{"id":26389,"date":"2021-05-12T07:13:43","date_gmt":"2021-05-12T06:13:43","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26389"},"modified":"2021-05-12T07:13:43","modified_gmt":"2021-05-12T06:13:43","slug":"stephen-hawking-%c2%a1que-personaje-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/05\/12\/stephen-hawking-%c2%a1que-personaje-3\/","title":{"rendered":"Stephen Hawking&#8230; \u00a1Qu\u00e9 personaje!"},"content":{"rendered":"<h3 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.astronoo.com\/images\/articles\/matiere-noire-idee.jpg\" alt=\"\" width=\"605\" height=\"393\" \/><\/h3>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/si-la-respuesta-es-%c2%a1el-universo-%c2%bfcual-es-la-pregunta\/\" rel=\"prev\">Si la respuesta es\u2026\u00a1El Universo! \u00bfCu\u00e1l es la pregunta?<\/a><\/h2>\n<p>Seguramente&#8230; \u00bfQu\u00e9 es lo que todo lo contiene? Los pensamientos tambi\u00e9n,<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/%c2%a1es-todo-tan-complicado\/\" rel=\"next\">\u00a1Es todo tan complicado!<\/a>\u00a0\u00bb<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_nzMpM-6ZutE\/TH86_eqUvXI\/AAAAAAAAABI\/caXvqzfR244\/S760\/mente1.jpg\" alt=\"\" width=\"569\" height=\"393\" \/><\/div>\n<div style=\"text-align: justify;\">La complejidad nos rodea y est\u00e1 presente en la Naturaleza. Nosotros mismos, \u00a1llevamos consigo tanta!<\/div>\n<div style=\"text-align: justify;\">Hablemos ahora de un personaje singular que, siendo muy buen f\u00edsico, tuvo que soportar unas condiciones de vida bastante duras y, postergado a una silla mec\u00e1nica y sin poder expresar sus pensamientos de manera directa, ha tenido que recurrir a tecnolog\u00edas avanzadas que le permitiera comunicarse con el mundo, desde su mundo que estaba fuera de \u00e9ste nuestro.<\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"stephen-hawking-and-his-first-wife-jane-19653\" src=\"http:\/\/www.planetaincognito.es\/wp-content\/uploads\/2010\/04\/stephen-hawking-and-his-first-wife-jane-19653-214x300.jpg\" alt=\"\" width=\"218\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Hawking con su primera Esposa.<\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n no conoce al personaje y no ha le\u00eddo, al menos, uno de sus libros? Hawking es un pensador arriesgado. Siempre ha estado mucho m\u00e1s dispuesto que la mayor\u00eda de sus colegas f\u00edsicos a emprender el vuelo en direcciones radicalmente nuevas, si dichas direcciones \u201col\u00edan\u201d bien. Un ejemplo es el del Horizonte absoluto en los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u00a0que \u201csonaba\u201d bien para \u00e9l, as\u00ed que lo acept\u00f3 a pesar de su naturaleza radical, y su aceptaci\u00f3n tuvo recompensa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.elindependiente.com\/wp-content\/uploads\/2018\/12\/agujeros-negros.gif\" alt=\"La mayor colisi\u00f3n de agujeros negros jam\u00e1s detectada con ondas  gravitacionales\" \/><\/p>\n<p style=\"text-align: justify;\">En pocos meses Hawking y James Hartle fueron capaces de derivar, a partir de las leyes de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, un conjunto de ecuaciones elegantes que describen como el horizonte absoluto se expande y cambia su de manera continua y suave, anticip\u00e1ndose a los residuos o a las ondas gravitatorias que \u00e9ste engulle o anticip\u00e1ndose a ser atra\u00eddo por la gravedad de otros cuerpos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-cXGdkEOdhdg\/T2h-JTSDEMI\/AAAAAAAAAHs\/vvTjb3DPlRw\/s1600\/extraterrestre.jpg\" alt=\"\" width=\"490\" height=\"509\" \/><\/p>\n<p style=\"text-align: justify;\">La osad\u00eda de \u00e9ste f\u00edsico, del personaje, qued\u00f3 patente cuando realiz\u00f3 aquellas declaraciones que salieron en la prensa y medios de casi todo el mundo:\u00a0 \u201cEl f\u00edsico brit\u00e1nico\u00a0<strong>Stephen Hawking<\/strong>\u00a0realiz\u00f3 unas curiosas declaraciones el\u00a0<strong>Discovery Channel<\/strong>,\u00a0 en las que afirmaba que la vida extraterrestre\u00a0\u00a0<strong><em>\u201ccasi seguramente s\u00ed existe\u201d\u00a0<\/em><\/strong>,\u00a0 muy probablemente como vida a nivel celular y en menor medida pero tambi\u00e9n, como vida inteligente.\u00a0 Adem\u00e1s dice verlo como algo perfectamente racional.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Renace el proyecto SETI de b\u00fasqueda de inteligencia extraterrestre\" \/><img decoding=\"async\" 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alt=\"SETI@home - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"PROYECTO SETI. 400 a\u00f1os de Astronom\u00eda | ESPECIALES | elmundo.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQnwVX_-Q-MP_oHCco9ykTDNs3qnnTNtg-75w&amp;usqp=CAU\" alt=\"El Congreso de EEUU propone dar dinero a la NASA para la b\u00fasqueda de  inteligencia extraterrestre\" \/><\/p>\n<p style=\"text-align: justify;\">Por\u00a0 otra parte, aconsej\u00f3 que los humanos no buscasen\u00a0<strong>(<\/strong>como sucede con el proyecto\u00a0<strong>SETI<\/strong><strong>)<\/strong>\u00a0mantener relaciones con ellos, ya que algunos podr\u00edan ser hostiles y saldr\u00edamos perjudicados. A muchos les ha sorprendido que el cient\u00edfico acudiese a la comparaci\u00f3n con la llegada de Col\u00f3n al &#8220;Nuevo Mundo&#8221; y como afect\u00f3 a los ind\u00edgenas. Realmente Hawking, no aludi\u00f3 m\u00e1s que a una\u00a0<strong>teor\u00eda del encuentro entre civilizaciones<\/strong>\u00a0que explica que ante un encuentro entre dos o m\u00e1s civilizaciones,\u00a0 siempre tiende a perder m\u00e1s, la civilizaci\u00f3n menos evolucionada<em>\u00a0(la cual, en un encuentro con una civilizaci\u00f3n extraterrestre avanzada, ser\u00eda nuestro caso).