{"id":10883,"date":"2020-09-20T03:50:19","date_gmt":"2020-09-20T02:50:19","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10883"},"modified":"2020-09-20T02:58:53","modified_gmt":"2020-09-20T01:58:53","slug":"%c2%a1%c2%a1que-personaje","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/09\/20\/%c2%a1%c2%a1que-personaje\/","title":{"rendered":"\u00a1\u00a1Qu\u00e9 personaje!!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\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<\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div><img decoding=\"async\" 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\" alt=\"Estrellas gigantes en la Gran Nube de Magallanes | portalastronomico.com\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es un c\u00famulo de galaxias? \u2013 astroyciencia: Blog de astronom\u00eda y ciencia\" \/><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSlD_VuA0-VMwye9TKx5Eemsw3jdxoBX9MYtg&amp;usqp=CAU\" alt=\"Estudian estrellas masivas con ayuda de infrarrojos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRAMFuCy2fFanNKYNSGODY4HOkz46BvXulh6w&amp;usqp=CAU\" alt=\"estrellas masivas \u2013 UNIVERSITAM\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Planetas extrasolares\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQAnB9WVqSdN3pPJphsJMQ6KaQtrSbO8Thm3A&amp;usqp=CAU\" alt=\"febrero | 2019 | Secci\u00f3n de Exoplanetas - Planetas extrasolares \/ LIADA  Liga Iberoamericana de Astronom\u00eda\" \/><\/div>\n<div>Es probable que la \u00fanica respuesta sea: \u00bfCu\u00e1l es el nombre que le damos a todo lo que existe? El Universo es la gran burbuja que contiene toda la materia (inerte o viva), el Espacio-Tiempo, las energ\u00edas que todo lo mueve y lo transforma, y, esa parte inmaterial de ideas y pensamientos.<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/%c2%a1es-todo-tan-complicado\/\" rel=\"next\">\u00a1Es todo tan complicado!<\/a><\/div>\n<div><img decoding=\"async\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">S\u00f3lo universos que est\u00e9n cerca de la divisoria cr\u00edtica podr\u00e1n &#8220;vivir&#8221; el Tiempo suficiente y tener una expansi\u00f3n suave para la formaci\u00f3n de estrellas y planetas, y, pasado mucho, mucho, much\u00edsimo Tiempo&#8230; \u00a1La Vida!<\/div>\n<div style=\"text-align: justify;\">No es casual que nos encontremos viviendo miles de millones de a\u00f1os despu\u00e9s del &#8220;nacimiento&#8221; del Universo, del comienzo del Tiempo, de la Expansi\u00f3n que dilata el Espacio, de la creaci\u00f3n de estrellas que necesitaron 10.000 millones de a\u00f1os para &#8220;fabricar&#8221;, en sus &#8220;hornos&#8221; nucleares, los elementos de los que est\u00e1n hechos los seres vivos.<\/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;\">Hawking con su primera Esposa. Fotograf\u00eda de Martin P.<\/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 <a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> mucho m\u00e1s dispuesto que la mayor\u00eda de sus colegas f\u00edsicos a emprender el vuelo en direcciones radicalmente nuevas, si dichas direcciones \u201chuelen\u201d bien.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static.nationalgeographic.es\/files\/styles\/image_3200\/public\/75852.adapt_.1190.1.jpg?w=710&amp;h=400\" alt=\"Seg\u00fan Stephen Hawking, los agujeros negros no son tal y como los concebimos  | National Geographic\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un ejemplo es el del Horizonte absoluto en los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> que &#8220;ol\u00eda&#8221; bien para \u00e9l, as\u00ed que lo acept\u00f3 a pesar de su naturaleza radical, y su aceptaci\u00f3n tuvo recompensa. En pocos meses Hawking y James Hartle fueron capaces de derivar, a partir de las leyes de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><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 <a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/8b\/a4\/8d\/8ba48db13ca10021f9d14aa91a0d8cb1.gif\" alt=\"Pin en Vida\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> de Kerr se forma por el colapso gravitacional de una estrella masiva rotativa, o por el colapso de una colecci\u00f3n de estrellas o gas con un momento angular total distinto de cero. Como la mayor\u00eda de las estrellas giran, se espera que la mayor parte de los agujeros en la naturaleza sean <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> en rotaci\u00f3n. A finales de 2006, los astr\u00f3nomos informaron las estimaciones de la velocidad de giro de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> en la revista Astrophysical Journal. Un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> en la V\u00eda L\u00e1ctea,\u00a0<a title=\"GRS 1915+105\" href=\"https:\/\/es.wikipedia.org\/wiki\/GRS_1915%2B105\">GRS 1915+105<\/a>, puede girar entre 950 y 1150 veces por segundo, que se aproxima al l\u00edmite superior te\u00f3rico.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\">La osad\u00eda <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> f\u00edsico de \u00e9ste 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 <strong>Stephen Hawking<\/strong> realiz\u00f3 unas curiosas declaraciones <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el <strong>Discovery Channel<\/strong>,\u00a0 en las que\u00a0 por una <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> afirmaba que la vida extraterrestre\u00a0 <strong><em>\u201ccasi seguramente s\u00ed existe\u201d <\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRHI2Z-6PApp1BLTEjRFi3zRrHjFNU32EzQ5Q&amp;usqp=CAU\" alt=\"Stephen Hawking llev\u00f3 la b\u00fasqueda de vida extraterrestre a tu m\u00f3vil: el  proyecto Listen\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUSExIWFhUXGRkbGBgXFh4XIBkgHx8bFiAfGxcYHSggGBolHRoYIjEhJSktLi4wGCAzODMtOigtLisBCgoKDg0OGhAQGzEmICUtLy8rKy0xLy0vLS8rOCstLS0tLS0vNS0tLS0tLS0tLS8tLS0tLS0rLS0tNS0tLS0vLf\/AABEIAMIBBAMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAAAQMEBQYHAv\/EAEsQAAEDAgMDBQsJBgQHAQEAAAECAxEAIQQSMQVBUQYTImGRBxcyUnGBkqGx0dIUFSNCU5PB0\/AWVGJjosIzcrLxJDRDc4Lh4rNE\/8QAGQEBAAMBAQAAAAAAAAAAAAAAAAECAwQF\/8QAMBEAAgECAwYFAgcBAAAAAAAAAAECAxEEElETFCExQVIiI2Gh0TIzBXGBkbHh8HL\/2gAMAwEAAhEDEQA\/AOHqImwMcJv2x+FIFGCONJSkUBM2NstzFPIw7IlxZhIJjcSb8AAT5q2Pej2h\/J9NXwVi9l7Qcw7qHmjC0GQfNBHkIJHnrWd8zF8Eev31pDJbxGNTa38FrEjvR7Q\/k+mr4KO9HtD+T6avgqOO6Vi+CPX76Tvl4vgn1++r+V6mdsR6EnvR7Q\/k+mr4KO9JtD+T6avgqN3y8XwT6\/fQe6Vi+CPX76eV6i2I9CT3pNofyfTV8FHek2hxZ9NXwV4wXdAxrqw2kIkzqSAIEkkzpANSRyw2kVFKWguAVSiVJICVLkKBg9FKjx6JGoinleotiPQY70m0OLPpq+Cl70uP4s+mfgplzuhY1MZkpTIBEhQkG4PWDxr1+3uPieatlzTlVGWYzT4s2mnleotiPQdT3JsfeeZ0t01ayP4eE1570uP4s+mr4KV\/lvtBGQKagr8EEGTBiImQerW4O8Ui+XWOAJUiyfDhKjkMlML8Uyk2NPK9RbEaoXvS4\/xmPTV8FKO5Nj+LHpq+CoffIxfBPr99HfIxfBPr99PK9RbEaold6XH+Mx6avgoPclx\/jMemr4Ki98jF8E+v30d8fF8E+v308r1FsRqiV3psf4zHpq+CjvTY\/wAZj01fBUXvjYrfl80n8a1Pc55Tv4zFFt0DIlBVadQUgA9VyfNUxVKTsrlZyrwi5NooO9NjvGY9NXwUHuT47xmPTV8FWPK7li\/h8UppBGXW8mJnhVH3xsVwT6\/fR7JO3EmO3avdEvvUY\/x2PTV8FA7lGO8Zj01fBUTvjYrgn1++n8Dy7xjqwhPNgwoyowAEpKySZ3AE1F6XqTbEao996fHeOx6avgo71GO8dj01fBTp5WbSlQDQUEgqKkglOUJ50nODEZCFa7xxqHiOXuNQcq0BJ1hQUk36jS9L1FsRqiQe5VjojNh9986ur+Dq9ZoHcpxt+kx1dNXwU6OVe0CVwgQhKlFUKAypiSDobqSPKocagv8AL\/GIUUrQEqGoUCCPKDpS9L1FsRqh\/vU47x2PTV8FQ9r9zrF4dlbyy0UoEkJUSY86RXrvi4rgn1++oW1uWmJfbLSiAlWsanq8lQ3StwuWiq9+LRnExInSkopQaxOgSiiigCilSYIMT1Hf2XoAoBKU\/oUlaHk2l1SFpbS0uFCUuTeY3afUsSQR0o1kAZ6itbtJhxtpSnMNhwkIyyIC5KQAsCJAzHNEA6gwQYE84jDBRZwygG0HisgqVFgL71HqkzcQBkyKSrRewnQzz8oKYBssTBAOnG+mtGA2Ot1JyqbBEEyu8KsPBkCIJix9VARNnYrmnUOROUgkTEjeJ6xI89XOG5ThCC0GTzeRbSRzlwhwpU5mOWFLJTIVAAnQwIYf5PrAVLrR5tKlQMwJAJ3lAnTebBSaaa2C4UBYLeVRAnPoSkLE+LMhN956waA87V2mcRlAQRCnFnpFfSWQpWUQMqJEhO6TczVwnlS8kJysGQ4p05ipQK1NlmyYgIiCE3iIBiwrUB7AuhagnMQbSFDdPg2B6v8A1WmRtDGqSlaUsqCkhVl3EgGCDBkAid3XVko9X7f2awjTa8TK8cplpaQhLKxzdkSSpQBWpxZ5wixIWtuMvgquTF4mP26txst\/J1AZciL+CJkmAkQbCyMibAFJACReYjHY5AkoaMTMKHjZBrEyYjqUDxhvCbWxS0JclgJVxzW1F4SYFtfNraptDX2\/stlo9z\/YwqklOoIPZ1UieEVo9q4Z\/FP5SWs6AkWUQCCCsRmAJO6Im4trGbUItVXboYytfgJRSxSVBAsWmfN2eb\/aui9xVH\/FOm3+F7SPdXOga6T3Ek\/TYg8G0+0+6taH3EYYn7Uih5dpWvGupTcQCQTAtYG5ielA\/wA0b6zDmGWkSUKA4lJH61FazbrqPnF7O8poQAFJ4ykibab\/ADVCcShcIXj5RpHN2ic5NjYz0jvJJiTIqk\/qZpT+lfkUqsC5CJQqV+AmDKhrKUxp175tvpzZbvNu9JtSsyVIyg5D9IkosSCAYVvBqc6EhaUfKxlSjNnCN\/gQALqIQBqeoU0yEKecWvEdPOFJcUmQb5lKUiDNrx5oOlVLlzg9uvhRQjCkuJQGolRCUJJWhJTFyFRJJ6QTAiSTS49Dj90MrSlpOWCStV1KcJJgEmVkkxYRPXK2cUBbwONySqAQglLlyc0eCIMETpupnZWJDYdCcQtGWS3AgOa6ggxom3AkbzQE1vlM+tx1Yazc4WiQMxyho54TwmCeqSRVTjUOuqkNLCWwGwIKikJtClRdV7zGsAAAAWOzuaS2n\/iVpVmCilKgkD6qiJHRXlKwInwJtmTTxxaWQ4pGK6ZM5bL5wkgrBUlPgnKFTImwgFNAUGHwDi5CUEkTI8gJNjwj1gbxSNYFxScyUKULjojNplmQNPCTrxq\/YU1kKlYgIW501QEKhRGoyoKkxmjKCCLxxqjexakhTKHCWpNgIzCQQVCBJsNdKA8fInMoWEKKTMECdNdNNDrwNMAVOZ2m6Gy0HAER4MC954XIJJvpu3VBQmSAN\/m9tAJRRRQCn9GkoooAqx2RimkZg61zkxEWIidFAgp3G3ixvkV1FAWy8cwXVK5k5CgJylUmRAnMZiQI43p9vGYHT5Ou51LhsM09ZsLWvA1uaoqKAs2cRhsyyplWUhOVIUeidDeZI3+q2o8bRxGHUkBllTZm5U5nkcNAPVUCkoC0wmOZSgBTWcwQZSkTKgbKiRAGutyNCMrAxLYZU3