+a7VR0ZYlgEMqNo0CzKGKMVcOkzswYHHg4II+uOqvI0b3DQR3RJinWCZmh1ClklYMg6hLgGJlIOD4IyKrPFb6aUgS4Gg1VBGkSoCSxCxoqquSxJwO5NdfjHOdzLcNMjCMdVpUUJFkEqyAyMEHVIVioL5wCcYzVePKopRff\/AALRtW\/J0bwCdbnCyCV4eqsMeVi2X8YGfKFnRlGgcdgSRntkh5H6nw\/Sn3EzIGk0UxLmFppMOshIZAjLpII2JHjziv2nH7iKLpI4CgOFzHGzIJBrIIpGUvGGGchSM5PzNZjzXd+j8bBRo2DLHGrM0SlIzK6qGlwpI9ZbyfnTTnXKQ2Opc8qQps7XJ6SwGZgqxSSgieKDQpHMyDPWVgd\/GfGK2m5RiCGMSSNKbqCNHWFmzDLbdcZjVydsHOO\/dQM4JIrt7xu5YMkjBQY+kY1ijiURmRJ8LGiBVy6oxIAJwMnFZrfmq7QkrKASYySY427xR9FMZXt+H6Dj8wJDZyaunO1+7z7DYycz8B+F6JVyyyozAMEDKyOyMrdN3X29mz3wQMV0IOS9rqS262OncxW23T89VJ33I27Y6Pj32+lcO\/4pPchFfDLEraKkSIEUnZ8LGoAGe\/6n5mt9+a77COZMYdXVujENpY0MYZmCfiMFcjLZPqGfauunNoStXv8Azt07E2Nm15Wjk6TxyyvFJFJJ\/oKHBilWNwwMvTRfUG3aQD284BjbcAjTikNpK5kjaSAFlAyyTLHIo9LkDs4BKscdyCe1cy04\/cRoI1dSgVkCPFFIurSLIQyyKQ3rVWGc4I7YqMvFbh5hdlyZkaI9TVcBo1AjyANewjHkd9T570UMybt7U\/8AHQbHYPKSi26\/xABaF50D9JQY1ZwqH8bcSMqEgKjDJC7dzjaflFYyjJKJkZLj1mINExjtZJQY3ilPf0nCvqwIBKkAgcE8x3PTMW6hSrp2iiBEbsXeNHCbRxkk+hSF7ntg1nu+Zrskh5MH1bfgxIWZ4mhYy4QGRtHcbNkjY9++axoz8tS8+gtGTjnLiwW8c6StKrFAWVFMezIXIWRJGIZSCpWRUY4JA7HHUtuX7cxwEZ9VtBLNshJy\/EltyYSJcA4JHcYwvzbK12+47cTJpK4K5QnEcas5jUohkdVDSFVJALE4yfnUouNXPTWJX9KoVACJsI1lFzguF2Kq6bjJ7d\/AJzuWLNKK33v8C0dq\/wCUU+JRIpSI5ZbxVBTugtsnB9Z2zjGc+2fpWe15QS4lUBniUx2K5WMMokntIZGd3kkRRl2J1Uljt2Fch+a7xWbLqGZnc5ghBVplCyFPw8x7qBkLgNnJzmsNtzTdJjWQekxFdoom0aGJIY2jLIdGCIg2XBOoySe9c\/T4jlqXn0LaOzw\/lyGMSCdy0xtLuZECZQdMTIh6m4O+0RfGuMY757DU43yn0LYziRyUaJXR41jP4quwZF6hkABQj1omfI9xWkOZrrVkEgw6yqxMUW2kxZpUVymyoSzHUEDJJABpXvMV1cK0TsGWRlZwsMStJIuQrMUQM79z3JJOTXRY8+pNyXn0JaN3gS2s2kXQPUWC5Z2LZDslrcOhCjuCG0Pn+msnAuAx3FpHkiN2uJwZdSxEcNmJyNcjPcH\/AOVV+zupbeVZY2aORD6T7g+CCD59wQRg9xW5LzHcMUO6roJFRUiijVRMpSUiONAuWU4Jxnx37CrkxZLel\/dhNHUteVo3KsksrQtAJwegoYDryQFZNpRFGA0TnZpO4xjue3H4\/wALNrcy25YOY21DDtkeQcexwR2yf7mna8wXEaCNXUoEEejxRSLoJZJlBWRCCQ8shDeRsRnHatbiF\/JPI0srbyOcs2AM9gM4AA8Ct8Osyn+p7eUHRrfzSopj9q95gjRUqVSikM\/annP\/AGpUq8elo0MrVysrK3NukbQJu9jc3Bl2fcTRTXQjA9egGsSgjXvn+1U2sy2zkZCMRkDIUkZJIAz9SD9q4ZoalV0EehHlS2Fw3VTp2z3lskLbkB4HgupCEYt3RmWEb57fMYNYbzgVvJLHbi3aCe4hlCCRRAFmRw0LdJp5HQOFeIl8A5Vl9zVEFuxLKFbK5L+k5UDsSw9gD86zS8OcCIhc9ZDIgXLEqJJYjkD32if9MVx9GV3r8r5ls9C5f5fs55CVhV7d7h4FcCRyI40jVXd+oiW5ckuCdixfAXAwajyrZLJHcMIBcTosfThO5yrvrK4WNlZio1HY9ty3tkcJIGYFgpIX8xAJCg9hk+1Z+H8NkmmjhVfXI8cY2yAGkYKmx9gSRVWNxTuQs9R4jwe1luLh3haYm5kWbQBujEsULIeqbiNIQcyESOGU649iG0oOHwzRQSNB1GSxgEKpE8vUPWdJm6SyoZGTtkK3p6hJBwMeZiFtd9TpnG2DjPnGfGfpWQWj5xo2cFsanOoJBPjwMHv9DWVgdL9ZbL9FwqyE8UItgRNxBoCZJCWjhQWjNGpilKfmkddiWIGQTnxrJb2slvEwtIUaa2v3Yq8xKPaxyPCU2kIBJRQ2c7fTNUmOFiuQp1yFLYOMnwCf+lb\/ABbg0kEohbV2Pjpkvk7tGAOwJJKnA+RHzrbw3s57ksvU\/DbX4qGJ4Fk+IumhZ3llLJGLWxYaHfyGmYgnPjHjtWpDy5AbAvJGFPw0c4mRZD62lj2\/FaQK7CNnzEsZC6nLZGTWr3leWNJG3hdohmaOOVXeIZCkyAdiAxCkqWwT3xXFlt2UAspGc4ypGcHBxn5HtWY4HJKsnn3F+x6Hd8IRGuf8qsEaR3qwSJNIDPEkLNG5Uueqv5SXHpbfUg+BuLwSB5khmgC26XSxWh6spFxbOJnkcEuVIOInLoFAL4+QHndzwaZFiLIczb6KAdvQ5RgVxkHINc8jFVYJPlPz7iyw8fiiNvaTxxJE0qyh1jLlfw5NVYB2YglcA9++M+5q5rweDvA8CxWjX1sscokb\/MwCG8MblmfB3JT1rqB1SMjXt5k8DrkMjArjbKkEZ8Zz48\/vR8K+CdGwO5Op7Dt3Pbt5H3FdpYdcUtXl336EssXOtjFH0SsDwOyuXR0EWQGwjCEzSumfUMsQG1BGe5q8y8AgnvJ2liWRZbmaMuA7FNY49dnEiJb+o+nO7OTjGOx8xvODvEqs5T1LEwUNlis0ZkQ4x8hg\/IkVq\/ByFynTbceU1OQB3OVxkVHgcoqp8r38Yv2LdxfhMI4ak6wiNgsB2fbMjOPWYpFkaObJ7mMqjRhSPY5zcu2QFsJEt1cNZ35muNmzFMILqNYuzarmPpnUgk9Un+ntRUQkgAZJ7AAZyT4A+tbicMkMUsuABE8aOG7ENJvqMH\/+bZ+VWWB6HFy5v+dq5iz0IcKtOtEskCy9a4SBmeWUssRsbVzqd\/IZyQTnHjGPGjwnhVrNHHP0B1Wti6wRJJKHdLtoWdYjMruREASu\/wA2wcHNEFuxHZWI7DOpwSSQB+pBx88ULbsSw0bKglhqcqB2JYe2PrRcNKq1vz6jV7HoC8Ks0ljj+FUiW\/W2YSSEtHG0Vt1AvSmZQyvI+CWYrjDZOax8K4LC1rbS9EIdrYtIS+XZ7lI2MM8cpQtg94SqOgUtnt3oSW7EgYxnHkHwf6v7e+anPZOrOMbaMVLKCVPqKgg48Eg4+dPh5LbXv