\u201d<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Fallece Stephen Hawking. 6 libros de los que nos deja el prestigioso  astrof\u00edsico | Actualidad Literatura\" \/><\/p>\n<p style=\"text-align: justify;\">Sus numerosas publicaciones incluyen La Estructura a Gran Escala del Espacio-tiempo con G. F. R. Ellis, Relatividad General: Revisi\u00f3n en el Centenario de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0con W. Israel, y 300 A\u00f1os de Gravedad, con W. Israel. Stephen Hawking ha publicado tres\u00a0<label>libros<\/label>\u00a0de divulgaci\u00f3n: su \u00e9xito de ventas &#8220;Breve historia del tiempo&#8221; (Historia del tiempo: del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>), Agujeros negros y peque\u00f1os universos y otros ensayos, en 2001 &#8220;El universo en una c\u00e1scara de nuez&#8221;, en 2005 &#8220;Brev\u00edsima historia del tiempo&#8221;, una versi\u00f3n de su libro hom\u00f3nimo adaptada un p\u00fablico m\u00e1s amplio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/news.softpedia.com\/images\/news2\/Galactic-Spin-Underlies-Matter-Antimatter-Decay-Asymmetry-2.jpg\" alt=\"\" width=\"531\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">All\u00e1 por el mes de noviembre de 1970, Stephen Hawking empez\u00f3 a dar grandes pasos como f\u00edsico. Ya hab\u00eda hecho varios descubrimientos importantes, pero todav\u00eda no era una figura destacada. No pocos nos hemos podido preguntas: \u00bfC\u00f3mo,\u00a0 con esa grave incapacidad, ha sido capaz Hawking de superar en pensamiento e intuici\u00f3n a sus destacados colegas competidores, personas como Roger Penrose, Werner Israel\u00a0 y tambi\u00e9n (entre otros), Yakog Borisovich Zel\u00b4dovich?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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Znwnl5UClwRowg1ACrsbjDcIJUAKIAFcwqgsATAJ3oKoPTnXJpzewliSrPcBHLKKE4jhERUKOxzSYYAabTpQAqaNwCxmc7Jt4sdqBmj8V3EROZXO3m20+lBGxb7TMPvnvDx6iq0HpXsGrF1y+9On70fxWyFuSuzQw6a7\/ADoBo8a9XoFeoNHecJiWZj3HzMG6h1kfWKCxHFrmUAPGkaAD8qGvuxgEkgbeFA3GNA0thGw4L5ywLsACIIESD8aGxrjJaTcgFj4ZjIFQw2MZUZIBDA6ndZ0MedUGgZfa7f2fL2a58xHvGdvermKtM9u0yDMFXKQNw0kmaWttXkdhqpK+RigZ4DDBSq3EIZyApInTnofrQ3E8MUc9zICe75VHDXyGR3JOVtdeRFR4lcDMMpJCjc86Ag8VITJkB0gliWPnqYFMvYzGQ7WWOjiV\/mH6is01dw2JZHV13Ugig+iYbDvbulUyxcOYkzIgbUXiMO5juKYMyWgfCKr4filvBLixtr4HmKYXLWYRQZvH4diSS6L4KpY\/E0A2CU+8Wfz29BWixGC1JJFC4hFAoF2FIRAkRBPzNXpemaoxBjWhHxMCBvQMLbyZO1QbBi9buOykgkFBMSEEb+OtC4JGukASEB7x6+ArTWlAGUaCIA8KD5rirqEQlvIZ3zEmhHcnQkx586IxYh3X8LMPmalg8EzyRCoN2bYfrQAVfaWj\/wDDbbGEvKW6ERPlND3cOyNDiIoGb4Y3WtsNmWHPQpufhFL+MYkO5I90DKPIaVJeIuEZF0DHfny286IJGRAyidNwNdfrQKcOmZlHUgfOi+JPmuuehyjyGn5VdddEuIEUCWQmNt\/lQmOBF64D+NvrQdtOV1BiRFMcJiVITtNrYhdJJk8\/AUNhsOAA9wwp2HM+IqsDXTadPKg0\/a4bqv8ATXqzcnrXqBkuHZnyRB5zpAG5NL7ok6TE6E8x1rSX7xbDG63vwbebmQTufGNJoG3bz\/ZwSoGRtToPe2oEo3oyxhpUPGcBoZNQROx05Ux4XhE7VsxRobQcognQczpFCcHuTcy7C4GU+oJHwNBVxS0qOIEKQCIn132oR3BGk6UwwuDV0cs65hHvT3dY3ofDIneBIzyAp3WOZHU0FWEtF8wUcpM8gOZqlmp7ftqocKIzOlskdBGb40Je4U2aFUhc5AY7AedAqKmCY23PIedVOs05TDi1d7MklLigNO\/e2PmDBqGGwyol13QO1tggBnLJO5AoAuF8SuWDKNod1OxrccP9qLdxF1hzoU5z\/D1rEYvFZwBkRIP3Fg\/WmvslwstibNzTKHnfXQGgdNxUlmBmOXgfGhL2PE6mfKtPxzhquDoBrMgfI0gxHCFBUIpJmgV4zFnyofC4VrhBaVTn1b9BTxeAmczmT05D9aJTDRvQSw0KAoEAbCixdj9aDLAVVjLjBCFHfYEDy60GExF6brkQRnb61JccwQIT3c2aPGg1QgsDuCfrVnZ0DS0MMZJe4COQC\/KiMXirXZZFzuTqpYrKfDWka2+8R4TRSW4oBnevLiiDM0d2QO9QOEU8qAFrk6zrvTPiozFLw2uKM3g6iGHymh\/sQ5Gr7auilIzIeXQ9RQWWk7RVDAgxCtuDHI9Krw1guwQb8z0HMmh7N1l0BI660QuJMbAToY0kUDX7Phvxt8K9SePGvUGhTHIxe24y22UKvMqRqG8TO9LmvEFUkMEJAI5gmoXVqKASJ2oCuFMRiUblmgnzkfnRVtGW8WcrltydABy7u3MzSyWBB2ggiPOvYi8zsWYyTvy28KCGcQwBPe3gb6zV2ARTdQa+8v1obJRFpQpDTqCCNedAxcKA65pOftVnSddRQWLxhfMFYgElonlVeKxIY67wdthOtCDw6UDziWFBdGDElsg8BCgnXyr1u+WF82yuZnUgGNVGhOtAPjHdUWBI6bnSBPpV+HwIGp36UAd3BOznP56RHyrQeyTZcXbtAkjK7n+kj86DukKDroNTR\/stgGW1ex7DvFHFodFjVvWKBv7RcdYM1nDorMB33b3V8BG5q72bvZ7UvGdTlY\/SshgnZLGZ9GbvEtuSdah7Mccy4nIxhLgy+Tj3T9R60G5xN4Aaa0uyMx0FM7WDkkHarcddWyoIXM7aIg3Y\/pQJ71pbYDP3nPuoNyf0qC8Pchnc6kTlGw8KbYHBlR2l3W42\/wDCPwr0FdxfuOY0Cn6UHyW9Z7x8z9attWKMuW9Qa6qTAFAsx4yFH5TB8jTFEkT4V3GYYOjJ4fPlVPCbua3rusg+lBaqVzL49arwWKzluUHSpM0fOgsCj6VPLoPKhVuT8qOiBr0\/egpa0DuBUrGETMM0kdK8z\/H9qj2oC6H96Dv2Hy+NdqvtK9QWOarNWTrUCKDwY8qln6gfCog1FmoJMR+Gq8w\/D866TVbNQSkfh+dcD6e6KrY1K3qyjqw+tA5wGHAWYE0XFQwjiD\/Mw+dXb6dKBdjLJcpYX3rrhfJeZ+E19GxVpLeHKgdxEKgekVl\/Y3C9pibmIbVbY7NP5j7x+Gnqafe0d3\/Jy\/iJnyH7xQfM\/afENCLoI5DyrvsTwYYi6Xf3bevqNaW8XBZgBqZref8ATXDBMO5+81zL8BJ+lBrLThEZ3Owj\/gVUlsZu0fVyNP4F6AdetFXI6A1G1bkyd6CItltTQfFny2nj8Jo93khV9aU+0L9xwOWlBhbybVyIGlXXDqRUCNKDuHTSaVhBbvOv3bgkeB5inNoaa0t4ha7TQbg6HpQJsPcyXiJ0JpziUnXrXMRg0CHugtE5jvoPlQuGxQa2s70ErKd70orH38v9+FBJeAPxqtW7S5H3Vgn4DSgNsgqmZt2G3QUKl0kgVZjMRJoO02vrQMa9VUmvUBTVSz1a5ql9qCzODvVTtHOqnJ6VW1BeblQD9TVJJqIbWguJnnROBtlnQDqD8NfyoOadcBtzmf8A2j86BoiiWA0kz8f3rmMuhLbv0Hzq4DaqWw3bXrNgbM+d\/wCRNTQa32UwPZYRAfeYG43m2tLfag5oXMQEXl1OuvyrWOBB5AD5CsJxW\/mDt+JvlsKDILbVXLE7a66mvofsKJwwf8Tu3zCisJi0CodIJr6R7I2cmFtrEd0E+Z1oGqW9ahibgUQN6vYwKARc70F1lMiljuaTcdUiwTzZhr60+xAEa7DU1muPsWtG40wWAUcoHOgyU96rWjf+4qhN6vYSIoKSS2+g6czUdOVWrb1Pxqu4e9HrQUcQcKhPgTWTsX4EftWl4q3cby\/KKx860DO3eNMMOcqTzc5j5RpSBHJIXmf7NNb12TFBNmmuL+lQQ7VO2J+NAbnr1UT416gZutSZcmhEseXT96swwBcA+J+AmpYUEq90CWBgDpO7UFTsVAzuQfwiJ9ahiLEpm3MZgdpEwQfEVJcOhCF3hnOmk6ExJqeLcKhEHTuCdyZ7x8qBS\/jXHTpR74VO53veInbQE6869xJhGXKAcxiOS7AaeU0ABWtZwy1ltKOup9aykyQOsVs00UDoBQdj6009jsNmuXb5+7\/lp9W\/KlF58qFjsATWw9msJ2WGtqfeYZ2821\/Ogv4veyWmPNu6PX9qw3EUJQIOZHwrU+0F6WVR90Fj5n9qyeNvQAOZ2oFHFLYKx90aedfUOBoOxTL0HyAFfNeL2wQqTzE\/GvpfChkw6fy0E8S8mKswduBNDYdcxmmKbUAHEWJAUczSj2xGSyiDr9BTh9bg8KRe3Ld1PWgx6Crlqq3VqH9KCDg8jrUAgG2\/WrSapY60C7jjwja8vrFZm\/b73nrWg46ITzIHzBpHiFOh\/OgrwwhhRaE\/Kg7e9G2qC+2PrVyVBNqsdt\/jQckV6oT4V2gcKxzjJ70iPOmoZfuAgzlBA0LncjwFKg5VpXQ60RgeJm2sSdAxHPvHbyoOXnRrhB7zbLOiyNhA5UNxpyXBadQDHQxBHxFA37xZix3MbaVLF417uSVzFRAganxMb0EM0V2ai6MvvKR5givZqC3CCXQfxD61sDE1lOG63E85+Vaq2KCF61nZLY3d0X0zAt8ga+jhRsNhp8Kxfs\/Zz4tCdraO\/q0IPkWrX4y7kR36KTQZPiF\/NcuNrvHoNKzuIBDq51QaHwppnVFCk99+95k670PcIVCxGnPyNArxKo19CDMn8q+mOwS0i+A+lfOOFYUPiky7Ex4akfpX0jGe+o8qC3CW4BmrUfuzXo3qttABQUr77HwrOe3Z7lo+LD5Vo7nPxrMe3Ljs7Y6MfpQZdH0FWI+lDW2q0bUEmaoKwmouDVTE60C7jo7o8\/1pMzSKacbBhR4z8qUIpoIqPOibRoZUNF20M7UBNs1bcA+lRs2zVz2zA0oB84rtT7M\/hr1B\/9k=\" alt=\"Roger