zcqzSlw2IHRsR5Ad\/1qitNKUQlKSoqMJAEkk2gAam4t11t2u5bjF4Zx9soWtskLYAXzlglRyoyyo9ICOM1F+hZRbTkuSKNO1sMM0YYCdDY5ZSlNkxFiM19ZII6UiIxiMMCvMypUqlHSIyp4ETeLb\/PUF9JHRKYKSQdxmd4Nxwjq8tNVJUs3cVhw4hSWDkAOZBWTJMx0iNwjykV7x20GFJUEMZVWyrBjLGX6oFzAN53zaYqpooApUpkgceJj1nSgikoBTSUpNBNAArp3cUTC8UZBhCLj\/z41zCuo9xRJjFnqbH\/AOnvFbUPuI58V9pmV27tZbOOxBRBzSkhQJEEIm06nKBVa7t1ZcQ4GmUlGaAluAcwy3E3gacK6RtHuZoecU6rFgFZkgCQPPvqN3p2\/wB8\/pHvqXQm3yIjiaSSVzDJ5RGP+Xw+YbyyDwGmkwDeoeO2mXUhJbbSZklKYJtAHUNTHE10U9yhr98\/pHvo707f75\/SPfUbCehO9UtTCI5QuZVJhNyowAROfwpIUCZuZMkaCBTh5UvgiMoi9io6mSLqNt3ULCK3A7lbcR8sGs+APbw6qQ9ypuI+W21jLxjr6h2U2E9BvVLUwI2+7zodhOYJyx0ojNznjTrO+ItpUTaG0FPFJUEgpSE9FOWY3kDf5LWrpHeob\/fP6R76TvUN\/vn9I99NhPQb1S1OW0oi8+a3tva011PvVokH5YN31ANPIa5ztjAcw84znCsh1Fs3m3a1SVOUeZeFaE+EWQaWaSlAqhqJRRRQCnyUlFFAFem0FRCQCSTAAEkk2gDea809gnClxCkiVBSSBxIIIoTG11csVcm8YeknBvFJ0yNrULW1E7+ug8msdYfIsTb+Q58Nb3Z3LjarAhpkpSPqlWZNzJ6KiQJJ3RrUT9qtpZOa+TkIknKFkCTqbG58ulRap2s7N0jd+Lh\/zL4\/Ixo5NY2DOCxPV9Cuxt\/De1ecPyaxriilGExClAgEBlZIniIt566MrukbY5zneZhWQogE5YkGebJy57eFEx5TUFfLLaZU4v5P0nCgrUDlJKM2XwYAjMbaGjU+0iOFj1l7S+DTdyjuVLacGN2g2E5Ok0yrKrcoZnUFJAiUqSAqQpN9K0mwdqNM7RedWsBtZdSlQEjpuJUkkjRMAydBvrCJ7pW2cikFkEKM5iJULAEAzlCbaRvN+FMNv439zHaffWVSFRtOMeR24KNGEKkKrfi4cE+nXka\/uh9zdOOBx2y0JzSUuMjK0FEZRLacoGa5UoqUJi0nXkuK5K45swvBYhPlZX7Yg1tMJyw2k0FBvDlGeAcqiDYzYgyPNrUtHdD2wM30ajmBF1kxO8XseutFtLcYnJUwsMzyS4dLqV\/4OcfMWK\/dn\/ul+6gbCxX7q\/8AdL91dHc7om2CkpLSoOW4UUkZb2UkiJ38a8Yrl5tV1KUOsEpSLBKiJ1uoySo3jhYWqXn7WUjhVdXl7S+Dnq9iYomfkr3XDKgOwJgeSvPzHiv3Z77pfuro7vL\/AGmpTajhzmanIQrKYMWOUCRYDyVOHdU2wDm+TJPSJywI0jLa+TfrPXRZu1iWFSXCXtL4+DlKdi4kiRhniOppXupz5gxVh8nc4zkNvKqLeQ1vcL3R9pNJShDRSlEgJChAkybFN7k66bqYd5d45SSlTEpUorIzgSpWpMC88NKzc5afwaxwlHN4p8L9suX7cznCk6X817eWuqdxpP0GKPWkeo++uVrVNdX7kIAwmKP8f9o99deH+s8fF\/bf6GE2vtvEB91KHnAAtQACjxi1RBt\/Ej\/ruT\/moxuFdW86tCFKAcVdIJg5urfcVDcwrgICkLBJgSkyTwE6m9ZXZsoomftBivt19tPN7XxpEh10g5oINugnOvsSQTwFVj2HWiMyCmdMwj21Y7J20GUp6BKkKWpCgoCOcSltcpKSCcqbHQE3CtKXZOVDf7Q4r7dfbXpO3sWQTz67a9KOq06nqHXwq0x3LJa21NoSpBUIzc4CZzBRXmyBWcgFJhQTlMBIAAqm2RtQ4cuKSOkpCkBUwUT9YR9YbqXYyrQkObaxiUpUXlgKBKelqASmY4SCJ6jwpv8AaHFfbr7an7R5VKeCwpvwgUgZyUwR9dJHTynMpFxlUom9Z0UuxlWhZ\/tDivt19tVy1kkmZmbm5PX5a8UoqLhJISilJpKEikUUlFAKBSUppKAK9tOFKgoaggjyi9eKXKeGulAbFPKbGW+iJkAggKNjvtNKjlHjSVgMmUeGOkCmxNwbiwNRGdj7VyBKW3wmBactt1psRpxi1InZG1ApSg09mXGYxrGnZW2erqy+9y7yf8\/Y7XmCRAVIkiCCQcwMaAnzGmW+VWLUApLKikzBAUQY1g0x82bVt9G+ANABA4aC2lq8YfZG1EJSlDT6Qm4gRFwo34SAY6hwpnq6sb3LvPZ5bPj6o7TUlnlNjFpzpZKk8RJ6vf2GqlfJbHEknDOyb+DqafZ2JtJAASy8AN2W2\/Ubx0lWPjHiaZ6urJ3uXcTU8qsWQFBkkHQgKvFvaD2GvH7X4iCebskgG5sTMA9h7KjMbI2mgAJafSArNadbGeu4FNK2BtA5v+Hd6RlXQ1Mz5rwY6hwFM9XVje5dxYK5V4oEpLJBAJIOYEAakiLAUftZicufmTl43jtjSoS9i7RKlKLL2ZScqjF1JgJg8RAAjqr0NlbSy5OZfyEBJTG4AiOwkUz1dWN7l3Fi1yixioKWCZ0iTOnqv+oplvlbiVaMk3iRMecxbUVEa2ZtJEFLLqYECG90AbheQlInfAmvLWB2klKkBl\/KskqHNk5idSZF6bSrqxvc+4ZVyjUSTk16\/wD1SftCrxPX\/wCqZ\/ZvGfur33avdSfs5i\/3V77tXurLK9BvUu4rNP176613KLYDEn+Yf9KK51+z2Lgf8K9IJvkV1Ru3X7a6b3P8C4xs\/EJdQpCi4owoQfBSJ6xY3ragmpHDipJwsn1RgNmOHM8czyPpCUqbBIm5IMAweikzBIy6VF2s6oqSltby+bJIzpgpnpAgRKZuYp5jZ+PbUstsPpzG8Nm+vEdZ7a9Iwu0kqKktPhRyyQ0R4Pg6JsBpHC1Y5XodGaOpV4wvrKA5ziionJIPSzGejIvJIPnFNnZ7tpaWJiOgq5OgFrnXsq2xeC2g4UqcYeUUeDLMx5ssEW3\/AI07l2pAGTEQm4+jMjdYxN7TximVjMtTOutKScqklJG4iDx0PVXirR\/ZGLUrMrDPTb\/oqGggAAJgAAAQK8HYeK\/dXvule6lmTmWpXUoqwGwsV+7PfdL+GgbExX7s\/wDdL91LMZlqV1FSsRs91uA40tGYwM6SgHzqgVFqCQpTQaSgCiiigFmgmkpQKASnGnilQWmxBCh1EGRam6KA6Onuu4mLtJnfCiPVFq9o7rWJNgyn0\/aYtXOwzF1GBuAuT5OA6\/bXlx2RAsngPx4mtNtPUx3el2nS1d1d4RKE33gyNSN4B3cK8d9x37OucveCg9RHrJ\/EUzTbT1I3al2nTe+279nQO6279mPOfdXM066x18KSm2nqTu1LtOnq7q7w1bT2n4aQd1l3xE9p+GuZV7SwopUsDopKQTwKpjtynsptp6kbtS7TpffYc+zT2n4aO+w59mntPw1zCvSCJEiRNxpPnptp6jdqXadN77Dn2ae0\/DR32F\/Zp7T8NcyKDMb681O2nqN2pdp1DvrOfZJ7T8FJ311\/ZJ7T8Fc1DJKCu2VJSk+VQUR\/oNNg0209Ru1LQ6d31nPs2\/SV+XSHuqLOrTfpK\/KrmNesum+dwptp6jdqWh0\/vqq+zR2n8ug91RX2aPSP5dcupTTbT1G7UtDqB7qavs0dp\/Lo76h+zR2n8uuXVM2Vgw64EFWUZVqJiYyoUvT\/AMabaeo3alodF76h+zR2n8ujvpn7NHafy65dSk0209Ru1LQ6l3z1RIYSrqCr8dCgTTHfYV+7jtHurnKrIT\/mUf8ASPaD2UZgrWyvG4\/5uvr7eNNtPUbtS0NNyw5aKxyEN80EBKs0zJJuOFtaylKtBBg\/r3ivNZyk5O7NYxUVZBXoq6hXmlIqCwlFKTRQATQDHlpKUCgPaGSbiO0dpG4delesyU6dI8dw8gOvlPZvp7ErQCUZVAA7lC\/Wejf\/AN0xmR4qvSHw0A2pRNzc0lO5keKr0h8NOMNpWpKEoUVKIA6YFzbUpgXoDwr\/AA0\/5lexNNTVph8AVIdCW1ktlOZIUCfrJ0Cbwdam7K5Oh5CF9JIXni4VZKmm5sN6nYvEZeuquSXMhtIqBgF83zoEohUkHSChJmetxAtxq35T4YNtNtiYbexLYzalILa0k2AMpWDIsZqXsjDJXgH1CYTzgImSZ5lyZj+Tw31O5ctpVh2XzJzqSRePDYYvcXHQHZUKXGxGbjYwy0kEpIggmZsRugjdVrs7\/lMUP+yexRT\/AHVJ2hgOdxSwEq6bjYKs4ABduLZes9lWexNlIQ1ilKJOR1tpSSQUkB5qToPJ5CeNpzcCHNWMfzSoJymAQCYsCZgE7iYPYa8hPrrV4FkcxtFtKTZTIjMNz2UAWtcjWoW0dg82HlGSlleQnMBJ6I0CY+sKsNor2f8AuXyU+FwqnFBKBJMCCQL6amBrXtWDPMh6bFakR5AlU\/1eqtIdioYxuCaBJLvMqzToVuFOkXgRvExT6Nn5NlOLIVBX0kkwUq5xCMumv0ROm+KtYrtU+RmGf+Wd\/wC6z\/peqOrDkNhzcVKT5wEn+71Vf7DwSVIIWhWVTjRgq1HN4gg2At0asDshBwDRMiS44IVMnKgXkcOHCpjByLOaTMptVgNvutp8FDi0ieAUQPZXjC4YrzQfBSVHzVZ41hDmMcReVPqTdQ1KyOE1cY3AJC34CglDTSBfULKBAJHlE9VWjTcrstcxtLerxjZbZUtRSvKla05TvhC1zMTIyi3XUfBYIG5bWRkdIkjVKVbgJkEeqq5JElYE+T9evdVnydR03VeLh8Qe1tSP7qm4nApRhUgIUS46mNMxPNJVGnFwio+yMobxSkhUBkAkkfWdZTAtqQT66hxaZLVilpQakFlEBUqAJIHRBuIJEyOI3b6ttuYLPi3G0heZJSmMg0AS2N4kHo7t9RYJNlO7ENzpluAY+srfuowmHLiktoTK1EBNwB5L+2avuUGCTCcpIQ03MQDZTqwNVSTGXsmonJ3Il7OlSiUNvLukCCG1kXzHfHbSxLjZ2KpDtoVdPrHkP4aUjjUCRccfwI3GvRS34yvRHxV6bUgGQpXoC\/lGaoKkelJp7EBIjKLKE3sRciNTa3l\/FigCilNFAJRSikoB7E6g8Up9gB9YNM1aYR5sISHEkpJglISVADOSAVeCSVo04HqrxjHMMWxzaFhyRMm0XmNTw16uugIK0q1IN+PVan9ntrU4MhGYBS7\/AMCS4fP0T56sVOYMjwV5oERoNIzDUkaGInpkapjdbP2Uy5jWVhOVLhYcBgdLnGl50dQ+jJMT4R0rGtVVNXZDIfJDZZXtDGJg5SXAN0HnEvI9JKHI8h0q65AbEKsKhKwqW3TFossYZ5Qg70qTHlSa0HI7ZYBQ8sHnS0yokGxKWS3pvA51XnjhWsZZCSsCPCJ7ZPurxq+O8bjH09jmrVLI55sLkvzIdlFnFKVkKRHgzGU7oXEbiml5cbADmBbaSY5o4cJPVKmTPEAXtwrobjQJ8k1BxOFSW1g3sD6KifPdVTDFSvmfQ8+WLad9DmeH2Gj5Q+gNmUpZWgAkXbLSQb3gBw+WKuGNiqIxAQkTzwMGwVkxK3FEzp4MDd+GoZwo55Tlp5uJi9yhVjw6Psqa4z0lmB0kj1FavxrqpV3M5HjpOxgMBsQDFYtYGZLimVG+8ukKtOgjNXja+xypvHlSTlTnWJTZX0DSswO\/KpJ89dARgwla1D6wTPprX+MeYV6xWBS4lSCLOJUlQ45klJnjavSpcTN495r\/AJf72MbiNgIVjESLst4EtqIGiXVFV41Mbq9Y3YpGAWyoAy+4sg3nV4j8PNW2Rhk5gsp6cNpJ6kkqjySTTWOwoUkD+Mnyykg+2vRhSuhSxss3EweE2GjnXwpIhCWsqQIAIQ6JEf8AcNRk7GUMMhgC6W308TfKBYWJitpiGASs+MIPWBNRUJhUf5j6hXbTw6OyniW0jnSdgB3EqfiClbR6iorvbiEgdoNTMfhMzbpJ6SiwDPBKkr99aPBMBIWYuVgntPuqvxJ6IEaqT6v9q7KWDjb+f1PQp1W2U2z9mEzm+2WoEfxZk+xXqqIjD5DigNA1iFC0R\/jDTy281arBASn\/ALh\/s99RgwClywulXnkz+J7amWBXQ9GkrkB\/BKS0y2kalSr9SsKkaXNib15f5PBDLyTo8vDgxwzKVAMQPBFuqta82CACNM3tHwjsr262CYImFoPohfxVzywaZ6FKgpczHJ5MtqS0jmwUjKE30zLUpRP\/AIpSJNS8ds\/LiXFkCVPAAxcwAqOofRi3VWn2OxAaG8FA7Eid\/XRiMIOc4y4pf+o1z1MMuh3xwcb8Dm+3tnltjEFZBIGHQImxSAVcN6zas5saUt4pfBiNfHcbT\/pKuyuicstnBTKgP+o8Sb6dEIGn8YR6656ykowj\/wDE4ykbpGVxyYO6yD568urDK7HkYui6c7dCooop\/A4fnHENzGdSUzwkgTcjjxrI4x5OFW68hpCZWstoSn+JUJA7TUNQrq\/cd5NpVtMYlxaC20lTiASAVKVZNjZUZiZSSAUi9cx2phubecbt0VEWMxB0nfGnmoCMaKSigClBpKKAe1b8iv8AUP8A5FNCnWfBWOoHsIHsJpqgA12jk1gAXcI4kkpGGZUAYnokp4bg8QfNXFq7PyT28yzhWA46EOpRlKSCSkbtxEkBPk9Q8\/8AEVN0\/ArlZcjoaGg34Pnt1qMaaCY81Kp66jOsbqyiuV7J\/wD6E+dMe1NNq5VM\/vCP15q8Pda1+Kf7P4PPrQm+SNcp6+u\/21HU8Mjl\/qHd1g1l18qWpB59G7d5Oqkb5Ts3+nRdKhp1W3dVdcMNUvyPOqYao3yNK2sT5Un2UuKxYAny6+SPxrLNcpWpH06P1I4ddecRyhaUmOfRruI6v9q7KNKUeaOPdasV9PszYrWImdw\/H316Qu6bjfWU\/aZqP8dvTiOr9ealTymat9O3brFerR4GUsHWvyZqw9ZNwYifZUf5RKQZF1W7BWdRymauPlDWvEcYB7K8ftG1kjnmpzg+EOud\/wCpFelTnFdTSnhqt+XsWeIfEC4vPsmobbwLuuoPsqpe222Uj6VuRP1hwjjUbC7YQFJJdb8HWRrA6+M13xrwS5ndRoTVrosA50FHfI\/uqmfcnL1EfjQvaqMp+kRqN46\/fVYMYN6k2Nr130sVT1PRpQki3wb10D+In1j4aXCqlLnWB7QPwqqwuMAUJUmBm3j+I8f1NSMHjUgXWm5T9YcQeNaTxVLjxPTouxoy\/M6af3KFennekq4+t6k1QYXaabytA6SRqBaZ4+WnztJJUo50fW+sN5jjwrmdene1z1aFSKNHgVXRpdRPqj+2val9KbWBNU2H2okFHTbsD9YfxHjrXl7ayYWQtuYgdIe+uedaLuelTrx1Pe3mw40kfxJUY4hWcesCuc8qkZGwjQKeWQIiyW2UpjqEqHmrcq2gkwCpETGo0HnrDcu3PpGUgggNk2M3UtfrgJrycVbocf4m4Ommud\/kzFPYUdIHhKvLEn8KaJp3D6KPBPtIT7Ca4jwh3BCEPK4IAB6ytI9ac3rqJU1tMMGSBmWI1+olROg350geWoYNAJRSkUUAqgZ6QO431M338RXmilNAO4Xwo4hQ8pIMeuKZpxhcKSeBBqds7Z2ZZKvAQYO7MfFHl3ncPMCA7sbA6OrH+QcSPrH+EHtI6iKtppVGf1bgIG4AQI6qSgA9VEb\/ANfrWiigCiiigCiiigCiiigCiiigHVYZYvlJsDa+ozXjS14NHydWmRUjXonqi0WNe28c4kyFkECBpp0RH9CeynDtN2MoVAgCAlI0SEDQcAB5qAiKQRqCPKI10p75E5JGQyInfE6Sd2hpH8UpYhR3lRgRJO8xb\/c8aeG0nJJKtYMRIkGRr4N72\/2Ahil9VIBRQBRRRQCUp\/XX+vwoooAprFYcOIyGAdUk7j7jYHyA7qdooDKOIKSUkQQYIO4i1Og9BR4lI7Af\/n1Vb7ZwmdPODwkjpDxkjf5RoeqDuJqnc8BI4lR9g\/A0A9ijDTKeIWvzlWT2NjtqIRUnHrBKQDICEARu6IKv6iqotAFFFFAFSdm4Fb7iWmxKlGBwHWTuA1qNW37lGFDmJcT9YtwknQdIEyd1hrUpXIbsjo3JPuX4NoK+UtlakpBK3LJvYZU6QeuTScpNhYIfRttISbxkOW5g6DjIqz5SbcyoDOcqTAChZRJ1EK1kC1Z7MHFzZASJIzEkxrM3JrVxsZqVzn+0Qpp3m+aUeB5wfBar\/Y\/Jt15AWGVQrNl+lTKst1ZEkBS435QaquUeKGfONBHtitDye5YYJthCMS6VtpKyvDuYYOgzcHDuiC2o75IE38u2SnGOZ8zojlsVSuT2JUA41hs7RJCVnEtNgkagBwAyKa2ZyfxuIb51nBKWjpDN8paHgkoOoBHSBE1d7F23hXsA1hy4hC23XVkO4MYsBKzKQCvQgaka1B2Jg0YbC7QRmJ+UMhtvo7wqb8BFZuhKV3FcBkb4oocQ28hsuqwq8geUxIdSfpE3KAEpJJ69Oup+BwWceBCjEDnkqubCSlFr2pU49pvZbeEk84nFLdJgwEqaLQUCN4UZgXtSjb7SVhRUcvPrXEpVCVKaICQhRICEtEAEAXtGlTGmoO00So2fiKbamLOHdWy7h1pcQSlSedSYIsbhEHzVF+e0fZK+8H5ddJ2ttpjGQVIDyBtEPoSWwnNh4OZJMC6lXKTrvrxtDajCX8Mt1Re5vFreLhZCObZIgMhOq4N40G6quhPoiMktDnrG1kKMc0r70fl1ZqAy5ktknhzonzfR3q4Y5XMp+ThwjKkYpDw5lN0K\/wAFIhPgjgNIqrwfKRsYdtCYSpLakrbUkkOKJMKlJAJgi5MpKbTSKilaS4hWXMpnNsIBgsr+9H5defntv7Ff3o\/Lqxd2cl1Eqsrj76z+IwBSdRSVCS5BwfQsPntv7Jf3o\/Lr0NtNfZuemD\/aKo1pivM1i1YoX\/zyz4rnq\/X+1Hzwz4rn9NZ+lqAaA7XZ4Of0n8aPndn+Z6KT\/dWeooDQfOzPFz0B8dL87McXPQT+ZWepQKA0Hzszxc+7T+ZR87M8XPQT+ZWfA66UKg269YOtu3roDQDarPFz7tPk+0pPnZji592n8ys+aBOg30BohtlmZzOzx5tJ7ZcvVNtB1BVDQIQNArXeeJsCogXNqjg\/jSEzQCUUUoOvX\/vQCUUUUAVa8mtrnCvpdExBSoC0pOtVZNANSnYHTEbTSp0PK6bZNiDN908KsNuco0BJDcAxxE9g3VyZp9SfBUR5DSrxCjqo1o5qTuzJQa4InbXx2cxM8af2dyjW02lrm23EJJIDic2pzceNUwpKpKbbuWdOLVmaXZnK9bIUlLLRClqXBSYBUIgCYAG6tc1y9QpuS0ylUeDktoQfLrXLKWa2pYiVPgWjGMeho9o8qVLa5gNt5YyhZT0gL6Hzmhzlcs3LDJMJElM2AiLnS0xWcNJWU6jk7spKlCTu0bXZvL5aOj8nYCbaI0gRaTqauNp8uWykFLTJMfZ33+bf6q5oSIEAzvv7BFqSa1hiZRVi8YRirWNBi+VK15PoWk5FBUhN1ETGa9xehPKtQ0YYB3EIiPJe1Z80lYubbuZujTfQ1zHLQwElhrrVE9g3CoO19spdSAEITBmUpg6RHkrP0sHXd+vca0VeSVjWKUeSFWqa80UVk3cHqRGl7fqI10v5eNJ7aVSydSTFr15qALQBSUUAUUpooBK9JBJA4wLmOrU2ArzRQHpAG8wOoSey3trzRSidfxoASqCDw4ifUbGiaJokcKASiilFAKpZMTuEfrjRSZf1NFAJRRRQBRRRQBRRRQBRRRQBRRRQCk6V7xAhR8tLRQCMi\/mV7DTdFFAFLO6iigEooooAooooBSdKSiigCiiigCiiigCiiigCiiigCiiigCiiigP\/2Q==\" alt=\"SETI@home - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQKkXAuhSiOUiUEjlDpsOfl-uYmAY7V8d0MBw&amp;usqp=CAU\" alt=\"mayo 2009 \u2013 AEA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQKTGfc901tWEvCFUK5TPoHMOoBUO5inZl84g&amp;usqp=CAU\" alt=\"La exploraci\u00f3n SETI gana terreno en las extra\u00f1as se\u00f1ales FRB\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por\u00a0 otra <a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, aconsej\u00f3 que los humanos no buscasen <strong>(<\/strong>como sucede con el proyecto <strong>SETI<\/strong><strong>)<\/strong> mantener <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>contacto<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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 a \u00c1merica y como afect\u00f3 a los indigenas. Realmente Hawking, no aludi\u00f3 m\u00e1s que a una <strong>teor\u00eda del encuentro entre civilizaciones<\/strong> que explica que ante un encuentro entre 2 o m\u00e1s civilizaciones,\u00a0 siempre tiende a perder m\u00e1s, la civilizaci\u00f3n menos evolucionada<em> (la cual, en un encuentro con una civilizaci\u00f3n extraterrestre avanzada, ser\u00eda nuestro caso).\u201d<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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P2loolvNNzPjOk55CHHQL1k97beypH6LuyScLtQ7gG5mAMreKDqIl9g8fM+4Yt0lwD11YHUjI\/hmkxrNzhpeXUcKaEIiA9UKuBvkAAAYwPZTW3s7iR88wMmW9YMMeGMZOrHw\/jRe9ng5VUYrggs+QGO466VBY4A3zXl7eA5t4hpj6FvtY2OPIbfjXRhrWsPdz5T13n2OpuB81DHJynQ+DKGU\/rI2R95rOO2\/0OJIpnsMRyeMJJEbn9An1D7D3enSrtaxlGVVcdNsdQNtvKpqS5KplmUlTudgOm3\/8APbWOpjd99t9PLHXbT5Bu7V4ZGikUo6EqysMMpHgQaSrc\/pe7MJeRNewj6+ENrA6vGmcqfNlAJB8QCN9sYZXlljcbqvbHKZTcFSfZnigs7uK5KlgjZIHUqQVOPbgnFRlSHAOGel3KW+sJr1d4+YUtpUZGXbGlRkZZgM71JdNLRB2hhjvIpmu57iJVuMCSMho+ZHpUesQxOQCRj1fbUB2N4lHa30NxLnQjEtgZO6MNh8adRdjbmWTTEjcszCESTAQ4csqd+NiWUBnVT13IHU4pBOyN6wVlh1K7OqsHjKkoJWY6g2NOIZTq6Hltg7VeVTSZ4H2ohi\/2fzGf+jm8Mu2d5g2kjfvHfel+z\/aSyjjtGmMoltkuI9KqCp5urDls9MNjGOp8hvXpeyl0igsIwTLNFpMsQZWhRZHLZYAJpbOrOOn2l1NrfgNzI7xpExdJViddsrIzMoU77bowz0GNyKszpxWThfaeCM2Govi3guUfu9GlDgad9+opfhXaa0VLeSRpVlhtZbYoqAodQbS+rPTfBGOp8hvWOC9np7rSyIShkWMsNOclkU6ULAvjmITjpqGcZpRuyl3pRxF3X9UloxlSruGYFu4umKQ6mwPq237ppM6cU9a9prZVjuCX50dj6IIdAKs2GUSczV6uG3GM5FV\/i18j2trCkjsYll1IyqERncN3CBls+JOaTv8As9dQIZJYiqhtJOpSR3nQEqCToLI4D40krsTXcHZm6cgLGCSkbga484l0mMEFtmfUulD3mzsDUuVppEUVMXfZyZMFRrUxJJqGABm1S6ZcE\/mo\/wAcfCln7JXSjDRkPrVQuUK4Kzli0mrCFfR5NQPTS2cY3yqBoqabspehWfkHCuEOGQksTGBpUHLjM0W6gj6xT0IpLifZu6tlLzx6FDBcl4+8SFPcw31mAwzpzjO+KCKqf7Boh4hC0mNKNrwfEqMr9+D8KgK7gmZGDqcEbg1rCyZS1nOW42R9RxcSJOrBOVON8dT0Pyzk034dwkRSekcxy7gk6mLFlJXw9gGBt0rOOz3btWRdWzKMEHr0G486tN12vVUEca6mCj1tOwIz1J+OD8cV9KyWf6X0r505S6yi2idlhUySEEAqoBPeG+Mj84hcb7ZOaq1jdpIX5IJIGMsQNITbVqHrZ7xPu91QScRluizyysDkoVCnIUqWwNtj3ce3PltUpwZmROWBglMKM5KBycOwHVyflgerq21j0+EtTLLldJThXHFRC5TWwB73xHqjw8gfH41YOIcQV7ZS3dzpYqcas4Bz3dhgEnffpVb4Jw4czXk8tAVUd0klEO+Bv1Ax\/ltF8S4vlY4I9RY5L4GMsQO6AdzjcfHxpeljnn6fRJnljhpYOFFjlmBzrBC9V0GTHQdcjG5\/jWBdtOEehcQuLUerHIdP6jd5P3WFfRPCIOVFCHbAMYBycZLOwXGfHYbddqxz6c1A4u7AYLQwk+8Lp\/BRXH4q7rq8LNbZ\/S1nOI3DlEkAzlH1aTkEb6GVvHOxG4FI1JdnZYkuUabAQCTOVDjVy2C5Uqwxq076Wx10nGDyutLS9sruYq5RGMLpKhAk+qEZiABAfDJ9XGO+GOSd8sSWknamUoqCONdCTxoRze7HOsysmGcggc98EgsNhnAxT+Hilml7eMuVtpu6gCdEN1BIRy9gBoR+7sOg2p5HNYzcVhMQj5IgbXqjQRmRYJTq5ehFO4U7IuSOgNBFx9s5w\/MMcLMHkcEhwVMsKQsFKuCu0aHI7wK7EAkFLh\/aeSOW8nP+8uoplOnZQ80gYtjwwNWMbg49tWODi3CRu6ox59sWAt0VWCNac10wmRG4juSE1KPrMaN8hrZ8XsDbx8wRc8tIWPo8YSNmjvApKrH34w8lscZbZPVGnDBB8L4tPbFLcQq7x3CTRK6PzI5jo9QKQTq0Rgqcg6RgZ3pZO11yhAKx90RoVZDhljjnh0OM9ClzKD0O4xjFW0cX4fd3Q0IjtJMmdcQDkiW3bm8wj6uJYY5gUyB7DqJFb7TXli1pHHBpMwkyxEarhSGyNYUF+9jGWbbBGnJUAwvePzPbCHlJHE3cDKJMlI5GlEQd2OVV5c\/a3XJIxUlwztJfCBeVbiSG3CHVomkVHjIkWRnLHSVIJC5EY1P3dzU1N2i4dgIiQEDntEstu3Ji1vbFUkVBln0RSKZBk5xuc6qrPC+MQR2Jt5IxKTdLIVPMGIxGVJVkYDVvjDZG\/Sg5j7XziJ4isTBo+XqZSWUejLakqdWxMaLkkHcbYycqJ2ouJJJJEgiLSEyThUkIk+qnjkdwG7oZLiTVp0jcEYqam49w\/ng8m2MZuYGOi3xm2QysVZWHdckxhtGxCgZPeyjc8esJISDFGsnIZQUgRMyPZxKxOgAf8QJCPIdMA0ES\/bO6zqXlqR6ulfU3tyoXJPq+iwgZzsDnOaRve08ksc0fLjRZypfSZiMqwYaUeRlU5HUDIBYAgEilzNbjhQPLT0kzNCGwM8lSs5fzD6nCavFdvCq5QFFFFAA43qycK7TaJBJKmo4wT1B20g6WyM4\/Cq3RWsc7j2ZyxmXdp79p7d1UQ6YtxryxAIVcgMo2Oem4xmpq24xHHGrayJC+lWVvUXvbEbEgMdwfMnYkVi1Kx3LrjDEY6eXXPT4muieKv1jwvhp9G7Q38kzcsSDCqQ2RjXnG+R+djJ8tqR468OgaAGk1gKfHOd9\/jn4Vktt2ouI84I367UpJ2okcjUM+e\/8Ar2V6TxOPKVjyLxsb7YcVE0K85cOijV5HK5yAfDoffWF\/SZxQXXE5pAcquiMH+zRVP7waueIdtrmVdKtoHmOu34VWWOTk9a8uv1MMvTBvodPPH1yFSXZzhYu7lICxQMJGLBS7YjjaQhUG7MdGAB4kVG0vYQSSSKkIYyE5ULnVkb5BHTGM58MZrmdKyX3Z2HXYQRPn0iR4zNpcav6U0SvynIKkLju7dPjTxewSkp\/SJF5jwxorwYfVI9wra15nd2tnKjctrjG2SRGcK4RxFrqFljl5qzroaUHSJRK3rFts643JHXumkJOC8RkJcwzknU+cNvysLqHnpyFGPcKCxHsTD6PrDuWy8uShH1Xo0E4jmAfETd9wCM6iR0pPi\/YqCOU\/Xsis94wRYncJDb+knCyFgrv\/AEbGksD3x5ZMDe8Fv49ZZZSGijnkILMCjLzFZz4kAMd+mlj4E163AeJDKGG4AMhBBDAcwx5bVnbVyySSfzdztQWJfo3DTrFHPI6lpEZ+Ug0OskSAsGl9T64HbLdxgFPWobsx2dSeCa5kLEIlyFRVJGuOzmmVpHDDQAyLjY6iCOlI2XA+Iux0rMh0TP3iyHERHM2JznUoGPEr7NmzcFvoY3bkzomkNJsyjQcgFh4jr8DnoaCVn7MRW\/FbayMhmV54o5cxyRdZgjBSfWUruHU9G+JZcZ7OejW9rcO74n9YFUyo5cMupNLnUCs4wG0nbOACKhGunJUl2JQAISxygG4C\/ZA9leS3DsFVmZgowoJJCjyUHpQXRuwyoWiaUM2pCWRCziMx3sq8sCTDGSO2RwpGfrYwCN889o+xixRT3MfMRIkgIDKMNqS1DZJkLq+u4JxpKjSRnwFOW5cEEOwIKkEE5BQYUj2gdPKunvJGBUyOQTkgsSCdtyM7+qvyHlQIUUUUBRRRQFFFFAUUV7pPlQeUUUUBRRRQFPuCcTa0nWdACVDqQSwysiNGw1KQynSxwQQQd6Y0UFoj7aSLoAiQrHcrcrraR3MyvnLSFssCgVD7EBGDkn3h\/bRoJFkW3hYpEkUevUTGqSM40tnOe+QfPA9oNWooLH+VsnIeDlgB4oY2KvKpLQxNCr7NggxkKyHKnSDgb17F2ymWYzaF3mu5WALjPpiokihlYMuAgwQcg+dVuigtA7ZNpCGFWH9JBLvI8hW4DBlEjNqUDVqx0LZPUnKd32xmljnjdRiZtXdeRdLctYjsGw6lUXutnp781uigKKKKAooqa4fw5FjM0x0oNumSx+yo8TQQwQ+RoIIqcbjcC7R24I83Y5PwXp8zSkFxb3R5ZTlOdl3yjHyzjKn51RXqKcX1sY3Kmm9QFKQRFzgUnUv2YAM66umoUDr0KC2AM7EuQDy0GWwftZ2X470meM2\/QWxx\/ab\/AOConiDMZpC\/ra2z78mm9UWIWtvc55JIff6twAxxv3SNm\/H2VB3EBRtJpONypDKcEEEEdQRuDU52lAbRLgAuiOQPNlBP3mggqKKKgKKKd8ItBNcQwsdIkljQt5B3Ck\/DNA0oq3WfZCOY6o7hWiPKKkBgwDytGdWpQNuVKB0ydHTVprhewkxGebH6pbYSE4UhTgBdySe4PzxuuaCqUUte2xileJiCUdkJU5UlSQSD4jakaAooooCiiig9TqPfU52gB5Nvj1cP+1kZ+7TUFVjhVrm05Cburhwvi2AQQPbvn24qit13EhZgqgliQAB1JJ2A9tcsMHB2NS\/Zi3fnLOO6kRDM3ht0XfxPT5moFe1hHOPnnf343qDp5xWfXKT7aZ0BTnh8umQH202r1Ac7UEx2rXM\/N0gLIiMCOjEKAxPt1A59\/tqFq3cFt2u4WtWUaiMxsR6jjfr4A4wfYaqNA\/4Twxrhtu6i7u56KP4k+A\/zpx2gu1dwqbKoCqPJVGB9wqd7R2L2qi1jUhU6n7b+LH\/XQAVTpVIO9Uc0UUVAU74RaCe4hhJIEksaEjqA7hcj2700rqNypDKSCCCCDggjcEEdDQXWT6P2ZQI5cu8xEeoNoa3bIilYoraS5B67DK75NM4Ozci27ZuRgpraBDIB\/wAG92pcldBYKi7b+WRUBDxa4TGieVcAAaZHGABgAYPQDwpNb+UAqJZAGADAM2GAQoARncBSV9xIoJ5OyhjvRaTSIw5dy5aN9K5t1nBXmSqAvft2UsQRjfenF92EkSR1FxbqimUgyyaHEaTmAPIuDp1NgDr18Kq73chbUZHLYYZLEnD6tQznodbZ89R86XXjFyMYnmGNWMSPtq9bG+2c7+dAcW4Y1s6ozI2pFdWQkoyt9liAGwQQSMjIIzkGmVK3N08pDSOzkAAFmLEAdACfD2UlQFFFFB0iZOBVj4Vw3lFXeVIvEa2CkjzA6mo3s\/BrmUe0fjSPG5i9xKT9tgPYqnAHyAqh32tuYZbpngOpSFy2CAzhQGYA+Z+e5qbSGF7KGK3mTUV1SIWCuZT63dOM4xgY8AKpdFQOr6zaJsN1ptU\/xpQ1tA\/nEoPvUlf4VAUBU1wWBRG87jIRc46ZOQAM+0kVC1YYFxw+Y+ZjHv74P8Puqhs3ae40lUKxAgg8tQDg7escsPgahqKKgkYuO3KjAmcjyY6h8mzT7iiLNAlwoAJyGA6B1649+x+NQFWGxX\/w9v7Zv8CVRX6KKKgKK1W5+je3ckoZY\/ZqVgP2hn76bT\/Rav5k7j9ZAf4ipsZnRV4uvo0nX1Jo2\/WDr\/A1Gz9g75ekav8AqyJ+DEGm4ulZoqdbsdfjf0d\/gVP3A01k7O3i9baf4RufwFNppGUU\/HBLonAtp8\/2T\/ypFuHTDOYpBjrlG29+21UNqKKAKCw9lRoLTnpGrP8AsjIHxOBUMLORomuNJ5ayKhbw1ursB78Ix+FTE55NhjxlcL7dK94\/fo+dWO8iW27O8lgA8s0cp89ber7vq1+81RndFFTXY\/hAvbxbU9ZEnCb4+sEEjR59msLUDi4XVw+E+XMX98t\/1VXqsHBu\/ZzR\/YdW\/aBU\/wCAVAMMGgEGSBU\/xo8u0hi8XYufco0j\/E3yqL4TbmSVQPOpqaz9O4nHaKe7rSHI\/NVfXbfy77fCqK5PCyHDAglVbB+y6h1PuKsD8aTq1fSjNG\/F7nlYCK0cYA6DlRJFj4FCPhVVqB7wvhclyZBGAeXDJM2fBI11MffUpwCQSW80HiMSD3eq3\/T99TH0N3aJxPlyerPBNCfLvKGwfeEI+NQ\/C7U23EWtmO4aWE+GThlHzIU0EDIuCRXNOuJx6ZGHtprQbuNS76iPicU4W4k+1kfA\/j1qIWVh5ffvXSzHrmvJdJc3D+ef7org3u2CR8qY8zO4O\/srvmHG4z7apo6S4U\/Z9+\/8KNQ+1\/r500DDr0x513zfEgVA7Rz5\/Ak120j9c4+LfxpKOTbPq5\/118a8Mo8T91UduiuO8I2HiGVWz78jemTcDs2O9nBv9lAv4YxTkSKT4fGlbcqWG3j5n+VBRe3VjD\/tSxso41WIiEFRncyzENk58VC0++mm0igjt0jLZeSViCQRhQoGMDb1jT6ODn9pndt1tYUb2Z5KAfvS5\/u1X\/psuNV5AvgtuD8Wkkz\/AIRWxndT3YGcx8VsmBx\/SoB8GkVTn2YNM+F8GkuIrmZOltEsjbdQZEjwPLGot7lNM7ScxyJIOqMrDHXKkH+FVF\/4lwRoePXVjGuedzCgyAuHT0hcE4G3q1BXPYbiGs4tmxn7Sf8AdWkfSsPR76y4wo2SRY5f1QSw+aGQfAVY79MSYHTPwwaloyCy4Bc2EUl3PCUCDuklSC7bKO6T4n7jS\/0aWrK73elmOeWhwTud3OfPGBn9I1YvpKL3dzacHg9ZiJH8gWBAJ\/VQOx9jCrzZpHYWpjhYrHbQu2TjvFELFmx1YnJ+NNq+d+Oy67qd+uqaU\/NyaY16xycnrTh7CQQrcFTy3d41bwLIqMw+Ui\/f5VUPuyNxyr+2fynj+RcA\/casH0iqIeLib7XJlPvGFP3pmqXE5Vgy9QQR7wdq1X6euEhJLe5RcBleJsZwGVta9T462\/ZoKD2qh03DD9I1DVsnGuwlrchJxLIpkjR+qEd5Ac4Iz4+dQD\/RgM7XR\/8AJJ+8PU5RdLGIiPZ8q8KNjGAfhQZ2x0Fd8OV5pkhXALsqjPQZOMn2DrWAiBjYgj40osuPGrPaurZW3FuEDFMzxSSySYx3mYIyqDn1RjFRfG7RNLSqqo0cxhlRCTGHGoh487hTpbY9CKaEakpz0B+78K857A\/51wo9v3YpUIcfm49uM\/DegDM32fjtSiyEjof4UkbfxB3Hl1pLSB4\/jUDzPsH3fwpzYuS4Ht8BUXqJ6b0pbSFWBO2\/jQKdnblDxTii76yY9J81i7jAe3LR\/dVM+mI\/06L\/AOWj\/wDUlrQLSRYzKQysskjSKNI1xvJjmgSeKMVU49njtWffS8c3cJz1tk\/9WWtzuLL9EPDVbh14HH\/F6oAf0VjIyP70h\/ZrInQqSpGCCQR5EVufZwLa2NpEMhuUrn9aQ8w7f3sfCss+kGwEHEZ1X1XYSD\/6oD4+BYj4VZfUbD2jh9M4XJF1LWySqPHWiCQfPGPjXvAL5JuHwXsjYVIAZG36wgo+3vQ+\/PtpS1H1ccYOM26L8DCB1qldjo5bzs7d2aHDiYcvJADD6uQx6jsMlT12ywztUD76OpDcSXnF3AMskhiReuhcKxA8+7y1G3RT51K9qb4rwy8cjBMYX\/zHWP8A6qZ9nLA2nDooHQrIS7yDIzqLEDcHHqqnypHtgf8Awi538YRv\/bIan1GN1r\/bPggh7N20QGHt3jlfzzNqDj4NIg\/uVnPY7hnpV9BCRlS4Zx4aE77A+8KR8a2fjrek213FpOXhkK+RZQWX71FatRgtpGXkRB1ZlA95IFbt9MSc7hspOPqpo3Hxbl\/\/ALKxXsyub22HncQj5yLWzdvr4R8OuywB1hYwPazjf4AE\/ClDvhsoNhZ5\/wDhYPuiUfwrpUHgajuB3Abh1m2dhCq5H6GUP+GuxL5HP3fdWKpA2YxkffvXVijwSxzLgmN1bHTOk5x8RkVFrKR0JHuP8qecOu1SVXlBkUZyhPXukDqPPB+FVPVarEtGhW20Sx8xpFzcNBJHqC9yZBIucaQM7g7nxqL49xBdBj1q7yTNNK0X+7U97TEj47+NbEt7QN8U1veKQOGAt1AJcoc+oWijTIAGD3oy2\/TVtg0cT4nbupEVsI8oykjTneSJwcBfDlsM\/p0VFPcHGnUQKTWXbrXIo0jy+IqBVZPHJFKrcfH\/AF501UeWa9Z9\/wDX40DsMW\/OpW3lANRwl8q61GglBIhYbDr08aoX0kvz+JiBcAqkMQJ6ZYa\/lmTHwq2247wOfGqv2yttPGon8JWtnH7qH70NXEaPeW6q6R59RVTPnoULnHwrLPpTfPE5B9lIR\/8AaQ\/xrS76bFwckdf41nH0hWTScXKLuZuRp9uqNEH3iriNQNzoWE4\/5UX+BaQW7SNBHCiRKCSFjVVXJ6nSvjSnF9AYL9kBRvg4UY\/hUeWU+P8AD7xWQ8S4B6n49c1H9vIgOETkY9aHp\/aLXbMvhq+Ypr2p73CrpRk4EZHuWaMn7s1YKv8AQ7j06UnwtpMe\/XGPwJrS+FOOeB5tg5rKforlxfkfaglHuwA\/\/TWicNb68d49fEVciMj4Cgj4lAp2CXUQOfDTMo3+VbP2ptlmgmgVFkkIPLEhwiuQU1581V2YA+IFYj2gGm8uANtM8uMeyRq2bi8jlg2D3lVj7yATShtBZra20NqrhuWuCd8MzMXYgeWpjRGhpAqT0\/zrgq3t+RrNU1Sc56ZOPAf5V4bk+IFE\/VfcPvryRsMQOgNVl2XGOmK8Le3akZvVB9tKWahg2fAZHzFQKB1Hic+7NcpJjoxH8abzUi7HNRUiMHfV+NctjzzSMNcKdzVD1YMjOT8qFj8dzSRc7bmu5G3NAqFAG6759tR3bSNTd8LYgAmQKf1VmjI+HfapKzck4J2zVa+lpitxbBSRiDIx1B5r7g\/AfKriLvxGf68jSvXyANQvEbcTdoLbOPq7dZPiiyOuPbnT8qmeNb3HxqoceuXXtBb6TjDWqf3XChh8Q7D41YLLeSanOd9\/jSGceOKdcShXmNt4mm0qDas6HQm93yx+FP7aJLiKa36GWJ0H6zKQDv7cVGqgp9wlyJl94pBSvokts3NxI22iAjfwLuo\/AN86vdnAOaCHU7+ORVZ7F93iHFEXZQ0mw\/RnIH41NWbHmD31aM+49wnmcbkth\/zLrG3gJGDE\/AMTWncWOqU4IxnaqrAv\/tQffIfiLNj+NTt8x1Nv41ciOGLee\/srzW3iWpOlEmYbZ+eD+NZH\/9k=\" alt=\"Si el universo est\u00e1 lleno de extraterrestres... \u00bfd\u00f3nde est\u00e1 todo el mundo?.  Setenta y cinco soluciones a la paradoja de Fermi y el problema de la vida  extraterrestre - Akal\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcStldqd7Cm32B-5JxATgUSfO5pJ2wVkPNZpKg&amp;usqp=CAU\" alt=\"En busca de signos de tecnolog\u00eda alien\u00edgena | OpenMind\" \/><\/p>\n<p style=\"text-align: justify;\">Ni afirmar ni negarlo podemos. Las distancias que nos separan (al menos para nosotros) es el muro infranqueable que impide ese contacto. Si otras Civilizaciones surgieron antes y han tenido m\u00e1s Tiempo para desarrollar tecnolog\u00edas m\u00e1s avanzadas&#8230; \u00a1Ser\u00e1n ellos los que puedan encontrarnos a nosotros!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Historia del tiempo - Stephen Hawking\" \/><img decoding=\"async\" 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\" alt=\"RevistaNatGeo on Twitter: &quot;Entre sus obras se encuentran \u201cLa estructura a gran  escala del espacio-tiempo\u201d con G. F. R. Ellis, \u201cRelatividad general:  Revisi\u00f3n en el Centenario de Einstein\u201d con W. Israel, y \u201d\" \/><img decoding=\"async\" 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UgaCCCRGonekr6FfDuDJGunQHoPLrAqKYfL8qT+en1+VOUaTI06ayd9R6fvTZ+jUANOmKAMUlNBLbMGrCGqyHQ6AfWw+ulTKw0jt1Gx8q6Y1jJZtCtzhiogzuqvMrlIPlrWLh31E6jt5eRrTt3lMiIk6AbD8da9HXcee2y7F8IrHQU8cGJBIGwnXqPLzq1ZbMQPvbA9zsJrtPZK9K3EKKSRJVh2MiOkf0q8luGHaRz47cs+trza5w4jpr2qu2EYax5bda9O4rjywzXsMo10jwneOm9c1icLYceBmTX4X1H4jp61cZcpu46\/drLKS6mU+\/hyLYfyqG\/ZgkHp5z+ldoeBBTFxwsqSPvSYkDTua57EYYg7fLyq3ilx3DHmva434MZgdqiYVo3bJE6VW5NebLjsenHOKsU01My0rlsqYI1rlp02hpa9acasMyBf5yy6kgjI09P5tBv5+VJC1WFNmnrGsg+X9f+KaDUUQ0dPxn+tKhPrQoCRRA\/Gi\/qPkP+Kadtvrzoh90AHw6r0JEdp02pk0p0pEUUZopO\/b+ooUvqaB0nv5\/M\/X5Uge9NFIn6+dVFpHq5ZxGo1n+nrWYpP51Kr11w5NOeWG3RJfzGREzsP2HatbhmPIMZiJ06j9K5CxfjY9a1sJjgfiHTQj9+9erjzl8PHzcd957vRL924bIuIQcsZp8QIHlH9N6zMTjjcKlrVorBHhXKfmR1rP4Vxq5aI1BXsYiD0roE4YtxebZykfetz4gB2HX1rWHTC+r7Vxz\/M5J6fh7wzArZI5jPG\/hYAjfaAQSYqb\/AC\/C3wAoUGP\/AM6RsQD+tRHDKFDL4knUfeHqOnrV3CYB7pAVLZ0EHKo\/MAa10y4Mb6plXHj\/ABOWN69N\/wDXPcR9jX1NplcAfd\/oPlXK43hLWzDKVPYiN69YvYS9Y0MA9jPy8W4qiGss2TELr\/r1\/A9fWuNmcm76p9Pd65yYWzGem\/X2eRX8Kdaqvb7616rxj2MzKXw8uN8uk\/h1+VcPxDhjIcrKVPYiDXPrhyeca7Tkyxusv793OXUj\/iojWq+BJmNx06+vyqldt1wz47HoxzlQusEQQZAPX8KV2yViY1EjroevlRigQOlc2zDSpM3alUUc1IdqbFKgNEnT\/jr50Qxgx1EH8f8AimE0D85+vSkzeQ+j9fjTSKTVQQ1I96QOlIgdJOnpr\/eoCTT3YQN82szt0iOveaZRtgnWDoJMawJ+t6qJRIAOmvmJ08unSp7dzaqS\/WlODn861jnpm47a+HxNbPD+JvbIZGIPrXLLc08\/rarNvEkV6sOWe1ebPi+MemYHjlq6AHm1d\/nHwn\/cv9K6LD8U5WXMAAPvp8J8\/KvIMNjfSui4R7Rvb6yOx1Edq6\/D0\/p\/Dz3Gy7v6\/wAz+16TjscL0FbgbTcGGBNZF27Ai5bRusHQHof9vQ1m2\/dMTGRuQ3XWVJ9Oh9KOP4ViraTm5ia6jxAj66U4+XjmsbdX5Xx+7PLwcuW85N\/WeZ+l8r\/DrzAF7IKhTDANmAP6j9KfijZxqlLgVLgGj9yOh8v0rEwPHBaEXEJ02Ea6TqPwrOXirG4bggZjJUbenlWc\/wAP2yuU8fKtcXPOPCS+fnNf3TO41wV7LFWX0PQ\/OucxVmDXrGDvrfTlXF6aMZn8964XjXDTbuMjCCD\/AGjuKzMu+8cp5jvNSTLG+L+30cnctGoW00rUvWNe1UnSvPnhp6Mc9qrL\/f6+VKpMk0q5OiId\/r8KJFBG16fOgtRSmnL3pp2ox8\/SgK0g\/SgDp9GkTQKKJHWgaR9ZoHN9Ghm7ddNOvrSihQCnFtIp1u2WmOgJ6bDU+tNNVBD1KTGmnyqFh8\/OjOlJSxbtGrFm\/FW+FYMXLbHSVE1lXiRNeqy4YzL5vNMsc8rj8mrZxhHWtrB+0N5IAuMR2n8q4\/mmrFm4ToJPpvNJyTLxYvS4+ZXf2faS25HNsqdgToCe5rSwlvh5J1YSJB+8N5G5+orzW3iSDUtvGnaYJ84FS4T\/ABys+5MrL6sZf9x6nf4lh7KwrTGy5fFMbz22rlvajHi6UbScsHT9e9c22MgkEz03n8+1NuYwHf00rWHHjhd73Uz5MstzWomLZhl210011\/X0rMu2gCZkfWlXbV22IYsZBBiPx1mo+JXFdma2CF7EzHz61L5vgk15ZZFKnsDRrlY7bUI6UhO9OLU60VkZpyzrG8eX\/NcdNmDzqbCYR7txbdtS7sYVRuT0AqE1Pg8S1m4LigZlmJB6gqdPmaKD4K4IJRgDl1jTxqHUTtJUgx50\/EYC7bLB7TqVOVpU6MBmgmI+Hxemu1dDxDH8QuWS1yzKsquXCGSoS006NEsLSXTpmgM2ik1ct8fx62+bdwwazPMZoK5luNnyMSSCrDUrE8tjsDmqDljwu+U5vKcqXZZjUsolvD8RjqYjQ9qifAXAT9m3UyAWEL8RBGhC9T0rq+GYniaJlWxnDNzCXUnMXDN4jnAMyWynyJG1T2eKcUDcwYeGZSJyXCTobijIG0YAbZYIdc4OYGiOOt8PuuVi05DEBTlMEsYAB219aNrht1mCC22YhiARAIQEsZMCFgyZjSuo4XisfBRUtkWQlpleYC3ktqjaNqpFm2cy9Xn7wh2PvcSutaxDYdcwa6AArFvtQqPmDMTAzhRrCkEGCCKK5X3O8oabVwAaNKHw6TqSNNNfSh7hdmOVcmQsZGnMRmy7bxrHauwxHG+Im6ljJbS46MyIqsdkdNixkwrQNZ8O4qPF8X4hbVlfDplJUFct0ledaU5PjzqSGWTMyQuaABV2OPSy7LmCMVB1YKSoMTqY7a1JZwl0stsI2Z\/hBWC06aT00320PausweL4gq3VbCi5zGeWOgHNAe5OVgChUg5tIzL4oIFOxWO4m123fbDjMiXAFgiQ1pA+a3nzg8s24jKT5602OfwTXEOQIxYqpygEkqyhwYE6FSD86rvhbrGVt3CSAYCMdGMA6DUHoRvXQ4nE4uzdbFXcMC7W8rMGeNQltSwVplcqAgEa3Fk+ICprnFOJXWZHtoWVVLqZXOGS5anRwIIuNOUqBl6QRW7yWzVYmEl3HGM0dfxqS1fC69ZBGojTeR1ra4Pxa5bxN+5cdbdy4GD57RYZjeRyCv3YIJM\/ykRrV2xxtVyjn4bwLCqcLKGSASdPiyqNfX1rO9XbWnMNiJJOmp6R+nanG8O9dLf45m+y52FyjI2cYaDmUyQCBOmUSZEyI8qy48LmCYqzlaS32DQDCLoCuxiR6Gd4q9qnWMNb3nTluedbKcRQ5Sb2HHhDEmyxIuNq4iIkFQJHcedOPFVGvNwxIIA\/7c6gkTOmkT+AI7Ve51YvMHU07m9K2rHEUXN9thgQxA+wfYqDmEDvmWD66zWHxC7muOZUy3xICqmNAQDqJGuutO9TrAumIPcevWlVYv50qXJZia529Kcqk6CSf6UAtSWr5UMojxCCSBPfQnYyNxWZpUR0Pf8ATSty37K4ljlHLzaCDdSQYLFSJ0KqCxHQVhj51cXi+IGgxF4QANLj7L8I32BmO1RXR2+GcS5ZQMuUnIVJthhA906jMoyqyzp4QxO+st\/A8S5KJzUNt7Eb2hFlSEnMRJQJyiTMw67wYxuAJisXeFq3iLgYy0m5c6HNOh3zGfUk1v4XgXEAy\/8AeQxdcgd7rI7FXuzqpBEI5mDqKgj4geJWV5udURAuYW1TJOlidQRcJBtyW1OYaQkh44dxVMzJdBZWYMBy8wy2rQWdCAzWgkCfu7yaN72Zx99mDYolXOZgxuqJZReg24ADRlOSNInpS4FwTFYgZnxt5RnNuVe6wAzFX8W33Zy7kQTAIoKF7A8StOXBAc3Ldvw8seI2slsBcoCLy7mUaAansYvW7XFCucXrYCnMrDkgFWy3i+YLIVjkYz8ROo3on2cxNwScXdym0L6lnuEZggylnICZgVjeVUKdegu8M4hhLiXBigzveWyC5dgGuLAZg4I20kAx+VBDiOCcSe6hJRrkAD+EGUXVfQhR8JPMUdJnboU4fxLl2UVwbbLauW\/4YJK21ZIkZjGTLAnW2SQAZJ4nwTG2jbuDGPN17VsEvctsGuLmAYfcCsW8O4BmNTDrHs7jYWMY6LoFzHE28oJKqApUEHwkEDYFDswoKyY3iNwWYNs8\/OFOW0TcUIqurqVIyKttZWIkAwTFXr2F4tal+cviku55emW2ocliPuoiSV1MSJM0G9k7x5At4oKEVRbJDKQ1wyxGRdPFIzEkxl7aR2+FY23bOLGMm2vjBZrjhg9kuGysNWKyNRoevYG4vh3FGBR2QDxafYqJR0JClVG7Cy0LoYE6gw7FYXitt7mINxcwtuGYC2cyWy0wuXUGSw8Ox1jSse9ir1yzdv3cVfFxLmU2yWHjuGRGsKIS7mECDbQAa+Hb\/wCmuI58nvTx4iWz3iuptlpHTMbhMNE5WzRBgOY4bjX5ly6boRnksxt8zMWcE6AQNYPTWI6VpWsYgFpFxSgL191zGASs6jUZQpI7gzOtU+Gu9rEXs1zI6E5myc0FlvLMiNpEzpqBV6xxBiAPfJJKwBhy2rZpA8OuoAnfXTrQRtxLQD3tCpME+7TsdN17QYmorWLB5Y94UfZuDNjQKjqyx4fFmyK3WCpHWKnfFlQUGMYIMoIOHIgEganLvGoPWnJj2VwBizImVOHJ+8xGgUEDYx59NqCP\/MsyuBiVLdIwwhpQDYLoSfBPl2imri\/Dka+iKqACcPMgWx1YSSfGBO5UxEip1xLjMwxsgAEMuHmVDMxjSQFOvbUDTaiuIKqq++nQyRyDIyjKSRlJ\/lGvUTvsEOM4mM\/MXFKSD4Zw4nxsCxPhAJET8oFY2PfM5IYONAGVMgMKB8MCIAjz361utjRGZcYcwDSTY0ykgiCVESQBPoB2rG4u83nPM5hkAuVyEkKAfDAywZGo6VUUzQpTHalRTalt2pZAdmIHQaTl+W3WmKdxA112E6a6HpUmGbxIJ+8PT4u\/zNELGWwlx1BMK7AazoCRW5w3gdi5aDvirSHlu2Um0IYMwVDNwOTpPwgQwieuRxJRzroERzGA9Mx7VVNFdb\/03gmLxjk6x\/CUKRfFvNBuksuQXHiZylSJ6xYz2Zwq8wpjbRyrcZBNs5ioUqoIuE6yV1EkoYkGsTh+HF67atFlQMQpbRdJk69WjQecCt44TBG21u5cto4QiSXN73gMQM5UNaNmMoOXWIjUORKgW+C4c2VvNjbfNVM2VzbYHLZtlLeXOSApzWyDqY0XTVYH2Ww9y2t1sXbUQpcfZwpZQ8MebIElrcRmlD4YpnEbHDUe3yrj3Uy3s0ypJFs8qDkkHOQBII0BIGsvxHC+H5Xa1iLrZbdxzqAJVkFpdbQ1Ysw8spOxmin2vZvBEmcbbMMoibS\/EpJIm6AVXMskkE5GG5FUrHAMOzonvtuChLMQgUMFttGtz4TnKyYM220GpDvceHclTz7pum3JXQAXOXMRyzKi5KxIkQZo+5cPZLbG8yuWsh1XMQF5dvnNBQnMG5hmSNNBQWW9mMHGb\/MLQkTlHLYg5gsGbg8yfy70Lnslh1jPjkUMRlJW3qrXzaDAc2YWM7HtMTBIGAwPCnHjxF+38MiQ29tSxnkjZ2ZIjXITtURwvDTYZubdW6qkqpOaSbSMFP2YEC6WXSJ1OkTQMt+zmHLXV99tDI9sKTy\/GHy5iPHuskdtNSNYbiuA4YPaVcYhzsgcxbi2Hz9RdIYrk8WoHjWCQZM3uXDTh5N9xeFssIk5nNpTlYG2AIuSMoJMEnN2mwOA4XFo3MRdkojOpkDNpnXS2TE5l0M6A7GQCw3s3g4DNjU8QUhZtKRmcAq32hIKrJbbUjLMGorvsxhslwjG2sycyJaz9pkRWTLF0wHOYCdddRprLhODYG5ibVq1iHKtbliWVIcRoG5emmcxDfDvrIjOB4YFuMb90lZyqGEvFoEa8nwzckTqIHzoMvg5bO2VzbKpBNtOZIzKp2nTWZ2MDuK0\/eG2OLu5YkH3c7h+YCB5sSR5xWfw20ov3RbuXci5srW1l2UOMhIMbnIdpmNK0zc2m9jSJBHg6ERAPQx+u29ALmLJRwuKvlZOT7A6wNMx+QEiD+FFse0j\/ur4nccnWMpAYCB4QwiPXzNA32AAS\/jNRrmtk65hEddwNeu3U00u+YZbuMBJ8UoSQIMncbNA1jQjtQNfGMI\/7q7Ikn7D4R1aI23PkFNTNjLihf8Au7xAMtFkgZSVBkx0UudZ\/OlaQkEtfxYnQxbJEEddfOO+o8wGvfZv\/Ni2TKSYUD4vhIgfCSD\/APnTQUERukq4bE3WHLIgWDLJ92SRoCWB+e+tZHFb2e87Zy+0swyliFAPhgRBER5Vti42pW9iycoCwmsnMdRJ02I2+LesHiZHNeC7ajxOPGTAmR01mB2iqIrYOsa+lKo3boem1CrtNJDcGULlAYEnNqSQekbafvSw3xp\/uXrl6jr09ajnvNTYMgXFJ\/mG3edN\/OKh7HcTnnXf97df9R086rk9Yq1xX+Pe\/wDdfb\/eaq0Uab5USelBaB002KI+jG1JvWgU7SaTUlGu1CJ843oCj7ilHShFKgsYc2+YucE2wwzgaMVBGYDpJE9a6ZsZwvIoay7MpUErzEUjm5myqbhb4ZBLNOoiOnJRSNB2djjPDVtovu29pg8JJzs6mVZ3J0HMUE7AgVU9+4ehzJbOYXBHgYgISk6XHddE5o1UnOVYQBFcvUrlSGb4TIhRqIO\/iJnTT1n8WkX+FnmXbjfaLILZcMII8akqqz8I3A\/0jtWlhUY5Qw4hOw3jVjlMkiJQqOg31G9Y\/Bx45i+YE\/YfFv1jYRP41ssdgF4hlKgqoMkEMQfloIkd9BpUUy2pjRsedCdohBmbqd8qk6GDBHpJnI68SkjqJOsxrMrqJ84qNmaCETHAsYUyZLKjSp6kQQcu\/wAVK6viULbx51XS4SAT4huNjIMGYGU70AtXLhUAHiBHizEAnUNlUb6QA8+cdtBfQqoK\/wCYKIEaeEIGIA0bQCTA8\/xkZsqOCmNTxs0hjoAkNO\/3ixnrO\/Wg9vR2y8QC5zADfCuWRmkE7zrtAHWgGSFBU8QAJBOVcqwIUbGJCgfgB6YWPEO08zcfxBD7fe+torc5QYAZeIQR4idQZBM9hJ07QKx+JiLjiLm4\/i63Nhudv+IpBSalRI8qVUPJ0o4c+JY6MP1FNuqRofI7g7iRtStNDKexB08jSifin8a70PMaR55jVYGrGOxHMuO\/8zE6xOpMemkVDcWDlJGhI01G\/fr6igEaf2ofnSApTO9Ao\/ClH12pAUSp1qAEUhTsnU\/rP19dqbVDqSa6Dcnrt+J+WtIDf6+ulBRJ9aAsCCR8jsfLeg1PAEGdNB6k+Wm3\/FMgUQlFEj66UkiR\/f8AXzpsUVpcDBLP4bp8H\/iJVpkQT5ROlazKdAlrGBiDlm5MaMpHYSQex006GsHA4gW2JYOZEeG4bfUEyQDO21aI4xZ\/\/g47H3h9zIJ+Hz8qguX7DmWWzjJ1Kk3JIZkhY6sToNNYH4S2Uc6C3iyc0ZhdHQlRqD0Ic7x101JyF4mn8lz4pH25+GUOU+HXRXH\/ANnlTxxa1mzci4NxHvDayNz4e8n8KDTKBwJt4rK43a+omVZpOYgfCj\/hTLmHeV+xxkffXOTnGWImdJgCOwqgnFLMIGsOctsLpeYAkDKWiPDIJ2mNBTTjbaIQ9l2ZiDm57AECQVgDbWNTIyjzFUaNlXj+FjDGYyLjCQHaCRPQaaefeaw+JRzG8NwaKQLhBbVVMkxqD08iKuf5tZAhbNwazpiGncz93zrMxLhmkBtgNTmOigEz5kEx0mOlBExFKn6f3oUDTVniJslhyA4X\/XEzJ7E9I\/CoGJ379fzppFBo4VsORN7m5ideWEAgiBEnXodhuZ87uGXh0xcON6RkFjfNruf5dvOsI0m8qCXFMhb7MMFgaMZMxr+cn60iE6GgN6J2j6G+lAvKkRr2j50Ipa60CUxr1pCiRS86BZenWkI+tqRojz1E0CKn9vnRy6STM9J10jp09fWkx1Oka7dvLWgT1oEmp29B38qUflSJ\/t9GgKBL9f2pCjNIevy\/r2oEzT+Q9ABAoE\/XeKceggDt8+560FGumnmZFAPMfXlQpwQkgdTEf32oA0BY02RT7bROgMiNenmPPT86NsMfhB01MdB3PagezllVQg8M6geIz\/MevlSqA0q1tNP\/2Q==\" alt=\"La singularidad-de-stephen-hawking\" \/><\/p>\n<p style=\"text-align: justify;\">\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 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> con W. Israel, y 300 A\u00f1os de Gravedad, con W. Israel. Stephen Hawking ha publicado tres <label>libros<\/label> de divulgaci\u00f3n: su \u00e9xito de ventas Breve historia del tiempo (Historia del tiempo: del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a> a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>), Agujeros negros y peque\u00f1os universos y otros ensayos, en 2001 El universo en una c\u00e1scara de nuez, en 2005 Brev\u00edsima historia del tiempo, una versi\u00f3n de su libro hom\u00f3nimo adaptada <a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> un p\u00fablico m\u00e1s amplio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.gifmania.com\/Gif-Animados-Espacio\/Imagenes-Astronomia\/Agujeros-Negros\/Agujero-Negro-Azul-84959.gif\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTVmY75iCbKvbj1iP6TCZje-nbbfYa9Y72Yvw&amp;usqp=CAU\" alt=\"Qu\u00e9 es un agujero negro? Definici\u00f3n, caracter\u00edsticas y propiedades - Como  Funciona Que\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;A pesar de la importancia de la termodin\u00e1mica de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, no exist\u00edan resultados experimentales que sirvieran de gu\u00eda (en ese campo). El problema es que la radiaci\u00f3n de Hawking que emana de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> real debe de ser incre\u00edblemente d\u00e9bil&#8221;, se\u00f1ala el estudio publicado en la revista Nature Physics.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">La\u00a0<strong>comprobaci\u00f3n de la teor\u00eda de Hawking fue realizada por Jeff Steinhauer<\/strong>\u00a0y su grupo en el Instituto Tecnol\u00f3gico Israel\u00ed, ubicado en la ciudad de Haifa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSYgN-qJhGG2wLZUece9UEJzaX_gbwSySBxfA&amp;usqp=CAU\" alt=\"Stephen Hawking, el f\u00edsico que nos acerc\u00f3 al universo - GrupoAristeo.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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, fue 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSH-7GU92fy5m42Xinr3WHXwb2ujAnl1qSCMg&amp;usqp=CAU\" alt=\"Roger Penrose y la teor\u00eda de la mente. - LOFF.IT\" \/><img decoding=\"async\" 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alt=\"Werner ISRAEL | University of Victoria, Victoria | UVIC | Department of  Physics and Astronomy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Yakov Zeldovich - Wikidata\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0Roger Penrose, Werner Israel\u00a0 y Yakog Borisovich Zel\u00b4dovich, tres eminentes expertos en Agujeros Negros<\/p>\n<p style=\"text-align: justify;\">\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 <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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<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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20180331174141_420.jpg\" alt=\"Miles de personas se despiden en Cambridge de los restos mortales de  Stephen Hawking\" \/><\/p>\n<p style=\"text-align: justify;\">\n<div>\n<div>\n<div>Europa Press<\/div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><a title=\"Miles de personas se despiden en Cambridge de los restos mortales de  Stephen Hawking\" href=\"https:\/\/m.europapress.es\/internacional\/noticia-miles-personas-despiden-cambridge-restos-mortales-stephen-hawking-20180331174141.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCLiI2t_K9usCFQAAAAAdAAAAABAD\">Miles de personas se despiden en Cambridge de los restos mo<\/a>rtales<\/div>\n<p style=\"text-align: justify;\">\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 <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>iniciar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la investigaci\u00f3n en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general y cosmolog\u00eda; unas \u00e1reas dif\u00edciles <a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/08\/Physicist_Stephen_Hawking_in_Zero_Gravity_NASA.jpg\/800px-Physicist_Stephen_Hawking_in_Zero_Gravity_NASA.jpg\" alt=\"\" border=\"0\" \/><\/div>\n<p style=\"text-align: justify;\">\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:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cAunque hab\u00eda una <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>nube<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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cXAG442GqydSw4Zh0MEc\/hHh1TE5krWkRBrXtvx36ICPt6IaktDfDKcVJZ1gpifHLbX9vqTXs70dzVET5pqiKliY8xZ5jvlacrmgX4HRWDUf8AVrPRf+w5MbMbw2oiqMMrpXwZK2okimaLtuZXmzhw3oCB7X7LVGHzdVMWuDm545GeS9h4hK8Y2HqKejpqwva6Oot5IP0d92YnmlXSVhlbTSxR1FV4RH1QNPJw6nTQDhaw5q2aWCOpwikoXgZ56YvhJ+tiIcB3oCt4uimoNUaY1cTS2nbUF5a7LkcbW7xvSCr2B8aJlNiFPVSSyBjY4ibjQkvJ4NA3q5XRf9rTte7KPkxgcd+Xx3Am3FV\/sPg+HQYrR+B1\/hJc6UPGTLlaIzY9t0Ay4v0WzRQyyRVkFQ+AXmijJzsFrnvstlH0VvfDTyOxGnjNS0OjY+7SSbeKDxOoTph2z08r8SlpcTELw+p66AMJcYmyOtmN7WKlEmzUNZDg4fViJ0cIe2OxLpA0Nc7Kb6EWQFZYX0c1klVPTvcyIU4vLK8+I1p1aQeN0Y70eVUBgMUjKmOpcGRSRHxS8\/ynluOvYrBr8abVU2OysaWtDWRAHRx6sFpJHDW+ibaDFhSYHh1QW5uqrC4t5gZ76oBixDomqGRyGOsgmmhbnlgYfHaLXI13+uyrpwsrkmooa19TX4PiL46hzHPmp3iziy3jAHlp2qnX7zffxvz4oC1uh3zT\/SfAK9cJ8kKiuh3zT\/SfAK9cJ8kIB0QhCA1T7j3H3LizFvPy+kk\/WV2nPuPcfcuLMW8\/L6V\/6ygJ9h23gosKhgopbVJlc+YlmjWm9gC4WPBPzOkuj66jqJS90hp309YAyxAdYh7TuNiDoOagmAbLNq6OWWJ7jURSRtMWljHI4Nz89CVuq9laZuKsw9k73NL2RvkIFxI4eMGgaabkA\/4rtFhNLh89Jh8sszql4e90jcoY0W0vYX3du9PEW22CSzQYjM+dtVTxBnUNbdjngEA5rWtqeITHN0e0T3f\/AI1XK4R1TaWoEjWhzXOdYOYRoRfmk52NwyWrFFS1c5mbI5spkY0MayO+ctI3nTRALsBxfARUDEZ56htUJHymBrBkza5WggG\/DjvSnBds8MnixFldJJCKyYPaGNLiGWsNQCL6apvi6P6KZ1O6lq5HQyVDqaQvY0PbI1rnXbwIOU+1JcJ2Bhla9xmeMtf4GLBurMxGc9v5IB02axjA8PqJXU9VNJHLTSMJkYbiUkZQAGjQi+vYmrC9qaU4SKaZx6+mnbNTeKXA2Ny2\/Abx6054TsrhfynHSQVMz5mSva4SxMdGMjXG\/bqBoVuxPZ6eoilhk6pkrK5lMXRwsZ1gdukkLf8ASb2CAcfnpgRqxirpKgVTY8vg4Z4pfkLfKtbjzUew7G8Fq6d0OINfTyCeSYSxMDnOEjnOLCbE6XtqvMS6PqUtf4HVvkfBURU8zZGBozyODA5hG8XKSbS7H4fDFOYK5zp6VzWzRyhrM5O8xcTYoBL0mbTQVk0TaYO6mniEUbnCznW3uty0G\/tTxiG3EDIcKNO9xlo\/OtylotuIBIsbi4UfpNl430NPVdY4OmrPBS2wyhticwO++ifMW6N2sgrZYpnvNJO2PKQNYsrHOdpxGY+xASyTpEwt+JSzumeIZaJsFxG64kzkkWtfcd+5RWir8Cw+eCqoqioneySz2SMAHUlpDi05RrqFsrOjimj6+9TJaIUrtzdfCDY37kkm2AiZJXtkmfkpOqEZAbeQy2yX4ceCAfJ9rMFpWVstFLNNPWtc0sezKxheSSbkDS55lNuJ7cU4GEugc4vo2gTDKW2HihwBO\/QHctOK7IYTFV+Atq6k1HWRsIMbcnjhrr5u5y2Yn0eUjutbRVb3yQTxwzMmYAAZHBgc0jeAfcgHQbYYOKmuiL5PA69rXOexhDo5bWeMpF7cb2OpKS4jtlhlPHRUlKx9TBTTGWR0rQM4IcC0NNr+VxHBIcV2DoQZIqavLqiCSOOVkrWsa4vIBMXE2vuWWK9HtKGTtpat8k9K6Nk7XsDWEvIF2EciePJAO7NpsApHVNXRvmdPURua2AsysYXjWxtaw7yqie65JPEk+1WBj+xNBDHUMjr3GppWtMkcjWsY8kAkRE6neq+KAtjod80\/0nwCvXCfJCorod80\/wBJ8Ar1wnyQgHRCEIDVPuPcfcuLMW8\/L6V\/6yu059x7j7lxZi3n5fSSfqKAnPQjVvZiJDT4roJcw4HKLtuOwpn2LndJi9O9xJc6pDnHiSXElRulqpI3Zo3ljtRmaSDY7xccFjDM9rg9ry1wNw4EhwPMEIC15dqc+KMooaWOGM14fKWXLpXtfo5xO7non2A1Ixdpmw6Oni62cMmazKZnOa4MDnE2N7371RzKiTP1nWOD75s+Y5s2+99904zYrVygCWqleAcwD5HEAjcQL7+1AXLgGCz0cFJ4Q0Mz4kZOPiNfHI1uc2sCSQOWoWvCqCWnYWzsMZlxfPGHaF8ecnM0cRbVVJNXzyAiSpleDa4dI8g5Tdul+B3LZJWzPLXPnlc5nkFz3kstuyknT1Kjmi3CRbMLKs40xz8OZDE2WfJUMjLXS\/Rvy5nX1uNfUlseKQz0kFVcNkNdCyc7gZInlgJ7SLaqonYvUm16yY2NxeZ+hsRca6GxI9aR9b4hZ1pyOOYtznLnG5xF7Zu3enNDgyzavBqlkWJh58HNRX05gkkNgSJg4OB4gc0j2qw+eShq5MTpo2VEDo2w1TW5DOSba28rTiq\/rat8jWtkqHyBvkh8jnBvDQEm3qWisrppGhr6iR7G+S173Oa3uBJsrWVJ1svh01RhVK2Bhe6LEg+RrdS2PL5RHAajVTCTGWQmre6zoZMSbDLqLGJ8LWO17Dr6lR1NWzQ5upmkjzCzure5txyNjqO9J\/CpMnV9a7IXZizMcuf+oi+\/tUgvLb1obHioZqBDR2\/tBdZN22tfGcOpJWnx66WlMndAALe0BVDNidQ7MHTyEPADwXkhwb5INzqBwutL6yUta0yOLWXyNLiQ082jggLu2sbVuxRn\/ZrGwCopz4WI\/pHWDd777r3G7cFr2omfURVLKTqqaSPEWMqHMFs7C4CKWQ7xZxBPcqik2grnCzqyYjTQyuI03aEpL8pVHj\/TP+l854x8f+7mgLolo53MfLilPEyamnpxFVtAYZvpGjXg4W42XmI4dNF8svkHVNqHxCGVxs1xLhYtPHeFTNXilTI1rJJ5Htb5LXPc4N7gTYLyoxOokY1kk0j2N8lrnuc1vcCUBbWP4dVSUdb8pwRGSmjaaeta3K6V2lgHDyxZU0Slk+KVD2CN80jmN8ljnuLW8rAmyRlAWz0O+af6T4BXrhPkhUV0O+af6T4BXrhPkhAOiEIQGqfce4+5cW4qPp5fSyfqK7Rn3HuK5MfgsjppCGE3kf8Am4qG6JSsjjICUupcIe7gVMcO2dsfHaGnt\/50TxLGyF2Rsd3WF3aZdddAN65p+Sl0bwwSkyIUeyhO+\/sT9QbGg2tH+SkVCxziA5zu0AWH5KVUWRlgBft4ry83nSTpM9GHh8VbRFKPYOQ\/6fUE4N6M5HDz1u7\/AOlYFM4NsLXPE\/8ACdhLa1l1YW5LbObLklHoqV3Rk\/cS53+24WM\/ReALuH\/lF1cgkWBfwXT9NJaZz\/Vk3soyboziOjWC\/wDdZM9Z0fZb3aR61flTFfQ29gKaaqPLfS45hvw1WE8k8fs1ShLs5+q9ksu7\/PzTZPgVr8O9X7U4ZHLvt\/taAVG8U2YIBI8b\/aNFWPm7pkvxl6KbfhXaFofQkKdVuFAaag9osmqoobXsB36Lrjnswlioihp1g6JSA0ZO4X9STS0pH8n5LVTM3EZsiC1OD4OxaXwq9laEhavLJQ6NYFikgtTod80\/0nwCvXCfJCorod82\/wBJ8FeuE+SEA6IQhAaZ9x7iuZqnFnda\/wAbL47hppuJ5Lpifce4rluqIEr7Nv47t5\/1Fc+d6R0+NGLbscoa87ySe+\/vTxSVzHWBBJ\/JRqnB071IaOOPKbk33nSwAG9eblSR7fj+NCbolkD4GMuG9u+xued0noMTa2UHQgnS3DsJTHdrmuDS5o7Te4HuWiniynjc6+ruXHHEk+T7PRfiJRqyXV1dP19hcN0tbiFIsMxS9mvueVjqO9RSnmErWtcSHjc8XFuQK3Q08zLl0hHbfS3ZZXWVwlyRx5MEZR4S1RZFO8Hydfeioj7Nf83qHUeL5NXPd6ze55C25PMmKHKbm+gJte4vvXavMhW1s8fJ4k4SM8QxCOMWOruQF0xVNS6XyXFjhusTY\/utVa5zsxbIbWJvf3WTbS1ZDgSdO39152byHl\/g7cWGMFYsbiMwJa5xzDidbr2jxtrzlu17uIBs71tKzqGse0O48+KrPaEOZO7gQbgg6qviP6jcJFsyikpJUWDidAyS5Fs3JwUJxGlyusWAJZgm1NSBle4SNHB41t2OGqV4piNPK29jG4\/yu1B7nfuu+EJQdLo55KMtkQmp3A3Zv5JBU1DgbPaQe1p\/dPsl+8rRUOJFnMDu39iumM67OeeFPaI9JKwnh7bLU6O+74FL6ujB4fmmuancF0xlZzONaNU0aTvYtxcQtecrVWUaRZfRAPopPSfBXnhPkhUd0Rm7H+k+AV44T5IVzMdEIQgNM+49x9y5bleOtfx+kd+orqSfce4+5cvuZ9I8n6x36iubyOkdXi9scKNlwCQOaUPqb6bhy3apnrK8Ns1t+bu87gkrqo6a71xLG3s9rD5EceiW0lYC0tGp43Nv+SkxxeVpy2DbdiYI6g7xw4p8onQ1AymzXjcL6nt7VnLEou6O7\/JUlSezM4vMDqb92ifMIxZxjO5xboWnUG+oUOxNj4nWIPfwsssMxEsdm9bhzHJRPEnG4mL8i9TLFp6inlBDrx2A3bteScJidAyVhAAAubH1niFDxIJGF8Wt\/K5j1JE+tudeA9ywjFNvRy5XIms9BIASHgA8L6d3cmmokiZpJK2\/JvjH\/hNFO57o3eM4jSw36ntSCWOTcfzVlhiUjlXRM6Wra5jbE6aabxyuoztZQkyZgd41019SccAd4rhfdbRItrJmXa03zb1y4lxz6NcqvFZGqV1n8dfYl2IxAscdxC1YbDmk1tlHH4d60bQVIsGMOv8AP2DgO0r1luVHB9sWNMNTIzQHTk7d6uScYcSY7Q+KeR3eopod2\/usS1buKfZnGQ\/ysDhyP+cU01lOW8Fphr3R9reR4dycmzskGh15H\/NUinEiaU\/5GOUA\/wCarQWDmnKqpteRTa9hC3izllFosjolFo3+k+AV4YT5IVHdEvkP9J8ArxwnyQtEZPsdEIQrEGmfce4rljEKi0j+yR\/tuV1PNuPcVyHi0x66TXQSSe3MVlkjdG+GfGzJk+tyLntKwMuvd8UmYSVscQBzPuVOJvyHalqWHS1h7NEtkijGrb379FHo5E60c\/8AVuWGSBvDLemOL8XLgGSMDgBq7+a3aOKzZTQuILJLE7wf+dywNPGQXa7hb\/lIpYLEceNrLLXo3nN1T2OlK2ohfdg\/PQju3p+ZTxVAJAMcttWEWv293aojHVPBFiR6725J5w3FpcwLnNNuJ09Q1WGbG3tdoQyKqfRJsAp+oJLyWv3s\/u3G\/BIcXnkdIW3u46AFoN+3TclVVtexoA6sO9e48PUm\/E9qHBt2Rtad4PHtsBb81hjeZ6cTKXDlbYtzCmi8a5dvIF9TyUWqKjrnl8zw0ncOPYLdyR1uNzzDxn\/BNYkN95XVh8Zxtvstk8hOkukPdbWODOra2wH83827Uphe4hLIKjVp3gHUcxyWVVlObLoTrbl2Loj8XRhOXIbc9itjDdYyR623LOOMtFzuWxWMbNVQzgP89aTxSFpXk09zposMyuloyk96HSOruNdfesKqHNqD\/nam+N9kohm9qmg9lhdFLCGvv\/X8AruwnyQqV6MT4r\/7\/gFdWE+SFqujll2OiEIUkGmfce4+5cfVjbyyekk\/UV2FPuPcVx9X+ek4fSSfqKpJl4CcutuXrWeztW0MB3uHt19iJanS2VUNkexN7kthfYdibI3ElL6V9733cVnNGkHYqiqz6k6R1LDvAKYSRofVb3LzrTcWWTxpm0crWmPM5JuANLWCQOMjXf5xWTKg3tc3HBapq2ztQig0Wk0+jYXc9\/5W3pTicg0DTezR7d596RSTsOqCWG2qnj+jOUPdicuXoCzMbEFkfNWK8WEJs61\/29aUVLjcaW4ae9amPiG8grbNiFh4osbeUd6h9l1Be2Zsa1gzTWHJu9x9Sb8QrM+gGVvAfuk8spdq7U8zvWouWsYe2VyZVXGPRg4IWzqzx046odEeWnNXs52YNXrTYrwLFxUiy0ui112P\/v8AgFdmE+SFR\/RKbsf6T4BXfhPkhXXRhJ2x1QhCkg0z7j3Fcd4ifppPSSfqK7En3HuPuXG+KP8ApZPSSfqKqy0WaXOXgcvCNF4EJsVQ+T2kpTHoLH1rVQsvmPAC4XkjvzWL7NoukbTKANeK1iqIPJJ3OWBcrKJDkKhMd4KVRVEcniv0PA8E2AoKlwLQyULqmAs3+o8COYWjP3rKCuLRlIzt4tPwPD1Ld4I1+sTrnix2jvUeKiq7NKU1cP8Anv8AsT37VgSiRhGhBB7URDUDilGLbQN3pQZNLLRLe9ismWN+aNFoy9GLt6wWRWICsiGZdYVsieXDLdaHL1hsoKmw6b1ocVve8bik7+Ssikiz+iI\/Rv8ASfAK8sJ8kKjOiDzb\/SfBXlhPkhXKMdUIQhBqqNx7iuM8Q89L6WT9RXZlRuPcVxliRHXS6Hzkn6ihKNKLrAOGuq8v2qpI5YdJYPHMLS924cljA8AO1WvOOarWzS9HrisLoc4c15mHNWKNmV1kXLXmHMIDhzCEWOeGOprO64G922tmtk\/mGn83IlOQqsMzC0bw2+8Zw4Dvvqo41w5hGYc1LVk3W0SGoxKmyFtnOdm32Ib1e7KA65uNNT2pEI4XeTomzOOayYRe9\/zVOP4NFkb7F8tJ2rR1ZBWsVjv6l6au\/EKKZKlE9LVrWzrhzWsyjsVkS6MiF4tbpBzWBkHNSZuVG291iVi145rxzxzQq3ZaPRB5qT0nwCvPCfJCo7oeF4pPSfBXlhQ8UKxQc0IQgMHhRrE8Chd\/3LPuN\/ZSha3R3QFfSbLRfUt+6P2Wv5rRfUt+6FYfUBY+Dt5ICv8A5qxfVN+6EfNWL6pv3QrA8HbyR4O3kgK++a0X1LfuhHzWi+pb90KwfBxyR4OOSAr75rRfUt+6EfNaL6lv3QrB8HHJHg45ICvvmtF9S37oR81ovqW\/dCsHwcckeDjkgK++a0X1Lfuhe\/NWL6pv3QrA8HHJHg7eSAr\/AOasX1TfuhHzVi+qb90KwPB28keDt5ICv\/mrF9U37oXnzWi+pb90KwfB28keDjkgK++a0X1LfuhHzWi+pb90KwfBxyR4OOSAr75rRfUt+6F6NlovqW\/dCsDwcckdQEBEcMwMMOjAO4Ae5SqjisFvEIWwBAeoQhACAhCA8XqEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBeIQgBeoQgBCEID\/2Q==\" alt=\"Descargar] Agujeros negros y peque\u00f1os universos - Stephen Hawking en PDF \u2014  Libros Geniales\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSFJcH1a8ZZQN_8Rum9HnALVtRcP5uxXKBvGw&amp;usqp=CAU\" alt=\"Stephen Hawking: Cinco libros para conocer su visi\u00f3n del universo | RPP  Noticias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En su libro Agujeros negros y peque\u00f1os universos 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, un <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.lavanguardia.com\/r\/GODO\/LV\/p5\/WebSite\/2018\/03\/14\/Recortada\/img_djuarez_20180314-105802_imagenes_lv_otras_fuentes_pantalla_hawking-kQSB--656x369@LaVanguardia-Web.jpg\" alt=\"As\u00ed funcionaba el sistema de comunicaci\u00f3n de Stephen Hawking\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<div data-gtm-element-container=\"modulo-texto-link\">\n<p><a href=\"https:\/\/www.lavanguardia.com\/ciencia\/20180314\/441512239827\/stephen-hawking.html\" rel=\"follow\" data-gtm-element=\"container-child-link\">tephen Hawking\u00a0<\/a>pasar\u00e1 a la historia como uno de los cient\u00edficos m\u00e1s importantes de la historia moderna. Sus\u00a0<a href=\"https:\/\/www.lavanguardia.com\/ciencia\/fisica-espacio\/20180314\/441516316906\/stephen-hawking-big-bang-agujeros-negros.html\" rel=\"follow\" data-gtm-element=\"container-child-link\">aportaciones sobre los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> o el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> revolucionaron la f\u00edsica<\/a>. A pesar de estar postrado en una silla de ruedas por la esclerosis lateral amiotr\u00f3fica (ELA) y perder la voz tras una operaci\u00f3n de urgencia en 1985, nunca fren\u00f3 su carrera.<\/p>\n<p>Para poder comunicar lo que pasaba por su extraordinaria mente utilizada un sofisticado sistema inform\u00e1tico. El sintetizador de voz mec\u00e1nica que empez\u00f3 a usar en 1986 ha tenido que irse adaptando peri\u00f3dicamente a las condiciones de Hawking. Con el paso del tiempo la movilidad era m\u00e1s reducida. En la \u00faltima etapa de su vida tan solo pod\u00eda mover un m\u00fasculo debajo del ojo y con ese movimiento ten\u00edan que construir palabras.