57lv2LzfcGhxIegrQmO7eS6LybRXKSXAijLF9ckrCoQgs\/ULd8jGxJwaxe4kiaJIY4bqzTdXfZo50kMgkZ3Ixsq4IA1+fmqAbNgrMcAq6oUPZwSGOdSPHpx+oqBtH200bfsCupyCfAx59x96Lhpf8nn3Jfsegjglv1owbKQSGKYmPpY\/K8SpILQ3bSyYzKCAw2ADKG1aqZzRZrDdzRJoFVsAIzMoBAOuX9QIzgg5IIIycZrV\/w2XombT8ISdIt\/+zXbGPPj+a1poWQlWUqR5BBBH9wfFbw4nGV6r6ebhsiP2p\/xUVNSr6C3RgMUU9PqKKtgxUUyPvRivKpI0KrpwzmnpQLEs8qhbGaLVS4AuXu5pVIA7A6Mnr9vGe1UurE\/Le1vDLHKhd7eWd4mY7lYp5kdoxrrqI4g2C2Tq+M4wOPELG0lPv8A0yq+hY4uaYWZW+KkhZZbWaRwshM4jtIInQle7MJEkxvhT1WOfnGw5ptQpVdYS0WqlhOFixf3dx0s2zLIAUmiOVyMoAR8uHd8oSRM6yXFsgjKLIxeTVJJNjHGcRkliqs3YEAKdiKi\/Jl0OpsEHTinlfLeBbyGOVPHduwYAdirA5ry+jw7X7i2zuXXM0MhdluXtwJrmR1jiZfiVliRFITZ1DEowIkbGJCckkis9nzJZrL1zMcyS8Ndk6b5jFqY+tscYY+kka5yB7HtVfTkmfIUyQK7M0aIzts8qQxzNGuEIBAlVSSQNu2fGUnKrSPGivHGZIoHAeR3LmZdgVWOLZR275BC5GXOay8WGv3C2di04\/bLYmHqsS1m0OjdYlZ9zJjUEQLHkAhgGfJ7kdzW1HzlG814WmK73KyQyyfFf\/jo0usYFu6OuNwyqfSTnODg1Wm5QmCEtJCr63DCIsxdhbFxNqApX09Nj3YZx2yewwX\/AC7LFGzl4i0YjaaJWbeJZcaM4KhT3ZQdWYqWAOKLDhe2otssM\/M8D2k6NIRsLnSJEliYNLcGVF1V2geLuCdvWuMKTgGqnwK5WCVLnILwSwyJGQfxNX2I2HZcajz866HDuU7iaETKFwwkaNDvtIsQO5UqpUeGADMpYqQM1G95eJvFtbfLM6wFdiPMlvHM5YgABRs3t4FdYxxRuKfz+nMm5vLd2luLmWGd5mnikijiMbK0Ym\/MZ2PpJVcgBC2Wwe1dg85xNcSvJLJInx4mhyGbpw9K5jEkat+UqXhbXsSUHyrk2fJ4TqSXL\/hLbvNHoZY+oyypEV\/EgLJhnGQUBOy47HIwy8i3alVwhYyLE4yw6UjKz4kZlCkAI+WQsBoRnOK5Vhk95Dc71vzNAqJE1z1pBbSRfEOLkKrG5WYKShWbQoCuw7+2Cua4qcehHFlu29cSsmWCMMlIVj6oV5GckMOpln2JGSQT2w2nKweKZkuIpWVYDEIi56jSzGIIQyBkbIxhgv5lPjvWhxXgTwJv1IpEEjQsYmY6SqMlG2Vc9s4YZU4OCcV0x48NtKW72+4bZbRzVbpLHI7JOscMiNGsc5W46koKwvJdM7Mid5MsBhhhQc5GyOLxxRQTteSPH8VeyMpV83assPpkUDUMdtCHwoDtgnweBxHlaJY4WSeNV6MUk0srvpvPnpRoiw7DIVz\/AFdlYnUDvhm5NcKoMkazda5SRSW1jjt4o5WkLBca6uTkE5DR4BJIHH0sPSRbZ2rPmq2VYQXYFRagsqHMbR8PuLdpFz5MckiMMdzr2rHw7jsMYO97JLIqwDdviQjKjzOyxmIpK5XdNeoVXJbOAFxw4OUZmJKvEYhGkomXqMjK7tGuFSMybbpICCgI6bZwBmt1eSZB01bKyCS5Fx32VIoBb+pAqlmLdbAwGzsuB5rbjgVpyJbJWHHLdOJ3U\/8A6crXXScrIOn1ixjfEZWRexwdSGAY48d58wcwQywzxh1Z2FmAypKA\/RFxudpnZ21EiKGcgkKOwxWldcpuskgZ44Ig0YR5nbDdcF4QGEYJOoJJKqFwdtfFSl5R9EbLcQgfDfETF2cLHm4aAAFUO2W1A1zkhvbBPWsDcZauVf8AaG5vWHNIjgWNZ5VC8Plh1UuALlrqWRSAOwOhX1\/Tz2rct+aImKN8VJC6yWksrhZCbjp2cEUiEr3ZhIkmN\/S3VY5+fCueV2DHMkMK5VYxNN\/qSdCOZlVxGAMCRO7hQN1XYnvWndcvSJE0heIsiRyyRBm6kcUpXpswK69+omQGJG65AoseCTtS3f8Ae4tncPM8Bh2ClJzIYABnCWBuPiQAR2yD+Hgf0dvHat+75zUOwinlVDHxLsu6\/izyzvbnA9\/VGc\/0n5YqpWnApXRJFKaus7bZOE+HXeUSYHY6lCB3z1F+dck\/vXVcJik6vkTUz0W05vtlaF5GZ2BtC5KsTvHY3Fu0hOQWKPJGchgTr2PbNanE+aV6Uqxzfi\/DJEskQuFyfi0lZBJO7SsAgbu2v5ioGKolFa+Ax3e5NTPSv+L7YyM5mcD4hZfyMSS9mITKo8bxy\/id8Elcg5qrczcQSRLeMSmeSJHDzkP6tpCyopkAcqgJ7sB3Y47ea\/mka3j4OEJKSsOVkamD96RH3pKa9K2ZCeB86KjRXSiGKpbVGnXz0bJFvtXci5iZYFiEMW6wyW6zevcRSvK0gxvpkiZ1zrkBj74I4FXjg3CYI4m2R5JZOHXNwHypjT\/VjC6FMhhp+fbsxxj3rhnlBR\/WrKjly8zF3naaCKVZ5ElaNjIoWRFdVZSjhh2dhjPcH6AjPBzxcqWJEbF7n4p8qfUSNXiIB\/0mAUFf\/aO9di95LtY5el1pCYpo4pim0pZWVy7BEg\/BOUyBtJlSxGdcHVPK9uGZzt0BFG4f4qHQl5ZI8icRFiD0nAXo77KwIAGW4+rw7W6LTOTFzVMJIpSqM8dxPc9wfVJP09w2D4\/DGMfM1t2fPE0aBBFGQFt1HqlXPw6FE30cdRTkko2Vz7Cun\/wharcLbO05aS+ltVYMihYohbtsymMlmImxgFRkZ9sHU4fy9azfDBRcL8WZhETJGwhEQ1BmxEOrlgWOCmqkefJ16nDtVpJuc655rleRZCkYKrdqANsYuzMZM+r26zY\/sM5p3HM5kBDwxAy9JbiRQ+00cTIQpG+q5KKTpqSVHcd82OTg8UsEamMAFrMsU6cbaDg6zyEyP6VXKlmY59zgnscUvBrW3trhyjyo9tbzALKpZSb2SA6TtAPSemDnp99sdxhqLLw+36dxTOKnNjpEYUiTReqIdmlJijlZmKlQ4SUrsSC6kgnPftjRTmGVbpLtQokQRqBg6lY4VhwRnPqRcHBH5jjHtarLkaA3BhdpAHmaOJzIiHHSikwIum7SunUAf8ijH5u514vKXDxPBdJpszNaIuoUuDJcohEexABIOO5A+ZrrF8PUpRXz+pNzBec0SPuqxoqtCYcbSuQGljmZi8jli2YwO5wB7e9bNxzxOzrIEjEgk6rsTKwkbV1YFXcrGjB32CBc59sADFzRwWGGKCWFiRK86EdZZh+EISCJFjQHPVwQNgNfzHwOonK9pmXLSKIIbZ5C8yoHkuUjcakQN0lXZh3D7Er+WsNcOoqVbbl3OPBzS0YYQ28ESlUChQ+Vkjl6yS7sxZ3Df82RgAY7VrcY480ydNYYoUMhmcR7+uYjXYl2