Penrose \u2013 Espacio de Arpon Files\" \/><img decoding=\"async\" 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\" alt=\"Werner Israel | The Canadian Encyclopedia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSZIxJ5jXLypy-9g-qWUSexNAOz2mVVNmBMKQ&amp;usqp=CAU\" alt=\"Zeldovich Yakov B3 | American Institute of Physics\" \/><\/p>\n<p style=\"text-align: justify;\">Ellos pueden hacer uso de sus manos, pod\u00edan dibujar y hacer esquemas, realizar c\u00e1lculos con l\u00e1piz y papel de muchas p\u00e1ginas de longitud -c\u00e1lculos de cuyo desarrollo uno registraba muchos resultados complejos intermedios, y luego vuelve atr\u00e1s, los toma uno a uno y los ampl\u00eda obtener un resultado final; c\u00e1lculos que es dif\u00edcil concebir que alguien sea capaz de hacer en su cabeza. Para comienzos de los a\u00f1os setenta, las manos de Hawking estaban b\u00e1sicamente paralizadas; no pod\u00eda ya hacer dibujos ni escribir para desarrollar ecuaciones. Su investigaci\u00f3n ten\u00eda que desarrollarse enteramente en su cabeza.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Miles de personas se despiden en Cambridge de Stephen Hawking - Libertad  Digital\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZ2po3dR4qLET9nQA6RZV24kOznJXP8LYPHXjSE3lybQ2md6dJormrhxeNKVY09HYJba8&amp;usqp=CAU\" alt=\"A Cambridge Diary on Twitter: &quot;A wonderful turn out for Stephen Hawking's  funeral today @GreatStMarys. Many thanks to @CUPBookshop for allowing me to  hang out of their window.\u2026 https:\/\/t.co\/5Ddtay8lhq&quot;\" \/><\/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 Miles de personas le despidieron en\u00a0Cambridge<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/people.linuxreal.org\/espartano\/blog\/wp-content\/uploads\/2009\/09\/lucy_stephen_hawking.jpg\" alt=\"\" border=\"0\" \/><\/div>\n<p style=\"text-align: justify;\">En marzo de 1959 Hawking se present\u00f3 a las convocatorias de becas con el prop\u00f3sito de estudiar Ciencias Naturales en Oxford; consigue una beca, y se licencia en F\u00edsica en 1962. Desde Oxford, Hawking se traslad\u00f3 a Cambridge para la investigaci\u00f3n en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general y cosmolog\u00eda; unas \u00e1reas dif\u00edciles alguien con poca base matem\u00e1tica. En aquel tiempo, Hawking hab\u00eda notado que se hab\u00eda vuelto m\u00e1s torpe y f\u00edsicamente d\u00e9bil, y en la Navidad de 1962 su madre lo convenci\u00f3 para que viese a un m\u00e9dico.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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Y3eF+kn\/SfesDjbIcy3Wf96rwIP4DfS5iEEggBmynmwEag9Jr0jBqAogQOQ5ADTSvL+HqEXMgGclyOXdWBEjbWa2HFOO\/wi2UaMzJ56iJ8dzTtJCovL+DziVMNmOpLxEuIhWHJ2+nQV2zgGWSzaCToz691RqGJESG+njWftdqdRmtmTMdxtfLTWpF7Y2jIhNJB159COVHZD6st+PcONyzkVmWWSSokwNTHtVIvBERYL3Z+8SJ\/0x9KsLnbPDohdz3vsourMdfQDxMVksT2\/wASxJRbSDkMpYjzYtr7CplCUnaZUZKOGg7inDL2UvhC9zJGdDBYgmAVgameX+1VnGMRctooZyBcXVHQpcQaSHU+0860nY7tQ+Lui3cRQwRpKkhXViAe6flIgczvyoHCdmmxvF7tnEKRbtJmMFoKwFTLOwJMwIEhqUU4vPg0kk49l5MZZxSS3eAPU6H0mh8JZXMSWDHfNoRvt4GvSf7UezWGweBQWbUMbqqH1zSQzHMechTXlNhWG3tNbxn22jBxS0y9S0u5M+FNYuRkVgqgzA11iJ84oNrugDD\/ABRUbIPmUlT1A0PmK17E0aDgvZDEYw9wtlBhnbuovgDEs2uwnlMTQOI7M3kRmhu5cuqwIMhbe7LBObRXJG4ABiCDWj\/s57TG3cOEuEZLx7pB0+LEZQNwXGg\/mC9TWo7bW\/4b\/wDZKwl0ql7KwVg691bqTuSq7bhkQgiGmWk1aMvkan1evB5JxLhbWyJKsrqGVgdWUiQSOUgjn6mDQ+DuPafOkTBBBEgg7gjppWrN2x\/AhXZZz3MgBGdEGXK5UwAM7vCz3ldzMqKy7uDtUOKNrNhhnDorhYzKD5SNpqSaG4QZsoPD8zRbWiK5JbNbb2WmGY3LZTcx7Rz\/AH40LdEgNz2PnTuGuVb6\/v0onEW+86jn3h+NWsolhGAbMo8NKg49i\/g25X5mlQRuDG+3SfWK7wxoJHWieJ4JbqoH2FxT6bEeulacbXZXoiafV1sp+z\/EHZwjh8rA5WIYjMNfmO+zc\/6aY26kUV07VcmpO0qFFOKpuwb4Q6UqfM6qQRyI2PlXKgo8PIovhnwy\/wDekBSIEiRJIG\/2Y3mDpOkxQgps6wapiC8etsNNmcoABJEAnmVkkxEb9DQ7N02oi0mcBYEiTIBzGQIB5Rp6SaFKx5HanVILJsKudsoiX7onqSI+oHvUd60yMVYQw3FRnStObJxuHRhHxrZyknTMN9fMEHznrSbodGcUzVvw7ir2\/mBdehOo8ifwNR8M4UxxK2boK7swESVVSxyk8yFIB5TPKtziexlhsgn4JYgDKzGSfs98mTp51MpRWGXHjctBnE8Qr2LOUypQuNNw0Zf9Jqm4pwj4SB2fMZ2UR7knxqy4xhjZw623cH4dpkDHuk5SwWQToYyjzBqs4\/2gtunw0lz97ZR6nU+0eNL+2hNdXTAeCPnvokQJCgKNg5Uk6\/5q9Ax\/DjcZXVwhAI+WdCZ3kRXnfZviKWb2e7MKrEACSzwQAOkydTpVhZ7YYn4pdgnwztb6D\/FE5vHbwpvi7KmhKXV2jX\/8MuAT8ZYHMggeutYrtL8NbqXrd5Xu95WNsmMoEd7kd+W+vSheM8fuYgw7hUnRF0Twn7x86pHxA3kUR4Ixd\/6N8rkqf6JLh\/czQ7tEdTTExE6Hpp41xTJAHStbIC+FY58NdS8nzLy6rzH76V792F4qMVYOJKBCxKTAzME316Zmb2NeAW7BdlRQSzEKoE6sTAHua+hOy9kYbDWsOFBFtACRpLnvO2vMsSfWsuSkaw7Si0tFV\/aJwkY428OMQtp0\/vIYZs+aUAgMIiG11rzzG\/2a45JNsWrun2HgkeThR9av\/wC0ntKcPiLT2GR89sB7boCAFZirlpkE5iBGmhpvBv7U7Gi37T2j1U51\/wDsPKKmLkljQ+sdPDMBxPgOKwwBvWHTMYBYqQTuQCCQTQNiyZOdn0Gw3Hj\/ALVvf7Se0dnE\/wAM1m6roBckA6hibfzLuDA0nxrDNe5jTX\/atou1bMpKnSJLGGWA2YkjUMDEEaggjmKM4xiXxDZ8RcuXH5Fjt4KohVHgoFVFzEkGViTuB9rwI61J\/G5tRoI8z\/Sr7RJo41sa5VPmST+Ncw9kG4oeSCRJUkSOcdDSbFToFmr7snggXN28uYIAQsTHjHWspyikaQi2y9NtERFRNwCpJOiDRY6kwTJrR8Z4OFw4ur\/KfQmPzrO4jHC8c4iCIA+6BML++taDD4gvbNsscrKJWdOunjXLTbNJNWZ6w0MJ61aX\/mRvCD6aUHi7GRoknY60abgCyfD61ovRmwaycr+R+lXQ1EVXFVbcetGh4E7wJ9KawDJt+ZBEjTlPhsao+NXb1hMwuq6EgQ6qH15DKAGEb6DSrS4M8wzI0RmEac41kN5edZvH8GxDt3nz66OW7oB00QAkHrGldPD1v7Nf9MeW6witwnEyiBRcIidABpqfGlVi3ZnpcA8wfffnv60q6fl4vZz\/ABTMJj8J8JymZHynRkYMpHmCQD1HL60JcGldFdNcbOtDsLcUHvCRBiZieW39d67euhjpPmdz+n73oYiuilYx\/nWx7Dsvw7mnezj2yiPwNYxmq84DxP4Cv3ZLFYkwIAOp586ajKWEFpZZq+J3gO85AjY6SDM90nnIFVPH+0hxHwsqlWtkHPmMswMqcmwgiQTrqapOI8Sa6wZokCAANBrQgxFJ8Si\/tsam6wGYvFvdcvdd3Y7liT7Tt5CmoPGhmxIpovFttB1OlXaRIerjadamCkjTSq60YMzP4f1o9LtXF2BG+GJ3cnwgVEcMg5e9TtfjcUzOvX3pOgIGQDbKPRabmA+37R+VE5l6imZF8KVAWfZTiC2MVbe5ly6qWbTJnEfE1G4BPvXrFriwcF0cZCrsG37q6Bh56GvEmtA1H\/eAZQ7BSMpWTGUmSsTtPKsOTjcnZvxc3RU0WnaXjAxGJa4gJQKiJyJVRvB6ksaqXAb7LD0NT2bIXlUmYHRZJ6KCx9hWqXWNGMpOTsrXskfLOv7\/AHNMcOYBk9PPwipL2Lk6TSwuOKNmAUkTEzpIiRBGtS6A1fZjgbWz8a6O\/HdU7rO7H+aOXKeu1X2juWy5a2uVj80HQttOUaDb1mqzEcSdiCHcGNe82vTnEU3KSpdjJJG+5\/YrN2nZcaDRlXKABIA12JPM+Jr0DsUitbnnqD105exrDW2CqCwBqx4N2jbDreAAzOo+H0DzBJ6wDP8Alis2nLBupKJZY1Et4i7aVgTOYqPsyBI8\/DxFXmGxGiMOgPtv+deZW8SysHmWmTJ+YneTznr41ueF4hbyBrbRGhU7q3Oavp1MG+zsLxt8F286fiG7nt+VVmIkOZ86sbo\/uvapXkGce6RlIP2asrBzIJ39tQaprx0Ty\/Sp8Niivl0p3kC1ZOsazqRrqI3Gh3qS4wGs5dNOk66RseVQWcYp30\/Cp9ORjy2qkSKaVQ97w+tKmI8czClFMBp4NaCOFRTKlJqRaKGDosmp3eNq6R0pbakT4GYPtrWkZKKfshq2MSy7GQDHXlrV\/gey7NDM5CxqANfIGrzs1wm7eXPeVUQwU0Mmdc0Tt0nz86LtDw3GZ2D27hQE5cgJTLOhhZ+tc8p9nVmyhJK2irvC0JFtG3+a4wJHgFWAPWa6jDwoG5h2X5lZfMEfjT0UZWaTpHuTzPkDVxdEMLFxelcuXQd2CjoN6gsW2dsiKXY7BRJ+laLh3Yp2E3mKHkqgMfGTMD0mh8iWwUW9GdYjk5qMp\/NW5XsHb5vcPlkH40Ra7EYdfm+M3mRH\/itZ\/LErozzxkPWuKhJgSSdgJJPkK9NXstg1\/wCmT5tc\/Wj8JhrFn\/loieIEE+Z3NJ80fY\/jfo84wXZzE3Pltuo6v3R597U+grSYDsYqgNeuFz91JC+RaJP0rUvil6ioXxSnmPeofKvDGoP0VqcJsJtbB\/xZn9gxIFEQOQjyFOa6v3h7im\/EH3h71Lne2V1rwZvi3ZpXYtbYKTJKkHKT1BG31qvu9lWA7txSehBH11rYNdX7w9xTfKmpvwxOPtHmd+wyMUYQymDSa6TAJ0HT611pzHN80mZ6zrPrTVUswA3JAHLfQV0VZldEtzGMdAYH1ri22bvEMRBM+A3NFcRwAtkCZJExA22nQ9QaCW4ynukj1pyg4unsFLsr8Eqp0NH8K4i1hwynukgMOq\/qJmgWBhT97XTzI\/KkBRtAb13ztm6xVljTCBep\/AfrFYLAcYe2VBhkXkd4nYNWys45MQEZDI1kHQqSZII6wBWTi0Vdj8UsZfKogaNe8MxBGlMv4cRmXQab6KJMSTyGtJjSbA72JyLP7866\/F0QSHnwGtScS4WTbdZkkcudYfGcOe3vMEDXz6\/WpjKL0zSXFKKto2f\/AOS2xz+hpV5\/lPWlVmVAc10NU1\/DMvzDTkRtUFXZJIHp4eoKVOwCleprK5mUEEgkaDcidQPShcPZLGBRvDsC9x8qmFDDMwMADqOvhTvALZ6KvaEABVUaAADQeHMiobvaDcm4yDaECt\/qJANQrgrA2tp6ID+VTNkXZAOei\/0rlpHX8z9Dc9+5A+KwQxOdEkqQDsCR+lWWGwqIpREGUmSNwTtJnfYUEl8blvyogYodZ9aaMpNy2GYdAgAVVQDQBQAAPw+lTqaATEiphiKdkhwNMu3YoM4idiKaxosKOveJqJn8aTU2pY0I1zLSmuFqRQ3IK58MdB7Us1KaKQWzhXoKGxFqQSEDH68veiiaCx2Jt21LXT3dgMqsxOpCqCPA6mk1eCuN07ZmeJdmb4dmVQwLFiqkZlzSYidY20NUZtwSCCCNCCIIPQitI3a7KzfDt6EQCzAHzIUATtVBj8cbrl2ABMTHhzrog5eTOajuLIqaLZZgFEkmAOppmer7snlLuCBmCyp6CYaPcVUpYM0rCcVwWLagGYG\/83P61n3BUwwgjQ16Cw5ESP3vVPxfhCv3hoeR\/I1jHkcX9tfo1ceyxv8AZlWarKxxy8oChhAAAEaKBsFyxFDYvh1y2MzLKx8y6iPHmvrTOHYc3LioATJ1A3yjVoEiTAOg1roUjBo1nZ3i992zZbehkMynKdRK7nWDvy8a2ePZryFAoCse9tEbkdIMR5E1lsFireltUyFWGZfu85XzEe9aP\/iKhe61cXJK5ao9HhilGlk7w21CZWkFSRDamOQ\/Cs3xftDhSGVrbMSIlfAnTU+J96P4lxZ0UuO+N9OQ6mvNblxixM7kk+pmnxRvLFzzcaobdvamFMeNKufEpV0HFZcYhlCkMRB\/elUV7LPdmPHeuMxJkmT40ymlQmxV2lRnC8Gb11UHM6+AG\/78aoTdEotm3azbF9vLkfaT61cdj7qgXFnvGD\/l209T9RQfarEA3fhLGW0Mumxb7XtoPSq3ht\/JcVpgAgH\/AAnQ\/Q1LW0NO6dHovxNKa140wL411bXjWJYlM09EFNdIFOFAyUAU8R0FQg13NQBNmroNRBqWtAyUtSDnrTBNLKaVjHs5O+tNmuiyx5VIuFbp+FAEUnqfc0hNG28D1olMKB0ooVlNi762kL3GyqOu5PRRzNYDjHFmxDydFX5V6DqerU\/tBxVsRdZp7ikhByCzv5neaqTW0Y0ZylYiaaanw+GLnTQdaJ4jgBbCkTroZ69RVWSV1aTsdpccxJyf+w\/Ss+orS9kF1uH\/AAD\/AFf0pS\/qNbNWZ6fWh2U6iCR0MfjuPOnHGIrBGYBjsp3PpRTpPL8axaNE60ZbjYKKGkhgdAOfTwIPMVThRbCXUugurAlMrADnoTow6jTc1f8AaAKCqtuQzctIhZ16Fp1+7VBjbiHKFtlGHzyT\/wBoU7Dc9dY5V0cSSiZ8jbY7EY4XHRlDI05RqCApPcAOkgSRr9kAaxVk3ELyDK6Eg8wP0qgwtwC4pYEqCCREzHhWwt8bwzJBZhAgZlb3JAImsuRZ1Ztwv80QcPxwzA3DkWROYN9YG1WeM4bauS7myqSCpt6lhEfMTHnp023qqxXF7REggn99azGNYM0qI6\/rWcYNv0bz5YxXhj8fbRbjKhlQdDvp0nnG3pSoGlW1HJ3\/AAOyGYoixg2bXYfX0q2scO\/qep8KLGGikpXlA49cPZUXuGgKSpJI1q54LbGGwz4pvnbuWgep2P8A7eQqTCYQu4QDffyoHtdjc1xbKaW7S5VjYn7TfSPSriZyzgz5J3J1P1pCkK7NUM3HC8SGtIQZ7oBneQIM0YbnOqXs7\/yRqPmb8fOrlE\/mH0rCSyaLRI1yY\/f7\/pThSt4Ycj7GiUw383vFTRRABUipU6W+pX8PzqbDLoS2UamBI2nT6UUIHSyamXDmjUtg7a+VTrhz0ooABMPUy2aMW1TxbooLBUs1Mlup1SnhadCIlSuXEkEHmIogAU1lp0B45xXgF21cZQjssnKyqWBXlMbGosBwO7caGVkXmWBHoAedevXrHhQj4QHlV9iWjIYfgeWIO22mh8Kru1WFyIhX5STvvJGn4Gt\/\/DEcjHl\/Ssz20sA4cOJHfGh3EmNuXP3pLYeDBTV92d4glhLruTmJQKo3bRp8hrvVCK4a0atEoIx2LN241xtCx2HIDQAeQArS8C7STFu7ObQKwjvHkGkgA+NVPZzBfFuEMoKhTuJE6R671Zca7PKq57cAj5gNo2mOUabUm08MavZWcaxxfEO\/JSUAP3RKkGOst71XuxYyTqd\/2Kb9fHr40VgsG91sqKWP0A6sdgKuMfCJlJLLBhRfDL4S6rEqAdCzKrZQftAEHUdd99qJ4rwZsOygspDAkNqFDDQqfKRr4jxoTFYYpkn7S5tiIIJVl13KspBpyi4upbFGSkuyeBmOZWdmUyGObpvqQR5zQsCpaaaRQz0pU6lQBvv4cAQBpTGs0qVYjJ0X4Nprg+Zu6vgOZrF8abVRGuuv5UqVU9kora6KVKrGbnsjbBsD\/E0+\/wDtWiTD0qVZS2WtE62B0qRMOK7SpASrZqUWqVKgCVEqVSeppUqAHSeppysep9zSpUAPFxvvH3NOzHrXKVACLHrSzHrSpUAROzdT71E09T70qVAEOSTFB8Z4CL6G2XIBgyAJ0M86VKgDNN\/Z6g\/6r\/8Aj+lQv\/Z+Ps3m9VU\/mKVKi2FFtwng4w65QZPXUT6Cp+IEKCX0Cglonbrpv5UqVAkeUz02\/AVedksYUxCpyuEIfMkZT\/3EDyJpUq6uNtTVGPIlKLTNN2i4bmF20N07ygxIYSSsjTm69NVPKs4UN\/ChwI+FIb+YoqlX11B+GCpA3NtDXaVb\/wAtfdP8HP8Aw39XH8lFXKVKuU6zk0qVKgD\/2Q==\" alt=\"Stephen Hawking enjoying zero gravity : pics\" \/><\/p>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">A principios de 1963, pas\u00f3 dos semanas haci\u00e9ndose pruebas en el hospital, donde le diagnosticaron una enfermedad neuronal motora: la esclerosis lateral amiotr\u00f3fica o enfermedad de Lou Gehrig. Su estado se deterior\u00f3 r\u00e1pidamente y los m\u00e9dicos le pronosticaron que no vivir\u00eda lo suficiente para acabar su doctorado. Sin embargo, Hawking escribi\u00f3:\u00a0 \u201cAunque hab\u00eda una sobre mi futuro, descubr\u00ed para mi sorpresa que estaba disfrutando la vida en el presente m\u00e1s de lo que lo hab\u00eda hecho antes. Empec\u00e9 a avanzar en mi investigaci\u00f3n\u201d<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El universo primitivo, en una espectacular imagen en 3D\" \/><img decoding=\"async\" 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\" alt=\"Agujeros negros y peque\u00f1os universos: Amazon.es: Hawking,Stephen: Libros\" \/><\/p>\n<p style=\"text-align: justify;\">En su libro &#8220;Agujeros negros y peque\u00f1os universos&#8221; y otros ensayos , editado en 1993, afirm\u00f3:\u00a0 \u201cLa ciencia podr\u00eda afirmar que el universo ten\u00eda que haber conocido un comienzo (\u2026) A muchos cient\u00edficos no les agrad\u00f3 la idea de que el universo hubiese tenido un principio de creaci\u00f3n\u201d.