<\/p>\n<p>Con simples movimientos de mejilla era capaz de darle forma a lo que pasaba por su mente<\/p>\n<p>En 1997, el astrof\u00edsico brit\u00e1nico conoci\u00f3 al cofundador de\u00a0Intel, Gordon Moore, y ah\u00ed le prometieron soporte t\u00e9cnico para siempre. Esa uni\u00f3n se ha encargado de adaptar y actualizar los equipos que dan voz a Hawking. Una voz que se ha convertido en una de las caracter\u00edsticas m\u00e1s reconocibles del autor de \u2018Breve historia del tiempo\u2019.<\/p>\n<p>Con ligeros movimientos de mejilla,\u00a0Hawking\u00a0pod\u00eda activar un sensor infarrojo colocado en sus gafas y el cursor en la pantalla de su ordenador Intel. Ese movimiento en la cara le permit\u00eda enviar comandos y controlar un teclado virtual con un avanzado sistema de predicci\u00f3n de palabras. Las letras pasaban por delante y \u00e9l con el gesto de mejilla seleccionaba las que quer\u00eda. Al igual que ocurre con los tel\u00e9fonos inteligentes, cuando la palabra empieza a tomar forma se ofrecen var\u00edas opciones y el usuario puede ahorrar tiempo.<\/p>\n<figure><img decoding=\"async\" src=\"https:\/\/www.lavanguardia.com\/r\/GODO\/LV\/p5\/WebSite\/2018\/03\/14\/Recortada\/img_djuarez_20180314-105802_imagenes_lv_otras_fuentes_pantalla_hawking-kQSB--656x369@LaVanguardia-Web.jpg\" alt=\"La predicci\u00f3n de palabras permit\u00eda a Hawking comunicarse con mayor fluidez\" data-src=\"https:\/\/www.lavanguardia.com\/r\/GODO\/LV\/p5\/WebSite\/2018\/03\/14\/Recortada\/img_djuarez_20180314-105802_imagenes_lv_otras_fuentes_pantalla_hawking-kQSB--656x369@LaVanguardia-Web.jpg\" \/><figcaption>\n<div data-gtm-element-container=\"modulo-texto-link\">La predicci\u00f3n de palabras permit\u00eda a Hawking comunicarse con mayor fluidez (YouTube\/ Intel UK)<\/div>\n<\/figcaption><\/figure>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;El sistema de Hawking, que es de c\u00f3digo abierto para que pueda usarlo todo el mundo, contaba con una versi\u00f3n adaptada espec\u00edficamente a \u00e9l. Empleaba una inteligencia artificial que ten\u00edan memorizadas sus obras escritas y sus discursos anteriores para que pudiera hablar con mayor fluidez.<\/p>\n<p style=\"text-align: justify;\">Lama Nachman, ingeniera jefe en Intel, ha sido la responsable de facilitarle la vida a\u00a0Stephen Hawking\u00a0en la \u00faltima d\u00e9cada. Ella misma explic\u00f3 en un v\u00eddeo difundido por la compa\u00f1\u00eda c\u00f3mo funcionaba una de las \u00faltimas actualizaciones del sistema de comunicaci\u00f3n. Su equipo dise\u00f1\u00f3 la plataforma ACAT, la cual incorpora sensores velocidad, aceler\u00f3metros, una c\u00e1mara 3D y un software de predicci\u00f3n de palabras sofisticado que puede reducir las pulsaciones necesarias para escribir.&#8221;<\/p>\n<\/blockquote>\n<\/div>\n<div data-gtm-element-container=\"modulo-texto-link\">\n<p>Quer\u00edan redise\u00f1ar el sistema de Hawking por completo en 2011, pero el brit\u00e1nico fren\u00f3 las intenciones de Nachman. Prefer\u00eda algo que le fuera m\u00e1s familiar y que funcionara con la misma interfaz que ya dominaba. A\u00fan as\u00ed pudieron duplicar la velocidad del habla y mejoraron numerosas tareas inform\u00e1ticas.<\/p>\n<p style=\"text-align: justify;\">Lo que nunca consiguieron los de Intel fue cambiarle el tono. \u201cLa voz que utilizo es la de un antiguo sintetizador hecho en 1986. &#8220;A\u00fan lo mantengo debido a que todav\u00eda no escucho alguna voz que me guste m\u00e1s y porque a estas alturas ya me identifico con ella\u201d, explicaba Hawking. Le gustaba como sonaba y fue la que le acompa\u00f1\u00f3 hasta que fat\u00eddicamente falleci\u00f3 aquella madruga.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"As\u00ed funciona el sistema con el que se comunica Stephen Hawking\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ9g4xGof8luAM-5s8HbZktzqmRET8zHNuM5A&amp;usqp=CAU\" alt=\"Hablando con los ojos como Stephen Hawking | Madrid\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hay que reconocerle a este Gran F\u00edsico, el m\u00e9rito que tuvo al saber sobreponerse a su desgracia<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\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 <a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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 ecuciones 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 concncentrarse 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/dam.tbg.com.mx\/content\/dam\/tbg\/mexico\/vanidades\/mx\/celebs\/18\/03\/14\/stephen-hawking-650.jpg.imgo.jpg\" alt=\"Eddie Redmayne rindi\u00f3 homenaje a Stephen Hawking - Vanidades\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0Personaje medi\u00e1tico, ha sido agasajado de mil maneras<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Alrededor del a\u00f1o 2004 propuso su nueva teor\u00eda acerca de las \u201csimas o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><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 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><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 <a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> acerca del origen del universo:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Singularidad espacio temporal * ExperienSense\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQMoatsdDndPNujEA8BoRWNazBKICwPabqG3w&amp;usqp=CAU\" alt=\"\u25b7 Stephen Hawking \u3010 Biograf\u00eda \u229b Obras \u229b Curiosidades \u3011\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEn la teor\u00eda cl\u00e1sica de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general [&#8230;] el principio del universo <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que ser una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a> de 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 <a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de alguna ley mayor\u201d<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTjwK97g3Lo25sSGH2VSKy9sulvGgJTMkwNGg&amp;usqp=CAU\" alt=\"Eddie Redmayne rindi\u00f3 homenaje a Stephen Hawking - Vanidades\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQIA-qDjWMNCEqKy21CWA2byf2TbTrYc06e-A&amp;usqp=CAU\" alt=\"Antes del Big Bang? - Naukas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Sin dejar su silla, Hawking pod\u00eda viajar a los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y las galaxias<\/p>\n<p style=\"text-align: justify;\">\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 <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cnnespanol.cnn.com\/wp-content\/uploads\/2018\/03\/130828115854-hm-what-is-als-00003404-story-top.jpg?quality=100&amp;strip=info\" alt=\"Qu\u00e9 es la ELA, la enfermedad con la que convivi\u00f3 Stephen Hawking durante 50  a\u00f1os? | CNN\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hawking contrajo el ALS en 1963, poco despu\u00e9s de que empezace los estudios de postgrado en la Universidad de Cambidge. El ALS es el <a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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<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 promera fase de su enfermedad. El matrimonio de Stephen y Jane (sin ning\u00fan g\u00e9nero de dudas) fue esencial <a id=\"_GPLITA_19\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> su \u00e9xito y su felicidad en los a\u00f1os sesenta y setenta y entrando en los ochenta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/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;\">\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 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> implica que el espacio y el tiempo han de tener un principio en el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a> y un <label>final<\/label> dentro de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><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 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a> no eran totalmente negros, sino que pod\u00edan emitir radiaci\u00f3n y eventualmente evaporarse y desaparecer. Otra conjetura es que el universo no <a id=\"_GPLITA_20\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/teorasdelaunificacindelafsica-150317181234-conversion-gate01\/95\/teoras-de-unificacin-de-fsica-3-638.jpg?cb=1426616054\" alt=\"Teor\u00edas de unificaci\u00f3n de f\u00edsica\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se pas\u00f3 los \u00faltimos 30 a\u00f1os de su vida intentando unir las dos fuerzas<\/p>\n<p style=\"text-align: justify;\">\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 <a id=\"_GPLITA_21\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>andador<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de cuatro patas. En 1972 estaba ya confinado en una silla de ruedas motorizada y habr\u00eda perdido ya, b\u00e1siocamente, 