YgAEgKMAbHzVmm5YiAEI2aOOa9dn9MLdNbexZOq8q+hVaTBOp8nVTtW9bcuW0bagM\/Uk4W0chZHMa3DPsF3hAkHbPdVDDXI7HOPUwJ2k7FMqS8zMVEcsMUsXThjKN1B3gDrHIGRwwbEjg4OCGPb5ZRzjMSzPHE5aSZ2zuoKXEKwyw4VgAmsceCPUpQYNdC35aiwlzu\/TZkjHePPxpuem0eNNSojVpcY8YFbbcFt4ppdllkke34nKr4jES9IXkKhoxH5Bi22UqAzIAvvSU8HYbnHt+cJEJRYYxCY0jEStKgVUeSRSJFcSbbSyEktg7kYxjDi50nDZ0jIJnLqN0BWcwllBVgyhTBHqQc9u5NdiLkWFwEDvHKs1rFKDIkhAnDbbRomInyvpXqOT4OK4nMCQ\/BWTwxugd7rPUZXY6mED8RUTcDvjt2JIrUXw8pJKN3sN0Jua2Yv1LeGSMtG6xv1SqPEhRDnfd8gnbcnb7VrT8yyPCYTHGMxdEuoKkx\/FC6UBQdF1fYDCjs2PYVZb3k21RhH1pGaOS2SXphpSyzY3KxLCOme+V9b7AfPtWnectWyLJPiV4Vt+qnSuInEj\/FRwHWXoghQJASGjVgR7jvU18NtV\/wDg3OfLzYz95be3kwweMOrkRv0YoSddsOCsMZKvkZXxjIOC75jd42TpRiSSOKKWYbl5I4unopDMVB\/CjyQATr9TmxQ8lWwb8SZwJJ0ijBbV0DwQT+pVifrSD4hV0GmTG2CM9tOz4BCsltHi4eaRIZzKmjRqHuAhDRPHnUL5ck+rsUxmtxy8P0QpnNteMCPh8turlnnkUsNcCKNe74fPcyFYsgDxGc1X6vcnKkTLcMxdZBHdzoTJGNlhklAIgSMkIenjcsg2JwpAG3D54iVb+dVAVQy4CgAD0L4Ar0cPmxym1Dm92ZaZwQPtRVkvOBRJaC6DuUeOERA473LO6zIxx+VRDK3zw8Xfv36VrwaKW0tZHTCJDM0jiSOEZN3006srKxxgkABWYnAwBkjrLi4RV9LoaSkUx+9dfmrha2t3LAhZlUrqW84ZFcZ7DJG2PA8eB4rk16oSU4qS6mXsI\/vUSKkKf8UcQLYfL+aVFFTcpAj7UqlT+p\/SvJRSJWt6LitwsZhWeZYjnMayuEOww2UBwcjz271pfzV7iltP8PAVYCfhpOpvNAr\/ABW8mpCdJp2YZjK6sEK9jr6s8M8lFK1ZUVNuNXJEYNzOREQYwZXIjKjCmMZ9BA7AjGK2Lbi987SSJc3JcR5kcTybdJWAGzbZKhmHb61eFNtsJG+DNoL62WEqsRKWrw3ZC3Go3XwhYSd9lY\/WuVbLbwWyhzaPOlvO2NoZfxhd27RKWUlXYxhvBPpLD5ivN6sH\/s\/BaZUTxWcuHM8pdWLqxkfZXIUF1bOQxCIM+fQvyFZLa6uUgcRyTLbswSQLIyozOrYV1BwxKo3keFq6RrYrOqwvBqUnugWEPZ5SohtQ8x6aPEgz68gFm7ZxjekuOH9RQ7QdN5rOR0V4yplWyukYv00CaiYpuQgX1ZIwe9lmjy0fj3Fe551Fxa4UqVnmUqVKkSuNSqdJSuD2IT0DHhe3isw5gvA24u7jbGu3XkzrktjO2cZJOPmTVr4lxCBOpIqWwuBa9vXbXGZTewBSViiWDqiLqH0bHUAnBBrPLNblmNu1grNLE0\/VWHToNawMwjVvKiX4jZIfXnUDwMX1YPdwFFQ\/xW8g9InuIi5ExCzSLsZAHEhw3dmGp2PfxWlbXkkfaOR0yVJ1YrkqQyk4PfUgEfIjNeicENkpjfa1xrYrKhNsvp+GTrs7TBsjYuGSNdyw7kdqrXCJYYp75vwSFim6G4R13EydMxh8q51yR58e4rpjyxeqofjmGjiXvFZ5sdaeWXBJHUkd8E4BI2JwTgfYVKDik6P1UnlSQqE3WR1bUAKF2BzqAqjHjAHyq8tc2c0rI7WaIsvD3jbpRBdnhzdZ01LrucMpOq4A9IHbPJPa7wNi1MnSuFfM1kGBEkRjYOkRtupoX1DDGNhvsBiLiYpadA0+5QIeLXCtus8ytl22Erg7SBRI2Qc5YKuT76jPipjjdzsW+Jn2IUFutJkhW2UE7ZIDdx8j3q\/8IWxW4baW0aFrkrJ2tYgITHCTnqbsybM6gQADKM2wBXWu8qyWIfuH63QfHWkgWP4jMeOmzoyL6ergyAjOvg966x4jG036fJdiU+5WheyABRI4UP1AN2wJOw6gGez4A9Xms44xchWQXE4Ry5dRNJhy4w5dc4YsDg58+9W+44hbxu7ItoGM9krj8CcadGb4gg9JUAJ03Ma6gnscGtieSxWCVYlt2X\/OB8zQIdurMLcoGieZ8RmEoYzrkHbA2Jks+N88f8Cn3KRLxu6dQr3M7KNcK0zkDUjXClsdsDHywKnPcXN1sZJJpukrSEySM+iZVWbLk4BOg+pwPlVvubiN2uBb\/BqY0tVhdooBGEeMfE5dl0aQvg+sk4EoX5V1734GOadBHbYW4nWdHkghHTCx9NVV4XlK9nwIcMG8jwRiWWMeUN+f8efMte553LPemJdpLjpQ9N0DPJrHnKxPGCcL7gFfrWW35pu06rGeZpJI1i6rSyGRFWVJcI+2RkrjHyY1b47uzkS3a5a3ZFi4ehx0t1CTkXClV9Y9Pke6+KwWZXYvPLYGdYm1WEWilh1owv4rf5ZW12xlS4TIx3GMucaerH55zFe5TLbjFxHuY7idDISZCsrruTnJcg+snY9z8zSi4rcLGIlnmWNSGCCVwgYNsGCA4BDd84znvXT5zt4fiZpLdoejvGFWN08tCrsVRQPTtsCQoAPbA8VXsV7cccc4qWldOhl2dD\/GrrQx\/Ez9M7ZXrSanfbfK7YO2zZ+exz5rTnuGkYvIzOx8sxLE\/wBye5rHtRXSOKMXcUkSzo3nEd4YoVQIkezYBY7yuEV5G2JwSI0GBgDH1NK04rcRY6c8yYBVdJXXCs2xUakYBbBx8+9c\/UigNWlihVNffcWbNxcvIxZ3Z3OAWdixwAFA2Jz2AA\/sMVr0AU\/4rtFJbIgjUgfn4pfxSIrfMGTQ\/Q06xUVnSwL6n9BUf5o\/mgV4WjSM4tXxkI2Pc6nAH962rXg1zIoaO3mdDn1rE7A4ODggY8ivTeHcWt0s7hGuIQzQyqF6qEkmNgAAG7kmuPw+0lksbLpwXMuIZQWhvFhVW+MuTqyFGy2CDnIyGHyr52LjZzjcoVvW\/wAj2cXw0MOTTCWpd0UKTdV0O6o2r6nIDYDBHx4bszgH\/wBzfWoW9u0jBUVmYnCqoLFj8gB3NWfiiRPPw1ZmAiNvarKc41QysHOfbC5NWWRIbWUSJAkcvR4gAGREUxJZyNGQi3EhPqBUSZG4dh3IzXeXEKMbrd3+Dy0eYyKQSGGCDjBGMEdsEe39qWD\/AHNejz8IselESoEB+ExPqi5aR4viMy9ctIQpnynSGhQeADsQwsnxKm0topHtbpURGyXRJICh1LkEY3Ify+h865L4tVyGk83A9h5rMbZ9Opo3TLa76nUtjOobxnHfHmrjzVw6BIZiIoo0WWNbKSNiWuISH3Z\/UdxqEctgasde2da2rJ1ls7VBFDJLHbTPBE39cvxujZXYbsIt3C+5GcHGK2+JWlSS61+CaTz7H2oA9zXptvZ2pWSBkhWL4mwe4Cv2ika3lEqCTYlUE2IycnXqMM+4wWvC4SyG4t4orvpTlbeNQ4bWSARMYGmUFtWuCF3GwiU4bw0+MXZ+IaTzzpNrvqdc4zg42xnGfGcd8U54WQ6srK3Y4IIOCAVOD8wQR9CK9NWytP8ARKhU+KRjGSgHX\/w6VggUTEAGbVdOqMFtSw9te\/sY2lkdYBLe9GNujMqjZmmdXforO+HEYT0FvBL6j2i4xN8hpPN9D\/8AfHbz3\/UVKSFlxspGQGGQRlT4Iz5B+demFIRbrmC2dLccRIUOZEWZSrxpvsGdfl\/zBR3Nay2Ubqjw28E05isyYnY6pE6zGZlBcagMIlJ\/oBz2zmquMXYaTzesvTbXbB1zjbBxtjOM+M49qvc\/CrcQMVigNv8ADzObgSFmW8VpBHEjk9xsI0C6+pW398iHJ0EEtqiT4P8AmZ2RDg7yi0UxKVLpkFgMDZdiAue9dHxSptLkNJUbDic8BLQyyREjBMbsmR8jqfbz9D3rWeQsSzElickk5JJOSST3JNWjjljCL63jWPTcQ9ZCFT1tKQcxpJJ0spoSm2QSewyAO9xDhkEcrGa1gjaN77oxAnWWCG0nkjaTD5bEioA2QW2Ye3Y+JhGppc1\/A0nm2akDV4ayga2MgggELW0srzAkMl7mQpCnq9IDdNBHjurbd\/zDrcT4FaLcGO4ghgiFzGtuVcr1lKO0iyNsfRsIwW7abYyPbf8AqCTppk0HmOtTjhZiFUFiewVQSSfoB5NXxraKONpp7W3W5S3lcwd9ARdWqQyNGH7MVeYYz3CA475O1wnh0XWtsQwC2za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\" alt=\"Determinaci\u00f3n del peso molecular y medici\u00f3n del peso molecular absoluto | Malvern Panalytical\" \/><\/div>\n<div style=\"text-align: justify;\">\n<h2 id=\"3-Movimiento-browniano\"><\/h2>\n<h2>Movimiento browniano<\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c2\/Brownian_motion_large.gif\/220px-Brownian_motion_large.gif\" alt=\"Movimiento browniano - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSr-QHToQ2Dd90dTT00eB4jknHrHZzFn9UWqg&amp;usqp=CAU\" alt=\"EPOS&#x2122;\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p align=\"JUSTIFY\">&#8220;Robert Brown, con toda seguridad, no fue el primero en descubrir el movimiento que lleva su nombre. A consecuencia de sus viajes se fue interesando en la investigaci\u00f3n de los coloides, y en la cuidadosa observaci\u00f3n de preparaciones microsc\u00f3picas en el estudio de los mecanismos de reproducci\u00f3n en las plantas. Sin embargo, el comportamiento err\u00e1tico del polen suspendido en una soluci\u00f3n lo asoci\u00f3 a las teor\u00edas vitalistas de la vida, haciendo defensa de que este movimiento era propio de la materia viviente, y relacionado con los mecanismos de la reproducci\u00f3n. Sin embargo, en sus trabajos finales concluye que el movimiento err\u00e1tico observado era de\u00a0<em>naturaleza mec\u00e1nica<\/em>\u00a0y no depend\u00eda del car\u00e1cter org\u00e1nico ni inorg\u00e1nico de los objetos microsc\u00f3picos observados. Esto ocurr\u00eda en el a\u00f1o 1828.<\/p>\n<p align=\"JUSTIFY\">Parec\u00eda claro la no existencia de un modelo matem\u00e1tico para este movimiento: la Matem\u00e1tica y la F\u00edsica del siglo XIX no estaban lo suficientemente desarrolladas para atacar el fen\u00f3meno. Fue necesario esperar los trabajos de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, en 1905, para su modelaci\u00f3n. Y la barrera fundamental que imped\u00eda el conocimiento del movimiento Browniano era justamente el determinismo cl\u00e1sico de la Mec\u00e1nica de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>. Esta aseguraba que todo movimiento deb\u00eda tener por causa una fuerza. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> usando la teor\u00eda molecular cin\u00e9tica de la materia prueba que dicho movimiento se produce sin que medie la acci\u00f3n de fuerza externa alguna. Su razonamiento es de una sencillez extrema: si los granos de polen en suspensi\u00f3n se mueven es porque las mol\u00e9culas del l\u00edquido chocan con ellos. las mol\u00e9culas a su vez est\u00e1n en movimiento constante por efecto de fuerzas externas al l\u00edquido (interacciones moleculares o, incluso, por cambios producidos en los niveles de energ\u00eda en la estructura subat\u00f3mica). De este modo <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> lleg\u00f3 a la conclusi\u00f3n de que el\u00a0<em>movimiento Browniano es intr\u00ednseco a la materia<\/em>.