\u00a0 \u201cEn el universo primitivo est\u00e1 la respuesta a la pregunta fundamental sobre el origen de todo lo que vemos hoy, incluida la vida\u201d<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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LSPlEwCy9Zn31nOWpUY7dFP5lxt03nTO2RraqVzEhilpASR4yN\/Kg\/BWi9b\/AK4Hxo9zVwlrN5QzqzSSwE90MABJNVzhxi4nlcT60QkpcoJJrhmo\/dVcgELrrqsgaa+NQ8VhbaqbiMC2ZZ7o2ZgvUab9B8KJYUar7vpQS+WXDKWUjNdtDXN0LN19KrIqdJGmOClByb5Qc4DrPr\/AU\/zSn4N09IQ\/Na45ZT2p2GpNUv7R+P8AbXeztn8NP8bDTMfIdB7651G2LakS8Hj7Q0Z0I\/rDTxg0E5jtC7ezI6lFQAuTAnM2njMawKB2Hg+4\/Sr39n\/LPbTfvMUtWmy\/1rm5UT0XQt4nToa2qjNINcn4C3awSu7ZAzHMJYG66scrEHZVBgADxPWS9\/1O1bUqp0PqB7poBwTC4rEXXY2ytm473FDk5hm2IG+wEzAO4o5xXhmHsWw1+4BpszED3BYJ901lODbOvHkUYgbF4p7jZbcRtJMATsPM0P45fa1byqzAdWBIzE76j\/mwprE8yWrZItIWWZEmBOnUieg6UF4lxt7qlSqKp8AZ+JNNYkKWd26BbmTXNKiv\/R2NtLisrIwEkTKN1VhGh8Oh6dY1OU74XaJUQYHdB\/tM0fSnrFoB7ebYlSQfDNEfAfOpODHZh1GrKtssCOoZu7H9tffIrq+O8yFdS3daQIA0HT2Y9IqWhEG7bPtEySSD\/ZAn607YVVALdRpmWeo9jzidT41MuXGd+yCgKTcInQ97MZ8j5fHYUKxLswGYzCgDyAEAVIiYmJRFK9mCDrmmGEplgGNp19RTHEcW4LKrQphtFVZDgPqVAJ9rrURrhiJpcRaRabxtgH+wzJ9FFNIZL7J7douQ6zopa0ok7kSQSRHWmLt24QDnacpbQBYHqvu6da57VHBYqFMgSGOg22JOg00Arw4gnIguQonWIgSYDEanx12mqA9DX4EO7ZhoA5OnXSajspIOZjm8GPTrvTtnE9m5IIIIIGUkZZI2I12FeXmVhAtEMdmLM3w6GgZGuIAB5idRHUj+FGuVfYu+qfS5Qm+sAAgAgbdQN5Ou58KcwWOa2jqu75dfDLO3rPyqZxcotIqDp2aJy3hVOUZUlgWZ3mFA8APKj\/3W0f8A7i17rf8AvQrlkxhDcbUiwNfMyKtHLuCUYe33R7Ph5mogqVFS5dlc4nxTDXcSmZFyBYuNESzHbUA92PmaPYzhz\/eEKW7VtFtXFBhO8xjISvWPE+NMjhOEzqBYBOYDV2PXwJozxB1a7bBGuYkHw0NWkJldxOKxFm9d7NlVYt5woUwxQKWywYGk1ZeF8WV7YQljdyNLFY11AJjadDtFVLmHg9x8Q9xC4uM4VShhQgVR3tMxY69QKd4Dwy7hrpuMzXJEEZflPrHwq6ERuUsM+FuM7XFL4Y5rqqGMqy+yGYKCTrRXB3lZ8cymEbE9opYRK3LVszr00Pwr1MO7G+Bbde2gSYhdIk6z4DTwoHzvwtf\/AEy3CXt9lcGhKjMrW8pgHeGOpoUQk+CFxnFYfUG9bVh1LA+6BJ1\/hQyzx7CWUKh2djqSqHfoAWjSPrUa7y9h50keraDzJ8KLHljD4JLV++huXGbNasGMj2xEvfzAkAzoo8p6gVKVcsiK24QOt3bmItvdt2mW0oOa7cIRNIBAOuY67CTV75ixJHY3FksLa6MZkAaNppqap2LxFzFLlNwZDmypoFttuVAGgBipt3jYOHWdWVAg06ARGm0VyZMuyaOnHj1K3xy6969mJliczT4DcD3VWbJyuD0DD5Grhw3AAi32jiyr3ADcbXs11GaPQ7ba66SKOXOWeC2vbx165rMKuk9SMqfxrTE1rwRkXq5PcXj3Hs2WEeLpp8CafwvA8XfgG2Lea32ilmk5QwA6QCZkAnaueH8W4WQqn73duEjPMKFJMaqpgKPIbCtK4rj1sqGYEgsFAXz9a13k+2Q4x8GWcUtXRae0jdmSfxdJYKNwFkaePkKDX+RXNvPavrccicpXKGHQK2Y6keIFH+frS2uL27sobYRS6ljpOYHugjcR\/GhnCuM20QgOYDMF9J0rL1LofBTsLh+8ERWuX2OUADRTsYG7N57DfXpoNy\/9zsJhlb8NINxjIDPqWg6QuYnTfWqhiuLravXLlnLnZicwBkE6nUmBr0A99Bcdj7l0y7Fo2HQegrTsSdF14hz6VUph116O2y+aoNz5n57VScdjLl1y9xmdjuWM+7yHlUaugPKmJuzmlXQ9wrw0CPKP8Ex7JbKKQDr3h7WU7id4B8PGgFEOBOovoHnIzBWjeDppHgdfdsdqGASwLj8TMYDqRJnQ5lYTAJ\/LStIFIOe3oQdzrBn9M1ab\/DrQcKMIcse0bjCI6Q5BpwcIsdbdoet1f4vWTyL6Zf439opuICySLgPhmLT\/AJaiXBP50+J\/iKu+MwGGtgHsrTz0V7bR6gvUcjDx\/wC2t+n4M\/N6W\/6Yfj\/aKXkP6l+NK88oqyJUtr5NGnxBPvq62RZP81ZT+t2M\/wCFjTyJaP57K+4f6VNS8rXxY\/x\/tGdg+O1cmtHdrUgG5bjxCnT\/AAipbPgJ0v3f\/j\/ZapZm\/iDgl5MuCzTtu249lX9wNXfHY62twi2zvb0ytkYHzkZQN\/Co7Y5ie6t3+6aTyy\/1HpH7KkcLc\/8Axv8A3T+1MRB1Huq6kXWHdS58P3NAVwVx8Wtls2YushonbNJAMbfKrhNy7VEyil0zROzyYRwNsqLHkQDV14QkWU\/qiqpjbX\/pwo3e6ijzgxVvtWXUBcp0EbUIbAPCsfh7mIRLdx2bVvYZRoCTJIFEOKcOt3oNwsAhJ0MdNZqmcu8WtYW81y5GqFVlgusg9d9oqbjOdbFwEZggJOZRcCkiN8wGs+HWqg7VjmqdBLDWsK5gq8htIubAbMdREgdJo5ZRQO6SQPEyfiaz1uPWRbDAqGzsuUYqcqgLD6JsZIiPy71zZ56a13FFsjLvnzGdYnu1fZDNFDjXUT61UOb0dcPh8+5e5A6gFUMH3g0H4j9od3IyW8ofo+UEbmTB02jx3odzTzP2960Vdnt202yhfxGnOdh0C\/OpugatBvlThyXbj3Lx\/AsjPdXWXGuVAB4ka+XrULmPiD3sQ9+5IzaKI9hBoqjpAHzJPWpOA4zlwfYNaa0bjlmuNIzrMDLoJAGnh8aH8TdQJR5EbA\/vWGfJbpGmKFK2Dxd7M7aHw2PmPA1Kywq5dS+bX0oXfuEgmCR4dK9wuPUaMzqOqaSfIE6iawcW1Z0KSJvE8L2loDPlZRMFokeIqoYgyx1J1MGZkVZLeNt3bWR9HBMKdNJkfKpvA+UrF60He+UbKWeWRVQDxLe741tielqRlkjtTQTxnElt4W2+WWa0hk7DujVvHyUamDsASFhPtLudii3bPaG3u0gB9CEziO6QfA6\/VrmfhjC0gS3fudmoS2osvlUDds9xQGJgeynoxFU\/iGOJU22Vw0ie0YkrlnugZViSdfQbaztGKSMZSbZ1x3iF29ca9dcF7hzED8s7DygRp\/vVx5i5SsWOE2sShdrrQWYsQO8RoqjTr51nArXOZ1NzgVt+0YBWkIAgWCBC6LMDWNZ8ZpvgSMirvIeunrpXocjbT0\/femzVEnWg868JrylQAqVTRgCVDB7Rnp2ihveCRU7lvgwv3GV3CIi5mIhiRIECDv50ABKncIw5e4ABMS390E\/QT7q54nh1S4yqxIB0kax0mr\/9j\/CFuW8TcKZs34SsTEAqe008wy0AWjh2GtXsPauZFlkBOg9rZv8AEDS\/6ba\/QPhQj7PeLIbT4ckdpbuMFUsFJB1heh72arQyFQWuAIo3ZmEe81JQOOAt\/pHwptsFb\/SK9v8AMGCUwcTbJ\/okt81BFdYbiFi8wS1dR2J2B19YOsUmMZODt\/pFc\/c7f6RU+zhSCe1lFGx6MNwQdvD40lt2ySFcnKJMa6HaT4+VKwoHnBJ+kVx9yT9Iru5iypgrp8PhNcW+I22kAkEbgjb4aUJoVHQwqfpFe5VHQVzdxKASWAHidPrU\/BcLzZXukhWEoi+3cHiB0XzNO0FEIXF8qrGHuZ+JJ2dkWxlcFntkS0sS4OmpA0J\/Uau2OtIoy9mqKwJP5mgbyd5qNw+4gGVFuDJaZ8tw\/lOgImdN6Ww9RsSWwaR7V1n\/AIitDmqHgLZ+94RD+S0THyq900JmCJj9NmPu\/c142In8h95X96gYYO5hEZj\/AEVLfQUUwnBMZc9jC3j\/APqYfMisDqfA0LxIMIPe37ChCu\/bd4LmK6gbf\/2rnw\/kXiDkThygPV3QfLNNTbH2T417oZ3tImWD3yW9wCx860imZykuOSuYDguIu5Mlow8QShiD+aSfZjrRS7fwXDhJC4vFDoR+DaP+ph\/D8taVjeHHDAsBa74Adxo7wMoG2wGkTVF5u5X+9lWtqtthufEelJ6p8la7R2TX8KhhuccU+Nt33dGM5QrqvZqpOoVdlHmNdNzV441wvCYkPcQr2hBaUcZZGp7lVXmfkpMNgxd7QtdVu8PykE9PSoQ4nk4YqL3bhcjMIByk6gneIrRay6MeV2QL2PchUAXVgNBrvRHmK3b8NYmdhPiKDct2w10SNRtVj5z4aBaW6J0bIy+ZWQa55pKaSN4O42ArPD84HXTf+M1I4ThLl652VtDcuKrNKkDurqSZIiKjcNvkW8uaATqJ1+FEOVcWuHxtu4zKtshg+bQFWWGUnp+4q0m5NS\/4N8R2Qdt3Ht4W3cLZpJDHtHZwQdZDGBHgPdVf5htI4Zy5a4BIbfOvgxOsjxqw\/esMt25bFy21m7JUh1Jt3B7LMN4I7p9FPjVZvW2C3FQjuBiIggofaE7QP