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 disculpana t\u00edmidamente. Ver como por ese medio llega a construir las frases es, al menos penoso, no puede producir m\u00e1s de una frase corta por minuto, sin embartgo, 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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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1eQqGynHS7j0byiWSGzRimPcWxEKlhBIOwPjbxa3lEhWywXbaCq6eVOT4wAmY0TQ0nZjKQQ0F0qnUAdBH0vK4MFSJIzPBezooa4fIBZ\/ADVUP5FKR75yjZAZ\/TSFmFzQmzs\/5t4Nm4omX7gvuom\/nE3ZvgkolHR0aQHDIHCznrvHldiKQGJbnrERVYy+p9eECy8V9orI+ukNZNuN9j\/EKuzi8I6tRJGZyTYJG5MMsHkma6FBljTnA8+jWFqGZOe4SAQVJCfeU2wLpAO9+ENFC5GfUapUtTFJmL\/oQHYtodieUO5U5dQCsZjMSUzJbDK6pXeSlr6szQpwzCADmbqTr6W84uMFlAAsknpfzMMyKTrZEYvjiJiwUuArjYvZ9eZPmYnsXKsrPZJsOAI7vo0Ou1uHezq0obuTCVI2Z2BB4ZT6ERNYjiCVlaUlXs37rWKgLJc6iwBiKx9f7NMcnp\/oXFmAcu9h9eUee3ILWsfr8oFmzRol+J8f2j6U+ccB0PnGhrRnctnQMKU8tPSHKAEgElnhThqcqARwjZNnWYx5z2z0E\/ihjNxNCftoEOJJKrGEOJqlJ1W6uAhSaggukmKxxkJZt0XKp5IcbQuqqxhctyhhgnflgtfhCfHKRWe1o6K2GbaWjVLrE5mKj0DmHFHiSbCJqTgsxYYHLfe+\/rFBS4HLQke0U9tBZ78Bcxao0QXNsfJAmIUHB8Yh66kAWfvlFphtNKQO44O+Zy\/iTCHHaHMu2pLB+cSb3oZRFmCUiVzEIUCXN28WJ5NHWMCQlRULd026COaSlmlmpbUo3HDWHGFdoFhYHMl21eEeXhOy34eUKR0LFqUGWr9JjlH4aywK5SeZ9CYpcR7ZlIAUCXG2kc9o8cNPU+2lDUkkHZ1PGmGbn0Y8uP8bXI\/RVQh8vWNkqW0cTX+JVWSCyABtf1MO8N\/FOYSErkP+k\/WKKRD+WXmMrAWP0j4mPohcT7cGYvMmWQGZjrv9Y+hHdlY9HIozUl0Ebi48IxjdT84uuzINqKdnlji0CqmFyl+n397RqwteUlPAxtrEuXHlBmrQ0XRoTN+hePVpa40MD5ud\/jHvtdtoioj8jclUMpU60I0TecE089WgBPS8c4jRlQ+\/jCAz3gWomrVoYCp5he8GLqwhwA7b8+A+sBRKcz2loA4MxTJ5e8R\/aPmbQRiipIX\/6eUUIaxWc6yeJ2T0EaqMzJpfR+QO5e5ubQVUUShqIakhUnIN7N1ilqyTFlKWNwO+vkFEsB4PFZVYCtUgGUlCVpOZIYueOY6qcOLl45vShSZiduDOzgjjvHXez2L5kgH3hC+y8YtwsU4VT+0IQUALAuHsW1ynceo3isXNlyUDOoJA9TwAGp5awPiVCFJPdSq7soOOo3B5xDYxiqpMxjIyq2WXW45KUTaC3xClyH\/aijRVyJmQ9\/IQjYgn+rkSACBZuMcTnU5AILgpUUkGzEbHxfyjpFLjxUQXhZ2uoEqmCekDLOTlX\/APZLDjoVIf8A\/MBTC8W00QCk3D76k20tG6jAzMRePqxBCmZm5u0Yyk6Fy3wir2iLW6LzDan+WxBLcA5gWvp5s1fdOVO51PkIAwyoNgTrDakqtl3RsngOPWMKTizYqmtgQ7Oy0qzKWonhx8NTBVFQIzFQFhuePIaQ5kYbLVcC3B\/jHtYuXLF9OAhnkbQY4YphOBqCVEeIgmtlBStBAuEoC1BQcNsRsYezpKSCoatCRsOQRrwlGxUj9P7x5IoUpu5V+qB8ZmTZbKzOD9IAlY0TZ4fYItFTLuGYfSFdXaY5DsLHrY\/CBpNceMI+2WJzEZPZnLmBc72Zm4awIxt0CbUVZl2hxRJnIA1Qkg\/8tvSPJVZuGGnoYjJUwu7k8ePjDyTOCg4PJtIbLhWgYs7KeWhC2zXc6QznYNJJT\/LFx4wgwefpm1HjFTZkKfQ7Rni+D7NGSKmloDPZ2X\/SI2SMDlo7zM0N5awXu8DYrPCZSi92jfjnaPOnCn0SNasFam0ePoXKl\/3mPoDYliM2jGWq8YKvGcpEWRjYSq0wH+oRuq\/dgCsm+7xguWvMmGDYnl1exH3xjYaoH5HjHlRSqymZ7NQlu3tMqsj8M7ZX5PAmbhA4lKM5U0pUFDUKBG+hfeGWJYgZqc4RLlsQMssFOiQHIFr\/ABeBKOQ\/eMYhJCiprEFxyeDVithuEzxfXP6Afe8Hy5JUrkTAdCkZe71HHxhxRDMoXCX2JCf+xt5mJS7KRRRYNTAC1z8IMm02Ytv6QJQzGDDQcC489IIn1RIswHL6xNs2wihJik5KJrAO1tdTv9PCKDCsQyEHLrtEbW1f85KiO4Cxg6t7SS0lkXPKEplYTirs6ejtAgBiYX4lMTVMLd1yC2rtaObSMZKy7no0WmAVQULlkpGZajoIe37J\/HuJqn4CNdOY+caDTFSJ0h+8E5kfqSMyfO6ehMaMR7aJ9qZcsW0cjXpDHDkrE1ClBnF\/vxgPWwp2clq31I1v9I2YdNAdJPSHfaikCJ82UQEgLLHke8m3QiJ2rklCimx5iLraoz5VT5IbyV5VAvvDebUAG3hEUiYRcQ89sVJChuIjkx1QceXTKGXiJ4wFWVxUsC9iD6iF6VFrRhLnpSdb84VRHeRsr5XaABQDZSPXxg+lx9RLPaJoV8lae8l\/TyMYU60g2cja\/wBIVRKvIykqM03MS\/EDYAQkqaZi+8NM80iwYAHkO6HOsTwpZy1KWtZyg2SLP13h0ichlhs4qCgRdL3gDtpN7skccz+QEOMKkd1XOJ3tip5kpD+6kk\/8j+3rC4\/udP6bJ+XKL232hklGVI4m56DaF805SwL9YOlzT7r\/AJbeMXntEYuikwmagqa4beKmnqUK7gN20+cRNHOZAS\/WHcouhK3uCDz+2jzp\/GR6cFyhRW00g5lEaNCbtIsNc+EUlDOC0W1sHiT7SIdZTw368otF9Gaa7sm1oDx9Hs1gWceUfRazJRNpMZqmNGoRqmLjSjIequYJkzSNrcRAktfGM0zI7QKDafHqinUTTzVIB94DvJX+tCnSrxEFIxunmlqmhlOf\/JSk0677lHelKP8AxEIDNd4wg0VLFeEUyw1NWISTpLqf5C+gXeWo+IhbXdnqySf5lPMyqDJKR7VJ4ZVy8yT0eEClPqYNw3FJ0h\/YzlywdQhSgC\/EA3grQtDfswiT30VCFJcsFAkKQWv3T73TeNfeSrxs9iR8oTGrWFZgtQU7u93hlNx+dMAzlJN3OVN3O7D7eFcb7Cmx\/R1xIbTiIPmz+40SNNWrKhprsNofpnWBOkQktmvFkbR7NpxpBFP2aStOY93ybxgSbWJB6QtxTH5iyEZugdgIWm+iicK2MZkmTKLFeZtcob1gunnzKgiVKTlSRZI3bUk8OZhBguHKmTO+FN\/aA21nJ+sdCwL2EnMFhgG7gVdTa5179BHNbpBhGUlcVSF1V2VXNmSgjKpmUqcEkAWZSAHuNCDyMXNLRoCfZllEAX++kTeL9qgU5JICU2FuUMOyWZWYqU5PHxhvVBcOMSD\/ABJkezrQpWhlJUOoJT8hEZN7zk6nxjpP4wFOanP5u+PDuH4\/GOarmDaKwIyejQRDXC5ndAPGFUE0cxi3GGyK4kI6ZQ0Sb5T4GBK2kTmLjxj2VPfkRpB4WJgDtGS3EsqZhhQlIYEA3BvfTnFVR1tOAlggZVOOOp5c4kZtIpNxpG+jlLKgAw6wXspB1qiyqMTSu6Q972YaN8IH\/h8z+vOB6TD17qflpDNAypaBJlf+ACZeWw0jn+OVftJ61ah8o6C331ix7RYgZUtSh7xsPHeOeOBxfjFcEfbI5Zej6GEi+U6gWf1gNUolvjDPDfddIunW\/wAopkZOKtjGmTu0MRU31twgGlSpbmyRuBbyjaAQoEDM2rDhxbSMM4qT2b8c6WipwiuKBmuwF\/3jGtm51lViTcQlwyYrvqJYAWvq3CGUgOLFuoiS+LKOpbF0+lD+95CPY2VCQCxVfkDH0PyM7gv0QaVxrUY1PHylR6lHlUepVGyZNLNGMmQpXuh4YUuCTVG7JGrm\/pHUdQPRU6XeYsJHDU+IGkUmH4PTzQMswKPC\/pG3D+zUgWVmWeenpGOLdmkWMhWRX6ix+YMcxqNkzs5LHEnkz\/D5wnxPBsjkbXuAkt8CYJlYrPpyBPT7RGmYHhz38YbyaxE1LymLX3BDM4IuN4PEVkHNlt+8Z05ILNbh8xFNXYaFe7lF34AcH2G9xCebTsWMK7BZvp5YBBGhikpqdM1Dfm2hT2dkIWv2UxWULshXA7OOB+kNauhnUimmDuv3VC6T4\/KISRpxSQrq6FYLGAv9PQC5DnzimNUlQcwHOSmEuuijSBDWrYAEhg0YoWo6kxsAvYQwpES97HjHDqUpas2YXQlSnOm\/3tFzhVSmWk2CRa31iURXISGSYCxDGsiSXfgI5FKSWxd+I+JidUAC4QkDo7k\/LyiOWG1hxOloWVTFKOdV257v9IBmSU7EHd+X7xeLVGacG9gpTHoUY9THq02il6J1+gqnmOHGsGInsXhdTJ73hDEJERktnbQ3pMQcXgmTVI2H7ROpVlP0g6nU8RkqLQyFXT151Ebp1a4c6wio1HRzB6gIRllOye7UTCQ54xOqRZ4ddqFaDnCEKMacS+Jmm90FUy2HwhnhM7I5BuNQRY\/doUIUBfhpGaFXHF4M43pjw0x3nu6bA7cI2zFEAvvz1gKQdHgtE5m0fbrtEJI0xYxpJvdsdbEQ3p5zBrDraFUqWkZbcXPFg5Pxg6ahkAvr5jhaMrSlI0W4xbPpir6pj2BBMG7R9Gr8KMDzOznzR9GQRG1FOTG2zFZhLnKFgSOlvhBsoEi5J63aMJUhtfP9oNkSSpQGnPX0hWIx5gs0+zD323IPlaG\/tLB9Ff2gN5mA5MjIAkIJ4hRPe5gDeMZ0tRGgPA3EVoKZlVyQxCg4P9SAPgYRowrLMCpagEv3gDqNrDjwhnWVhYEhQbfUer2jPD6qWxcjM9z8G4WhWcaVpbdvvTlGqfTpVu6uPHh1cRtrJhzC+m+\/LpGi1uBO1m6nVTHhxgHAE6SpB6Hbrx4x0LAsW\/i5YlzB3QGmOB3jy4cYlJjKRmLhQ9dtPlBOCLKJn9IVoHDuN4XiFMocc7BTEpM6kzLTqZbuofp\/q6a9YiVVJG147H2fx3KllkADcxCfiJWUq6h5MspX\/wCRQ91Z4gceJ3iU8dK0WUn0Siqsx6mcTGSEA7RqmK7zDQesSSGboNpUOQFEgcQHaNfbGiMoytFIKAM4DBSgSTYGxYp6tBWHX73H7Foc9spaf4BRIuVoykccwf8A65ovFRBGTs5spcYBXCMVAk8oyCWEOmHdn2WPczafAR5HoEGkGqMpK+9z0hrLhalMHSFNYxHIL7Nq5TwRSovGUkPBKJDRBtsegunIBgha3aA5IAaCCoQCkSc7THvJ8YUBN4bYx3j1MKCllRqx\/Ug38j1Kf2tBAlsQTw8vt41ySHeCPag\/la9\/veDKylBNMLBvT7tG9KDncXb0Nr\/GF8xTaN4QRRVpSocNCH9YjKL7Kxf7GsgkkAas3nFVLkhYyqskJ+ohJIKAxA59YZKq7gA2Lvw+7RicrkqNsVUXZOrJBIOxaPoJrpYzqaPo2nlNUxYMGU2g+H+I1f6YticrgcNB9YOTWK94lyLjk1oMpFHvJOimPSNXFMzCikw9SjwG5PyG8OqanEsEIa\/vE3PUHbwgiSjOknTLy1jZTywXPMj0v\/iGSSOo1FDMMx4pVz4H94xCG1HUcDxb4wRmDe7Y7dC2sait05v6fUcCdTBCaJ9KFAsbs\/XpyibTN9lNZVnseXAxWmVdn0uPjCXtNRJKPaaKA8wdjCtAaCMjpBJtoSf31gcjcWTuTqePSzGPMGm55QUu7BgNup4xmE5u8rQOwFtI4420BFwn81sx5C\/mI8lT8qrd5W3AX9I1yUe0fYDQDkxBeMEd85fdDA2gHFD\/ABRXYFkpGaZ04QN7WXNGSaMpJcLA91\/lxG\/UQPVzgmkTlSArMxVqSBeF2GTFFZUVOzWMK3boKfsJXSrSsyyGU7ePEcQ14XqplpsW11hytGaokkk\/7ah0ZZb0YeAgjEZXvFy6UuNOkJ+NIo3YuoQsgFIseBflfhDDtROzJlSFWCRnO13UkegPnBmDYcARfQgacA\/GFPaScfbnXu9zXXKwv1N4Wb4ot46Tnsma2lymxBG3KBAmGeIoINy4Ph84AULw0ZaNGSFPRrCI+ZozePHvDkmj2SWIIh1LkJUlwwI2hNIDkdRDBQZr6EdDcWI3iWRNhpVsLlIKekM5IzBo9pUuADe3yjaJQTptGZOwqIBMlqG8backkjlBwkhRgSUjKtUcHjQuxCmBKU7g\/GEkyUQpTi79ekOqipInHr8oWy151qJ4\/KLQbROlZoyN4x8pXAN6wbNlAhuULUg8YommO6RnGcvLuYwTJfcxjNlNzhtdCxm\/Q\/w6e6Wuw32gmZVM3LjGrD7yEmMZckLUX22jG0uTNLboYVSXIOrpBtH0FUyxlHdGkfQ9kZQVn\/\/Z\" alt=\"La tormentosa vida amorosa de Stephen Hawking - Chic\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQAAwJBBhO-hMELZfZR3JFvbxV4cn35hXovaw&amp;usqp=CAU\" alt=\"As\u00ed de bien explicaba Hawking los conceptos m\u00e1s complejos del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\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 <a id=\"_GPLITA_22\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/14\/stephen-hawking-%C2%A1que-personaje\/#&#8221;>parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\">\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 gustaba hacer, de vez en cuando, apabulla a sus colegas con ideas que&#8230; \u00a1Eran verdaderamente sorprendentes! La \u00faltima fue&lt;.\u00a0<strong>\u00a1Los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> no existen!<\/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 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%2F2020%2F09%2F20%2F%25c2%25a1%25c2%25a1que-personaje%2F&amp;title=%C2%A1%C2%A1Qu%C3%A9+personaje%21%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%2F2020%2F09%2F20%2F%25c2%25a1%25c2%25a1que-personaje%2F&amp;title=%C2%A1%C2%A1Qu%C3%A9+personaje%21%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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Es probable que la \u00fanica respuesta sea: \u00bfCu\u00e1l es el nombre que le damos a todo lo que existe? El Universo es la gran burbuja que contiene toda la materia (inerte o viva), el Espacio-Tiempo, las energ\u00edas que todo lo mueve y lo transforma, y, esa [&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":[163],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10883"}],"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=10883"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10883\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=10883"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=10883"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=10883"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}