&#8221;<\/p>\n<p align=\"JUSTIFY\">\n<\/blockquote>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La historia de una injusticia: Mileva Maric\" \/><\/p>\n<\/div>\n<div style=\"text-align: justify;\">Por aquel entonces estaba casado con Mileva Mari\u00b4c<\/div>\n<div style=\"text-align: justify;\"><strong>Electrodin\u00e1mica de los cuerpos en movimiento o &#8220;<a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial&#8221;<\/strong><\/div>\n<blockquote>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYYGBgaHB4cHBwcHBoaGBofGhwaGhocHh4cIS4lHB4rHxwcJzgmKy8xNTU1HCU7QDs0Py40NTEBDAwMEA8QHhISGjEhISE0NDQxNDE0NDQ0MTQ0NDQ0MTQ0MTQ0NDQxNDQ0NDQxNDE0NDQxNDQ0NDQxNDE\/MTQxNP\/AABEIANoA5wMBIgACEQEDEQH\/xAAbAAADAQEBAQEAAAAAAAAAAAABAgMABAUGB\/\/EADwQAAEDAQQHAwsEAwADAQAAAAEAAhEhAxIxQQRRYXGBkfAiobEFEyMyQlKywdHh8TNicpIGFIJDU6IV\/8QAGAEAAwEBAAAAAAAAAAAAAAAAAAECAwT\/xAAfEQEBAAMBAAMAAwAAAAAAAAAAAQIRITESQVEDImH\/2gAMAwEAAhEDEQA\/APWfpD77xffF94HadEB7oArhC3n3++\/+zvqpWh7b\/wCb\/jcmasatQaQ\/33x\/J31RFu\/334e8cuKUBCOuCXQoLZ9O2\/8Asfqmbbv99\/Bx+qlGqmB3UWvYavtj1rRuhXzz\/ff\/AGP1WbaP99\/9ncUgPXWxUAS2A84+ovv2dp2rfrQNu\/33+rPrOlGPFEjCetiLBsptX+++v7nZ54oeffPrvzHrOyzxRLJrMV7hSPFBzMYzruWdlVKwt3++\/wDs76reff779nadHihOeAmI62oDrmo1f1Shtn++\/wDsfqs23fPrv\/s6tFOacK9ZojLLYlLf0GbbPir3Sf3kxuTC2f778vaP1SAZx1Vb5R1wR39GofzzyPXf\/Z2XFEWj6i+8T+474xxUopspFDSTEIOpmcyjdGor599O27+zorxQdavkdt+BAF5w4nWpxXDrNAbEbo0obd\/vv\/u4cUDbvye84+076qbjlFaDgM1icOpxS+VGjG3f778fed9UDbvPtvH\/AG76qb+7UldmZwHI\/hL5f6elBbv99+HvOptxqgdIePbf\/Z3fVRfbtBu3u1T2XEUr60QKA4lGa0jr7IuVGo7PJttaG2YL7yK0LnGew7GTksk8kj09nj7WP8XLLTDK6TfUbT13\/wA3\/G5FoQtvXeP3v+NyDXLeoWTBIi07MUAXRXn4LOGuox5V+qZpnFZzZ62pUEApt6PhRMZr1WZjkUwPW5ADX1h+UaMzX1PXVEWnDu11S3NtYhHfTMDXCXYBHXXFOwdbD9FFxMnqtFS8Ot1TzRsabGJ2+FfkkLAKZz4mPomYZg7uGRTFtesNamzfT2gBz1dx45oEzHU61SIjWMOt6S7GwRCjKaVtgYiMus0WO16+4IO3dQgcjX5bN9Cp2DwM+PFK3V+JGzdC3UoCZS+QYHCPzms4nme7X4LA5bI62oO6PW1GwNCdVYG4ygakZTQHV9lpmvUpSUthhuivchGetZ5x64IEpXRx51mAdJeQCCGkTEA+rBnb7uyc12mKdDcuC+f9p0HFgBHg6cCRhEzVd5xVZWCOvyQD59n\/AF8LlkPJJ9PZ\/wDXwuWVYeJvqWkeu8fvf8RU2FNa\/qWkn23\/ABFLGxb1EOHRt1q8Ln2lVszlM9V62I2ZjPj3FMHdcUCVoy6gJkctOWP2Km8Yx98FRhrmmhL0Faa7K8dizYPHPkhcy49cEr8Tvw25fLmi8NQt5zXh+FrgrG2nGoQc7bnM7jP2THr5pcoTJpWpkg8UZTkfVBzIHWQ+imy+m1J6rs5BAO1\/k4pD3j5FFr8cIKnf6ehLR3JHjHfTV1CrPXihB5VO0D7os2NpbPyg80Vo6Gyo5qb7OOcARxUZY2K2QwsabPtqRc2CeMakvXFTo2ea+P2SumKQDlIkBAtz5bUT0VNo0DzBk4fY17kopjj4FE16wWFUqHI1jhbl9zsXIvyyuBu43sQThnjgr3UZ5Yb8li0TgnbsR1eSR6ez\/wCvhcst5H\/Xs9YvcOy5Za4eIvrntR27T+b9\/ruhCdZ1I236loD776\/9lCNX2W6VGasx30+qYCOtkLMnrbmmJ6+yQMw90fVPs15qUnDv8SnvEeO5OUGcJwxy+Uotd4rdb1i3IY\/Ux4Jgwb3GvXJJO\/I88PlyQa+Rty5x4Kh3YCY3FK9ERc2ARiY+dfkiHQa4Z8oKZwoY1U2a0r2STqr95UWGq10xrjuRD6dZ4KIMHj40K59J0+4Q0NBMSZo0CsCmdOCXy1OnMbfHYRj1mkLK6vtVHR7UPbLayYIzBIqCFUEEwYPEHXPJPUpdjmE+BjxTecyGevb90SBEzl9eSUsnrroqLLiqaqjXjMR1HcnucYXMc9U8eCLbQiYoduBzlEz\/AErPw\/m8Af2iRnm4pXMwO0eOHcqDSBnlSe4ppnVJB5jD6q\/60t2OcswitFM6pC6X57RIwxnrmpubMccdx7p8FncFSoOHWaBbGFOsFZw2dQkIUXFWyEePRUzOccMZ1RuVNdPvVKBl0CloOjyQfTWfH4HLJvI\/69mdd74XLLTCcRfXNpH6lpse\/wCIphXV98EukfqWn83\/ABFEEwcFv6R20nfG5VmYyrhsFEB4jjwlBmUa4pgPyUDQ4Z6uUo2Rw3zGytEAeuuKAMY447orlkp8oVY6g3VOtMKb45qc4bOgmdONO\/VT5qpSB7d1IyyGPci1+RmsxuGaZzceuaBAnLqviihjhvJrnAM9b0zxr113Y\/JIKiDhUfVGYnblq2fJBxnsnLHLfjOxeVpLJe+TUACQKA5NOcmcdW4r2QBQz1P0XFpWiXoc3H2gM9R3wsv5Mdyrwy1k8S1tIo1zmEZsNT+2chMVGqmtdGh6PfdOEOEztNcFx25YHO9KwVOLxr3rosLW403XiSDdc0hwvCoDv20g71zY+yWcdeVw+NuPter5yXYds1LXAAmY9V49YV20yCpYuriRWCDiK14QuOw0q+1rni6Hes3\/ANZFA4YENis4iZXXozTeIcZPsnW3LDUaLr+Urh1pc2Y5E\/ZTe09eBVmvkUwnw+4QeMd\/3H0U3GVUQBgdBBiq+zmNvXCqiTPNZ2WHtQPznDugom0xMbthU561SgXGnASiZ\/o1FSdRzI8R4lKY+m8TRKTs6BwSh2XPfH3Cr5SiwXCh4VCQik6+5O52PWpAjvHciyUbW8lD07N7uHYcsj5JPp2DUXA\/0cgqxnE29cukj0lpA\/8AI\/leKowSpW59Lafzf8blSxK0lCzJ11SlvKmGyvyThakbMUyKM5pw+XNM7ONtchH3QJ29BO3VjH5lLQAcsIp8kzTXDbHE\/fmk1c9utFuqcTjrnZuBSByDXOegidmzkgCIJ1eMFEUgd+WQVEEfjOtI70QceAjPai3ER11RLOeye7DfilTh5ry8UtrZhzHNJugghzvdHtHgJRacN88hTivL\/wAk0q5Y3B7fYM43c8MyYSFfFaTZh9YHXguSxBY+8w3Xa92sZjYu+\/ipvYSaUMiDtwQl95YWgtGMtAIvtBI2xDhzBVNHZdEDHPnIjZqXB\/jDp0ZpNIc4a9X0Xpxq1wD4dyxynxrSeM18zvHimBkY4n8FTPz8K+KwPXeEpl+npZpz396nGHWC17rrisfr13LSWUtJubG2n3hJdg9RuVi7GcPlErNjh19VFwhxCdSE9fNPcjuSOHW9RZYbSg4\/LrcsUpEUxPiUTIOvyU\/07N7vgcsl8kfr2f8A18DllrjeIvrn0geltP5v+JyZqGlHt2n83z\/ZyLetavE1waLHDqKIMnNP0fr4K0g2mOs47SfsiwV8dW1LUb9VDn+EwiNlTrG9AECRqxrn1CxHjTZMJj+UHTx7px5oogsGGzl98FokTx54DvCAMUGVN+z5pg7DZ8qeCUoNPj9u6CgG64zjw+qOXAyfDuWnrX180cBbp62RivkP8s0lzngVutmBSHVxpiCvshWdxK+D8rWl97nbSG7ADACm+ivGY8rosn1J1Aupj2QXGvBc5YRO9d3kFjDbMDzQvYwNxvue4Q3+Os6iq9S+78naJ5uxs7OKhovfyNSduMK5Z1s\/CvamSTx5T9kkV4ndCjLHa4gGVnqupYjvx2fhO8Z1NAeWKU7dVRtx4rLLE5Uq4\/nci6iaMdfzOCU1+2AS8UM46+vot1z+SVx+6x61I+Q0Ymv15ApbsnkseR+6Y4qt7LxFzM+7ZKmSalWE4xB1aqJQMRP4Cm4nt0eSB6ez\/wCuHZcst5I\/Xs\/+t\/quxWV4eIvrn0g+ktP5v+IrMwU9J\/VtMu2\/43Klkrxp\/SoKoNam3cqBaQqBOzbOvYs2MhQU3gYrFuzE901+aLDMceOfil9kpPLPbmgXRU5flY9akwM68EwQDds+fGqDTr3bTrO5MXV3QMcyfysRNMia7tik1Cec0naQO5LqgY69ox5Qs0kjBE48eOr5J0jMqR1IC\/M7fShaPe4eq5xLRsk3TyhfWf5f5SdZaPcZR9rLbwMFrBF4jacF8DZPu8IRjDd7HZOwOByB1HUFTyUwO0zRw2ew9pOHrB4n\/nKu1crn5617H+J2JfpEtgNaLzjnTAN3kiUXk2NR96caZSNlMd4lGQcNRKnNeOdY5FMHy2mJEcxMKZRYzm058onxU7RkYb+QVya7qbEtzDDai4hzOMdYmJRezIYz14piKcJ3zr2oObWMKwN+vnCzuPTlTOCAnLYsBMxQ0AnAJi2Z7lncThDt3fJDPuhGPBKR1ljCRtPPruS6\/HrkideaG2MuexV8g6vJTvTNyx+FyyPkn9ez\/wCvhcstcbxF9cOlE37TP0j+5zqJmGENJHpLQ\/vf8TkLwgEjipxq1wqsKi0dZqrRC2xqazwI4Qfn3LCeWe7JMRI5\/ZLwOPLEnrYlfSirMJ2LDLrcUjXYisJyK+KqUgBNIGBGrmixvA68twRyw18YS3aEYxQa+KAYHOMkbuWXyRa3UOGxedpPlywY67f848UDGSTIBBDiKDilTk2+Z\/yu385bOFewA0aqVd3nuXzFpYmsCQ2CTqkwvuv\/AMLz7PO33Wb3kucHC+DrIHZLRPcvP8o+Q36Po1rMWjnWjJcwGjGziDUdpyeNOx8oLTBfcf4IzsPftAmQcfCi+B0iWCoILqgEEE7l+p\/49onm9FsWRBLL76RLn1rzhGXIT0ANn1w\/CIJHVBtQzPWJRBAr1VZGdhnnNfFEYSc8fAd6kRAGyOuYTh9YpBOeJj7qpU6Z7cc5HHgpubhvyyk9clca9cpHNPdTjnyTuJxzwZyxPDZyStwpuqrObG7GdlFJzY2Yd4+yxymlSlgTs8EhE48sI3qxpXV8ikDetQ1KdGmdeGSVoxjrWqO6nDqEkZ9Dclo3R5KpbM3u+ByybyRPn2au18Lllph4i+uPSP1LT+b\/AIis0U4ddyGlCbS0OYe8DZ2iiwx18kRX0qx2c88dicJOtvFUaFrimnaOsqJXCn1xr8\/qiMliKZzhv1E8lVIQajV1TaqNFOusVMgYRGOBrAT2fXCvipxv0Ga6D3fQpnQMePFCDHXNECQAR1KomE69VfDjhySaPYMYSWMYy8S5xaAJJNTvJT5459x8ckbtehGaRjM41pXZmV53lZls8ssrMXQ4hz35NAOHKsZwF6LK9cVsflvy4KTl1Re7U0ZACAYFabKJHbc6xzKdwFYCRownoR4JWExB3d+P3IWjLrqi13XlHOMhllyWAoBu+qRi00GGpAiN31I7lj8zHfRMDj1xTneUaZhqO\/bNEzXSJ4jYpuphrnZuTDl4UxI5Kpl9FoHMimIp13Kbh1upzlVxHLu6HNYgb6qbNnK5g2g6zCA3feMe5UcIjfISOHhTrcs7AV7cqdDJJjxVTnIpj3TgkiONR1xU6Ut5M\/WZx+FyyPktvpmbL3wuWWuM4i+uHSv1LT+b\/iKVsY1gdAo6T+paa77\/AIiiwcAs5er+lGnrYhb2txt66XOkNa0GL7nGGtn2ZJq6DABMFEYd\/wBlG2g21gySLofaRkYaGCf7ytsSroNnaRN8F+Ia1oDNxmXkbbw10wVbS1a2bxDRHaEzG86tqS0e4lrGmHukl2Pm2AiXVpfJMCaTJOCtYtDRDaDbWZ1nEztV\/SaBb3gTuO3UoB7y9zGBpDACbxi858kNBHqcQcQho722bbUOddZYkkHC7Z3b4bTJsuAGoBJo5eyzabvprQl9wmQ178A6nqMF0H+GsqNaDtsLRr2h7ZukAiaETkRkRgnFCpaIxjQ2zY68GNDZmSYESdpNd6azt2um7Loc5pgGjmktcMMiDyWk6FIHASe6UIpPEbc0Xua0F7yA1gLnE0aAKknYtdg9qhmkmJgE02RXglYAeBhGRn6Ko626lzaNpLHtBaZvNDgMHQaz1MSFYHGYnPZCny9BgEr27\/z1gpWznvtfNWbgwNF61tLt5zL3qMY09m+R2jMwMqhcR8qONjo72tabS1cwuxuNY+0ZZue0SDW+0tEnHYquO4Ur0dXKuzElENmuWaix7r9pZm6QwNIIBBl94lhqZiAZ2pLW0BtTJuss2wf3PtADdoalrBMR7Sz0ra3dQBGRw6z4SiANhkY7MZ5KOkaQGMNo4XowaMXuPZYwfuc4taN6WuhQHLMRPGCY4IRljj3V+QWs7NzWtD3X3iL7gIBfiY\/bNBsATtYTTPDmn98BHPbeDD65BdEeyIEzhiQnI6+fcuPQXh962FQ+jP4NN2zjWHEufH7