2qtWnZPpaK7WlWuJLd4JdtSM1rs2jxDDLt61mlTsPeZNM3ddYYAgys7EDYiJg6\/GtWrOZOiDSrphGhp5b5yhCZUEkA7AmJI8JgT6CmIj0qeBHgK5vEToIGn01oA9s2mdgqgsToABJPoKlDCPbuotxWVsy6MI0kVbPsZ4elzFl3TMLayD0DGQKsf2r2UFt2FsaAax7JJgHyrmyf5GmRQrs2hjUotlaW3cs27mZW+73rmdyEI7VVLBUNydE1b2YPe3pcP5luWLLWcK2RSzP3VUtmb+sD0AA8gKAcP5hxeHULav3FVhJScykkmTkaV+VFeFY7FX8zW7Vm7cVWZgLSq+VSoJATLm1I0GutauMvshSivAU4By\/iUwodbZy3TDLqGbLqCQDsDMU1xHgHEbi5TbuXEmVNxwDIBMHOZbTY+MUzZ+0TEovZm2gg\/0gVPXc6VNsfaldBl7Ct559fpSUGnY3JNUBLvKWM1\/wDTkRM6L08DEfOrF9lfDHtYpnu2XUBIWFBkMe9rmjbwqLxb7Qlu2TbFhkLEFmFwmQOkaaHwOlQ+Ac+XsPYayrkqfYLIGNsTshnbyO3StI15F6TUcRxHulbqBbc6giBAPdge4aCgnE3w4YFWGVhvmGhJ0Uz0qq2+dLZsulwlncAZyk+ZnXrQnEY3CXMv4jIRuArQfdUyrwhWW\/EYY9oqodWJESdek947AVbMLwRLFvunI7ZZb2j46TtNUDl\/mfB2GDP+IdvYJ7ukxI3qyYz7TcEw07Tpuh6UlEdjnF7TDTNmznKJHs+gHWNNaG2eIXEkh7juXAYz4\/lnwio2J57wb79oIMiF6760y\/OmBEuLVxrhI8l0323qdWO0WfCFWLd1c0yRmJI8daj27hParmDd0JMDMAx0Gbc+lUrivPZa4zWENlWUKQAJMTrRP7POJdqbgIOhQyddjJ1opodplw4TbzcSb\/t2gPjVwqq8mMLmJxN0GR3VHuBq1VpHollG+yviJt8PlEWQzST11O8USv8AOtzUAovov7mq59lD5sE6+DH+NOWMNhhfLXW70xkJ09axbe1Fy+wnd5putveZR7l+lD8bzCB\/KYlv\/kP7079pWDtDhzMFURGSPE7Vn\/LfJVy8c109mkA+ZmnGN9sltoti8y4eQBczMdgO8TTvGeMXLVsXDbuhfGPrTnCOVsPhm7RNWAiX+oFFOIur2LhYyCp320G4ocYoFJs94\/hExGBVXuC1bKB3cxoAJ61i+Ewty8\/Y2VZ5JKgDoD7R8BFatzX3uDz\/ANsfKqb9nHHRg0xVw285a2Ap8CM2k+BkfCqxdMUuwBwqyyXipEMhg6zBBjpVs5nxBu2GJ0OVTt7RXT6VTuD3D2oPjv51b8Yma3A6g\/ITWOZ1NM3xK4FTwAGUknb5mdK94ysRO+599Mr3XykwJmljpPfYzm+VbJeqwb9DiQaVKlWpyipUqVAF34BwayML9\/xfeUytm1Mds6mC7Ea5AdCPEH3x8VxNWIyKqAbBVVR6AAbCrBxfB3bnCrOHW0hFkZxdmCyvbF0hAPEvBJ07vwqfD+CLcsXrwvBBajLbMF3LDuxBiJ61MkNFnscItYixFy2A+We0UQ48CY3HkaoXFsA9i61t9169GB2YeRFa9ynisFba2pItHsVDl3ntGjvEA6DWdBUP7R+XFuPadoREtOSwjPcGcZQJ3y5v8VTGVLkpq+iv\/Y3cudvcRCuQoC8+1MwpX46099qN7EM7ojE2UAzgdSDufKueW7trBM1yz2j3GAXvRGp8q45gvX7V24cQgUXEPoc2oIPl4VlOEFkUvI1KWuvgpD2WNsXDGUMEHrGbb0olwTHXrLpi0luydc8mc2cEEN\/RZVyyevnUG9cItLb6ZywI6iAKmcN469nD3sOtu2yXozl1JYFZylSCIIOomYI9a6EZln53w1vGY\/DdjlRcTZQq+WO8WuDvAbnRVNU3jHDbmHutauqVdfgR0ZT1B8a5w\/ELiNbZXINo5rZ0OQzm0nz1jben+MccxGJy9vda5lnLIGk7xAFMAZSpUqAFSpUqAFSpVYOUuBdu2d5Fpd+mY+ANAFfpUX5pt21vZbS5VAoRQAq0D7MkjD4h9jsD\/Z\/es\/rU+S2T7jKoEGVp1nMR+Yk+Ph0qZdFR7J3KL3Fts9vNmJ6Tr8KvOHe4VBOYEjUSNPlUD7O0y4NTG5Y\/Om7nMbyfw195M++iPQylfY7e\/Cup515zDy+b+I7Q3DbTaR1ND\/s4W7YLG5buIr7F0ZQdOhIg1J5q5hFtuzPst3gR0IrJL1jm7hwR8VwC\/FsNiGuW0cEIx0gGtCtFBMRBUe6BtVV5Z5mt3Fy3FBgaNFVhuLYvt7hsI72yxyqVMR5GtJRMYSfTNH7B7nsJP9JtvcKHc7KtjCXHYy+XKPCTQ7hnHeKRHYIAP1NEVF49wjG40r29y3bQahV1Hr51lavlm9cB25bFzhCq2xtgGKoh4YlrD3gCWzDuk6fTerxjWt2uHthzcAISM06+sVnWe6LZRXW6PWGHlBq8XTJm6oB4W4VYMNSKs9i7duKGb2AJIWNB1061WLiMh1Ur6ipFriDD8oPSjJDYvHNRXZ1xJlZpBPpEaVEA0mKlfdLr6i23vEfWKQ4ZdP5fn+1NOMVVilK3dHPC8Eb1woDBifIRvPlUjiXCBbBPb2XjorHN\/dI+ldYXhwEl7uTYELJLSJgRvtrUHGW1XRQdDuaakm6TJcaXIyU0kGa9e0QobxNP4JJB9aseO4WPultuveNPaiaJeH49dvYO1btFlu2EKMBr2lr2R3esCPgaB8qXmtX1utZN1EzZ0OgMgruwgEE\/KueUrJN4P2jWxbBYsvtGNlX1OmtW7inMpuWOzuIkl82ZRBI1CqfHxmplLU3\/AMfD+WWrdBv7L+HWEZ7uKChlUsttjmyBmOUT1MCKHc18wLjseLYAFpAbdvLEwe9cceRIA\/siqxwuytzMHLqMpAKGNTtPjHhS5fsLhTeuXdCMqW2I6sZZv7oojK0LNjWOesXZM4ywwpRgSTo2o2IMj1qHzvzIMY1tjJQL7I7ve6kzUXmbFjEXkRWBVR7Q1oRxPBm0+TMG0B08+lJY02pPtGTk+hu64IAHQbeHvqPUnB2sx94Fe4\/DhGgGQRNaL6JI1KivBuA38QC1tRlBgsTAq38K+zgsoL3JJnRDp8aG0gozqi+MxGHuWQRbNu+uUErHZ3FAgsV3V\/TQ61e2+zmyvtO3xp\/CcmYKDIMjQgsdDU7IerZk9Ktescu4FGyNaUmJBOs1zf4fg7ZGW1bgmDoPjRuPUqXCuQcW6LduKLdornlm1K76AbSPGrQeHP2HZ2gUMADTYfuaKtx9lyrmlViFMRHQVP5l4xbS0t4iAR3gKTlY0jIOZOB4m0Tcup3WMBht5T4UCrUOJcy2sVYv2VUmLZMkaSKy+qi77JZ7Wn8skLgI\/wC1m95mswrSuF27jYd0tqz5baCFE7wTSn4HE0zky1lwloeKg\/HWgnELbdo+bfMfrp8qc4FiosIgukEAAqTBHkJ2qVctliSWmapdAHftHw1y5gbi2kLvmQhRvAcFiPQSay6xwu27xiF769D0mtZHFQ9\/EYeYa1kI8SroGn4yPdVL5v4e7EXbVtmYaMFG4rLIvKKgRsLg8LbELbX4UsWtwuOydbaAbZdzQa7jATlJe0eoKma6a2rD+Uuv7oFc7LHbHCAWy3LzO7NOXNA+FFsJwxrjtbDquSJ1mJ20FV1uFMTmRch\/UWk1YuW8bh8FbYBHuXXMux6n1J2pxSfYfwC8\/cl3lXtrR7VQO8oGojqo6+m9ZZffWt2vc33H7oRUX41iHMH\/ALi75uT8da6sc17UZSjzZHuYy4Vys5K+B1+tc4R8rqfBh9aZr0GrfJKLa+Kza6n\/AJ4mh2Pxup70T0mfdQm5iWbQsYpmsI4UuzRzJWJxRY6EwPdUd3Jriva2SS6IbbJ\/Cjv61ecfH3EHyNUXhZifWrdxPFzgslQ1yxlba5ksKV3Mz8a8wGPOs7jWh5vSgU9KaVomq1sSdGm8k4c4u8tu3cFs5Sc2XN66UL+03ly9h7qK9xChHdJaMzdTl6dKGfZtxsYXGW7jHuiQfQiKl\/axzIuNxKlJyWwQCesxJj3UoxoG7K12QtMCzAmJAQzv4kaU1i7uclydT08hoBUWlVUI7tMQQRv0o7yjaw17EgYtyqGAsaAtOgJ6CpX2a8Xw2FxJuYlMy5CFOXNlb08xpNBuY8Ul3E3bltcqO5ZREQD5UwNv4zwTDmyLdphaAEAqQNKG8OH3W0UDm7rKneKxw4u629xyAP1EwPjV55L41hkwoS9dyvmaQdTE6VnKLLTQd4lxG8VL9f0iomGS6yZ9QzHVTT45n4ev84WPoa4uc8YEbZz\/AGTU0yrRynDrrNJ0MaGakWuDXCRnykUI41zzYay62Q63CO60bH31U15sxg\/nm+A\/amoNk2jQzgYuMDbGURlPjT\/NmGNzAlUEuAYWs+s87Ytd2VvVacxXOL3IzpBHVGIn3U9WK0TuWeB3szuQoRrTBsp11BgMPGqU6wSD0MVd+D8x4UKcxu23\/UNR7wKg8YbB3JYsAx\/OgiT\/AElpptPkCp1YuF81XrRlYB0Er3ZjTUbH4UJxWBZAGHeQmA42J8PKodVwyS+jnrtP5VFPmRB\/vLUheZrEe2w8s50rP0skiRXGQ+FFDs3DmPizYbjF66ozDJbDD9Q7NdvSnbvO1xvZtqo8zP0ilSrGcnZcQTieIi42e5lLelM3OJCIHyr2lWDLG34ixEAVGNxm3NKlSA9AjxNVfnLhsEXlGh0byPjSpVWNvZCl0VelSpV2mIqVKlQAqk2LM0qVJjRJtrFTMViSbeWaVKoGAzXNKlWhJL4baz3FB0E1N5mwS23GUyCKVKp+RXgD0qVKqJFSpUqAOlcjauaVKgCXw28iXUZ1zorAsviB5HQ+h0PWjFriGCIbNYLPlgMRkDNMZittgqgiNAO7lPtlpHtKgB3C8QwAJnD6WyxWczG5BOQN3oBPdJnu6MI71RbfE8MLtpxYUKiuHUoHDM2eGIdu9GYQDEZRroKVKgB5eJYGNcKSd\/aI10kEqRO0yAB0Ciaj4vG4Q23CYcq7RkOY9zXXd9fGY09npmpUqAJt3i2Bcy2FIhiQFge02ZpyldASQo2AAHqycfgMysMK8BYKlzDEx3iQ0yIO0TmnSKVKgDqxxjC9n2bYbu90kAAkvoWIcnMBMjLJkEarqDxf4jgsjhMIQWGUEsTl27wOY96QD7z0MUqVADnDOI4MRnsM5ISYOUArbVDAVxMsC06E5+kaj8w8KVKkB\/\/Z\" alt=\"El \u00faltimo estudio de Stephen Hawking: \u201cLos agujeros negros tienen pelo  suave\u201d | Ciencia | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">Puesto que la p\u00e9rdida de control de sus manos fue lenta, Hawking tuvo tiempo para adaptarse. Ha entrenado su mente poco a poco para pensar de una forma diferente de como lo hacen las mentes de los otros f\u00edsicos: piensa con nuevos tipos de im\u00e1genes intuitivas y ecuaciones mentales que, para \u00e9l, han reemplazado a las ecuaciones y los dibujos y ecuaciones escritas con papel y l\u00e1piz. Las im\u00e1genes y las ecuaciones mentales de Hawking han resultado ser m\u00e1s potentes que las viejas im\u00e1genes de l\u00e1piz y papel para cierto tipo de problemas, y menos potentes para otros, y \u00e9l a aprendido poco a poco a concentrarse en problemas para los que sus nuevos m\u00e9todos dan una potencia mayor, una potencia que nadie puede empezar a igualar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Stephen Hawking (Su vida, sus teor\u00edas y su influencia) | Ciencia Viva\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQzN_TN1MBoYe8Z8cyOYcXg_zRjG_eVCFANhw&amp;usqp=CAU\" alt=\"Stephen Hawking dej\u00f3 un trabajo p\u00f3stumo sobre los universos m\u00faltiples\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvbUYUdPcZziwmp9XjZ3Mq9Ke7xEiRyhMLOA&amp;usqp=CAU\" alt=\"Muere Stephen Hawking: Stephen Hawking y Los Simpson: lleg\u00f3 a arrepentirse  de salir en la cultura pop\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 personaje!! : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/blogs.hola.com\/hongkongblues\/algo%20as%C3%AD%20debi%C3%B3%20de%20ser.jpg\" alt=\"\" border=\"0\" \/><\/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 \u00a0Personaje medi\u00e1tico, ha sido agasajado de mil maneras<\/p>\n<p style=\"text-align: justify;\">Alrededor del a\u00f1o 2004 propuso su nueva teor\u00eda acerca de las \u201csimas o\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u201d un t\u00e9rmino que por lo general se aplica a los restos de estrellas que sufrieron un colapso gravitacional despu\u00e9s de agotar todo su combustible nuclear. Seg\u00fan Hawking, el universo est\u00e1 pr\u00e1cticamente lleno de \u201cpeque\u00f1os\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u201d y considera que estos se formaron del material original del universo.<\/p>\n<p style=\"text-align: justify;\">Ha declarado acerca del origen del universo:<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Empez\u00f3 todo con una singularidad? \u00bfDe d\u00f3nde sali\u00f3 todo lo que hoy existe en  el Universo? | BLOG DE F\u00cdSICA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTCGg58iaqCro0il2eHV5bzZDVeFBv4CEy1ZKEbaSP6Rbv6DNwQANSE6TxG0PjdXO20IEU&amp;usqp=CAU\" alt=\"Cosmologia\" \/><\/p><\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEn la teor\u00eda cl\u00e1sica de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general [&#8230;] el principio del universo que debi\u00f3 ser una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>\u00a0de densidad y curvatura del espacio-tiempo infinitas. En esas circunstancias dejar\u00edan de regir todas las leyes conocidas de la f\u00edsica (\u2026) Mientras m\u00e1s examinamos el universo, descubrimos que de ninguna manera es arbitrario, sino que obedece ciertas leyes bien definidas que funcionan en diferentes campos. Parece muy razonable suponer que haya principios unificadores, de modo que todas las leyes sean de alguna ley mayor\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La discapacidad de Hawking le ha ayudado de otras maneras. Como \u00e9l mismo ha comentado a menudo, le ha liberado de la responsabilidad de dar clases a los estudiantes universitarios, y por ello ha tenido mucho m\u00e1s tiempo libre para investigar del que han podido tener sus colegas m\u00e1s sanos. M\u00e1s importante quiz\u00e1, es que su enfermedad ha mejorado en algunas formas su actitud ante la vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSbizCUInxu0cbRYyhnkOrEwnUewSlUy7J4bg&amp;usqp=CAU\" alt=\"Stephen Hawking y su resistencia al ELA\" \/><\/p>\n<p style=\"text-align: justify;\">Hawking contrajo el ALS en 1963, poco despu\u00e9s de que comenzara los estudios de postgrado en la Universidad de Cambridge. El ALS es el global para una variedad de enfermedades neuronales motoras, la mayor\u00eda de las cuales llevan r\u00e1pidamente a la muerte. Creyendo que s\u00f3lo le quedaban unos pocos a\u00f1os de vida, Hawking perdi\u00f3 inicialmente su entusiasmo por la vida y la f\u00edsica. Sin embargo, para el invierno de 1964-65 se hizo evidente que la suya era una variaci\u00f3n extra\u00f1a de ALS, una variante que mina el control del sistema nervioso central sobre los m\u00fasculos a lo largo de muchos a\u00f1os de tiempo, y no s\u00f3lo en unos pocos. Repentinamente la vida le parec\u00eda maravillosa. Regreso a la f\u00edsica con mayor vigor y entusiasmo que cuando era un estudiante de licenciatura.<\/p>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Los tormentosos amores de Stephen Hawking en la Tierra mientras interrogaba  al cielo - Infobae\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\"><figcaption>\n<div>\u00a0 \u00a0Las dos bodas de Hawking: con Jane Wilde, en 1965, y con Elaine Mason, en 1995.<\/div>\n<\/figcaption>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Se cas\u00f3 con Jane Wilde, a quien hab\u00eda conocido despu\u00e9s de contraer el ALS y de quien se hab\u00eda enamorado durante la primera fase de su enfermedad. El matrimonio de Stephen y Jane (sin ning\u00fan g\u00e9nero de dudas) fue esencial su \u00e9xito y su felicidad en los a\u00f1os sesenta y setenta y entrando en los ochenta.