gqMtXPtnsEXLNjQYg37R\/aAJxZdYG0zvyqhLOGOFflgVN4x6mEjdILrS2YB2LJrAYq9z3C8Wjc0tpmXDBQt\/KIY1znWVvcYC5ziwAMa0esZI30Syx34crpI11\/NFMOBwrOesV5HYmY4Oa1zZhwDhNCb1RIy1ws5s9d6zs1TnV\/Jw9Kw7+HYKy3k0elZSlY10a7FZXj4m+vN0tnpXnO++P7FM2Kk08Atbt9JaTUF7\/AIiizLassfav6EGTTEY4zP1w3KbGXtJc6P02XJB9q0cHOBGsBrTxRtNHcSS20ey9610MMkDFt5puOwE1FMF0aPZBjbrAQ0GYklxJNXOcaucdZWuNKpaM6be3nG6wDcQ4zukkcF1vtGtBc4wBjSSdgGZOQ1kKL7CXB7H3XhpbMBzXt917ZE1qCCCNswqhhJBcRT1QBAmIL9+MDJap047fRy4Ms3EtfauNraXbpcxtnDmtF4EOF4WbTII9ZC1c9jLUMJdaFzLJlo7tOL7SLt6AB2C4uMANgYYz1vsHl99paDcLBIvFsukkDOYGJpGeCbzDABAkMlzZMuLjMvOtzpNcK0StDj0O2DLF9o1oLmTZNYCYLrN5s7NsmpLnxJ\/dMLv0WwcxjGOe111sFwaQXO9pxl3tOJcaZqf+owgNIgX\/ADnZcQb5JJdO\/LDkuixbGZk1MknlOG5EsCGlNvPsrLEOfffWOxZQ4T+0vuTslcOlv8\/aOaCbhAsWukgkWgv27xt80AAdb16Ok6Gx90vaSW0ADiA4EguY8NPbY4tEtNDELaPobWOvXnOMvdBIgG0cHuiAMIa0DICEyK5odbCKCzs4gCkWhFOTENP0wWNmX3bzibtmzO0e4wxo2ExJyEqzGAFzsHOi9UxQQAFJ+ih1qy2LqWbHNYyKNc\/133ifWuyBSklZ++qcGiNeD\/qvF0ua620m2LheMmHtaGHsNdVrXSIY0xBiCxz7R1m4sDG2tqwsBMFthYA2jIbEtJuh0GILmjJHSdCtHtt70E29oxrocaaM01aHY3nNvG7kXuXpOY5+kMdHYYx26+4tAA2hre9aTKVGnHZ6SGWAt7kvtzfaz2nuePRMBAwDAwE5AOJwR0Wycx4DiXvuF0ijX2j3E2hGIaAGtaJwbrVNDsGPtDpAa0AXmWMZgnt2pgCriCBj2RM9pdZ+45GOQU5cVHMAWMye\/UJDXPtHCgzDS98awNq4NKtCx7nOLnssGB8Gk27+wyCJDWgHAg3bwdiF6zmAiCKZb9ewzXgEjLNkXA0FrquDu1fn37xJdqrOCiZGhZMeHXnuMR2gQGtc51AWsqWNBnFxcZUvLJf5osYSLS3cLFmZbfo9x1XWX3SNUroZorBUNNMCSXXRldvE3eCXSNFa97XuLw5l67de5oBeIc6hq67IGVUbkoXs7JoLWt9VrQ0DU1ogdwXheS\/KTbPRxbOLTaaQ59uGuwYyvbfHsMY0DK9DWjFe1Y2RBab7zFamRxnHWuUeSbE2dpZNZcZbA37nrQfdLpuiahuGxOZT7GvxP\/HrK5ozH2roc+9bWr3ECL8vJdECgjDDJTa1+mFtq8FmiNN6zsyCH6Q5pkPtBlZg1DM16Gk2LHtLHsa9lOwR2TGFMKZKI8k2AILbNtPVNYF3CBgPsiZy7\/S+LoeSSTnnx1bpSEZ1xCYurjXbmUrm4gdR9lmuLaAPSt4\/CVkdBpas\/wCt+BWV4+IvrzbYektD+9+P8igXgROZjbJwHitpAPnXk5PfQfyNSm82DBPRIgxwnmsZ7Wk8UDhEzAFThw3UTB9SBiBOGvBc7tFYSZBk41InWCujzQLr1bxOM7acsd+5XjeldKtjAEakQ7aOYg6oUW6IyIggRrIMRQSMIyjBOzR2gggYQRqpgIigzW0pXS0ipvAZ5UjE8EWuBAIpMETQwcJURorKyCZmZJrSD3E0zkyqDR2TMTWama7deZ4nWmXGc4AmTgL0RWN2uU1m4ETIxPGtTXKfkg+waTeM3qZ0MG8J2yMVNmisEgCIArJJhkQO4UGMBR5T1NOhz2jEipgbyKBM0z4weal\/rtoK9kkjOC4mtcxJhZ+itMkzJma+9iBSmKrZSRUkRjOzreESMa9auSmdGbUjftm9OO+vAak9jZhghow47M9ngkOFg5ceHUIOZeDmEmoIN0w4AiCQfZMTVTOhNAgF1Ca3jW96078YyW\/02QfWIpMkzSIGMn861N5eB0NAAhsACGgNwaAIA2QExb4FRGisLnO7Qc43ndoxNBQYYBUsrEM9UukxiSYjVqVb2ULAOFcjsp9kC3DIZ+PJK7Q24guBMkw4jEl1I2k8En+g0QAXUBA7RqLsV14cMVNxNVrKd\/dRAjn1gM1IaIyZBf8A2Mbq7ctqJ0RssMulvqm8cNuZ+w1LOnFGVNCDj1zlYVwIjXlmB3kKB0Vp95szRpjEkmuImcNqw0JgirhUECaC6I5UFE9wVYtrGepK4Zc9Sm7Q2UMuBDLkg1ihrtpih\/otGDn44XjGJrxlOzfYR3D8\/Leka3rrNI3RQw0Lqzi6TNPkPFVOrMKLeqW0L9Ruwkf\/AC5ZNoP6rePwlZaY3iL68vSP1LT+b+5xRaddT9F9ZbaBZXifNsm8fZbr3JHaHZz+mz+o+in4dXvj5vemnHb0F9CzRLP3Gf1CLtEs49Rn9QrkK14IRaV7n+uyvZbyCx0dnuNx1BXInbxUwK9XzDfdbyCbzDfdbyConluE5\/RTBE1O+m3Je15lvujkErbFtOyOQ1qcoceUCM8+WQTNK9PzLa9kchrRFi33RyCchV5zUZ\/PgvS8y33RyCHmm6hyCLA81x7vkpxjjIy10gHavZ8y33RyCVti2vZHIKLie3ktMbsvBVBnmu9li2nZHIJm2LfdHIJyDbzmlC6PovUbYt90cgsLFvujkNiLODbx4+tM8zuqlga9m7qq9oWLfdHIa0rrFsnsjkFFwVK8g9bUD1uzXreZb7o5BbzDfdbyCn4jbySM8+qLNOvb11qXrPsWx6ow1BB1i33RhqCqQnlFv1UXhe55lvut5BEaOz3W8gjLCHHj6APSM1iZ1+q5ZepZ2DbwN1sxjAlZGM4m+v\/Z\" alt=\"Sobre un rayo de luz: Una historia sobre Albert Einstein;Una historia sobre Albert Einstein: Berne, Jennifer, Radunsky, Vladimir: Amazon.com.mx: Libros\" \/><\/div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0Una historia de Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">\n<blockquote>\n<p dir=\"ltr\">Quiz\u00e1 este art\u00edculo, publicado en septiembre de 1905, sea el m\u00e1s famoso de los cinco que escribi\u00f3 en el &#8220;a\u00f1o milagroso&#8221;.