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/80\/IMG_4454.JPG\/800px-IMG_4454.JPG\" alt=\"\" width=\"400\" height=\"300\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Hawking ha trabajado en las leyes b\u00e1sicas que gobiernan el Universo. Junto con Roger Penrose mostr\u00f3 que la Teor\u00eda General de la Relatividad de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0implica que el Espacio y el Tiempo han de tener un principio en el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0y un\u00a0<label>final<\/label>\u00a0dentro de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>. Semejantes resultados se\u00f1alan la necesidad de unificar la Relatividad General con la Teor\u00eda Cu\u00e1ntica, el otro gran desarrollo cient\u00edfico de la primera mitad del siglo XX. Una consecuencia de tal unificaci\u00f3n que \u00e9l descubri\u00f3 era que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u00a0no eran totalmente negros, sino que pod\u00edan emitir radiaci\u00f3n y eventualmente evaporarse y desaparecer. Otra conjetura es que el universo no bordes o l\u00edmites en el tiempo imaginario. Esto implicar\u00eda que el modo en que el universo empez\u00f3 queda completamente determinado por las leyes de la ciencia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los agujeros negros pueden evaporarse\" \/><img decoding=\"async\" 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\" alt=\"Se observa un an\u00e1logo a la radiaci\u00f3n de Hawking en un superfluido - La  Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"Observada por primera vez la radiaci\u00f3n de Hawking en un an\u00e1logo \u00f3ptico de  un agujero negro - La Ciencia de la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">Hawking perdi\u00f3 el uso de sus miembros y m\u00e1s tarde, m\u00e1s lentamente, el de su voz. En junio de 1965, \u00e9l andaba con la ayuda de un bast\u00f3n y ya su voz era algo temblorosa. En 1970 necesitaba un apoyo de cuatro patas. En 1972 estaba ya confinado en una silla de ruedas motorizada y habr\u00eda perdido ya, b\u00e1sicamente, la capacidad de escribir, pero aun, con dificultad, pod\u00eda alimentarse. En 1975 ya no pod\u00eda alimentarse por s\u00ed mismo, y solo las personas muy acostumbradas a su habla pod\u00edan entenderlo. En 1981, ni las personas m\u00e1s cercanas pod\u00edan ya entenderlo. En 1985 sus pulmones ya no pod\u00edan drenar y tuvo que ser sometido a complicadas operaciones. El precio fue alto: perdi\u00f3 completamente su voz. Para compensarlo, adquiri\u00f3 un sintetizador de voz controlado por ordenador con un acento norteamericano por el que \u00e9l se disculpaba t\u00edmidamente. Ver como por ese medio llega a construir las frases es, al menos penoso, no pod\u00eda producir m\u00e1s de una frase corta por minuto, sin embargo, tales dificultades se ven compensadas cuando, las frases son enunciadas claramente por el sintetizador, y con frecuencia son perlas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El sintetizador que dio voz a Stephen Hawking | Hispasonic\" \/><\/p>\n<p style=\"text-align: justify;\">S\u00ed, a pesar de todos los inconvenientes f\u00edsicos del personaje, \u00bfQu\u00e9 duda cabe de que supo, alcanzar la felicidad en su vida privada y triunf\u00f3 en el \u00e1mbito profesional? El m\u00e9rito de Stephen no siempre es reconocido en toda su grandeza. Sus logros en el campo de la F\u00edsica son importantes y su historial se puede leer en cualquier .<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-lUca1SDHmTs\/TxQnkc6pDoI\/AAAAAAAATZw\/IQzDVqjLM30\/s1600\/Young+Stephen+Hawking.jpg\" alt=\"\" width=\"620\" height=\"400\" \/><\/p>\n<p style=\"text-align: justify;\">\u00c9l tambi\u00e9n fue joven como todos nosotros y, a pesar de la enorme prueba que tuvo que superar, ha logrado todo lo que un ser humano puede alcanzar durante una vida tan corta como la que se nos da. Aqu\u00ed, en este humilde lugar, le hacemos hoy un reconocimiento a todos sus logros y, sobre todo, expresamos nuestra inmensa admiraci\u00f3n por el valor demostrado ante la vida, ya que, en sus circunstancias, no todos habr\u00edan podido superarla.<\/p>\n<p style=\"text-align: justify;\">Como a \u00e9l le gusta hacer, de vez en cuando apabulla a sus colegas con ideas que\u2026 \u00a1Son verdaderamente sorprendentes! La \u00faltima es que ha declarado que:\u00a0<strong>\u00a1Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/personajes-ilustres\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u00a0no existen! L\u00e1stima que en los \u00faltimos tiempos lo est\u00e9n utilizando como objeto de negocio.<br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 personaje!<strong><\/strong><\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<\/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%2F2021%2F05%2F12%2Fstephen-hawking-%25c2%25a1que-personaje-3%2F&amp;title=Stephen+Hawking%26%238230%3B+%C2%A1Qu%C3%A9+personaje%21' 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%2F2021%2F05%2F12%2Fstephen-hawking-%25c2%25a1que-personaje-3%2F&amp;title=Stephen+Hawking%26%238230%3B+%C2%A1Qu%C3%A9+personaje%21' 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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Seguramente&#8230; \u00bfQu\u00e9 es lo que todo lo contiene? Los pensamientos tambi\u00e9n, &nbsp; &nbsp; \u00a1Es todo tan complicado!\u00a0\u00bb La complejidad nos rodea y est\u00e1 presente en la Naturaleza. Nosotros mismos, \u00a1llevamos consigo tanta! Hablemos ahora de un personaje singular que, siendo muy buen f\u00edsico, tuvo que soportar [&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\/26389"}],"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=26389"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26389\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26389"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26389"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26389"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}