<\/p>\n<div dir=\"ltr\">\n<p dir=\"ltr\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> contaba que el origen de su trabajo sobre la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial se remontaba a un problema que \u00e9l mismo se hab\u00eda planteado a los 16 a\u00f1os: \u00bfC\u00f3mo se ver\u00eda un rayo de luz si uno viajara al lado de este a su misma velocidad?<\/p>\n<\/div>\n<\/blockquote>\n<h2><\/h2>\n<blockquote><p><strong>Equivalencia masa y Energ\u00eda<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<blockquote>\n<div><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/zbteaoe6sueohwc9gwfd-140706151033-phpapp02\/95\/equivalencia-entre-masa-y-energa-emc2-1-638.jpg?cb=1404659992\" alt=\"Equivalencia entre masa y energ\u00eda (E=mc2)\" \/><\/div>\n<div>\n<p dir=\"ltr\">&#8220;En esta investigaci\u00f3n, publicada en noviembre de 1905, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> present\u00f3 la\u00a0f\u00f3rmula E=mc\u00b2, que es tal vez la ecuaci\u00f3n m\u00e1s famosa del mundo, aunque no necesariamente sea la m\u00e1s f\u00e1cil de entender.<\/p>\n<div dir=\"ltr\">\n<p dir=\"ltr\">En una carta enviada a Habitch, entre junio y septiembre de 1905, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se refiere a este estudio, aunque reconoce que duda de sus resultados.&#8221;<\/p>\n<p dir=\"ltr\">Una consecuencia del estudio de la electrodin\u00e1mica (<a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial) cruz\u00f3 mi mente. El principio de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, junto con las ecuaciones de Maxwell, requieren que la masa sea una medida directa de la energ\u00eda contenida en un cuerpo. La luz transporta masa con ella&#8221;, le dice a su amigo.<\/p>\n<div dir=\"ltr\">\n<p dir=\"ltr\">&#8220;La idea es divertida y seductora pero hasta donde s\u00e9,\u00a0Dios podr\u00eda estar ri\u00e9ndose de todo el asunto y podr\u00eda muy bien haberme tomado el pelo&#8221;, a\u00f1ade.<\/p>\n<\/div>\n<div dir=\"ltr\">\n<p dir=\"ltr\">Sin embargo, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> ten\u00eda raz\u00f3n. En la f\u00f3rmula que propuso, &#8220;E&#8221; es por energ\u00eda, &#8220;m&#8221; es por masa y &#8220;c&#8221;, por la velocidad de la luz (300.000 km\/s) al cuadrado.<\/p>\n<\/div>\n<div dir=\"ltr\">\n<p dir=\"ltr\">El aumento de energ\u00eda causa un aumento directamente proporcional en la masa. En otras palabras,\u00a0al viajar m\u00e1s r\u00e1pido y aumentar la energ\u00eda, la masa crece, y mientras m\u00e1s masa tiene un objeto, m\u00e1s dif\u00edcil es acelerar, por lo que nada puede alcanzar la velocidad de la luz.<\/p>\n<p dir=\"ltr\">\n<\/div>\n<\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT4eojuCi7RYQoJxXQ8d855iI34UAmj64AzZw&amp;usqp=CAU\" alt=\"ALBERT EINSTEIN SU VIDA Y SU CONTEXTO HIST\u00d3RICO\" \/><\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">As\u00ed, se produjo la explosi\u00f3n y comenz\u00f3 a conocer el mundo al gran f\u00edsico que aquel joven llevaba dentro. Despu\u00e9s de aquello, todos fueron cargaos y honores, reconocimientos y&#8230;el Nobel de F\u00edsica de 1921 por su &#8220;Efecto Fotoel\u00e9ctrico&#8221;.<\/div>\n<div style=\"text-align: justify;\">\u00a1Qu\u00e9 personaje!<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Emilio Silvera<\/div>\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%2F2024%2F04%2F04%2Fconozcamos-mejor-al-personaje%2F&amp;title=Conozcamos+mejor+al+personaje' 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%2F2024%2F04%2F04%2Fconozcamos-mejor-al-personaje%2F&amp;title=Conozcamos+mejor+al+personaje' 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; 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