{"id":27450,"date":"2025-10-19T05:18:21","date_gmt":"2025-10-19T04:18:21","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27450"},"modified":"2025-10-19T05:19:04","modified_gmt":"2025-10-19T04:19:04","slug":"%c2%bfcomo-sujetar-los-pensamientos-7","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/19\/%c2%bfcomo-sujetar-los-pensamientos-7\/","title":{"rendered":"\u00bfC\u00f3mo sujetar los pensamientos?"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/page\/2\/\">\u00ab Entradas anteriores<\/a><\/div>\n<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/-zf1XXyLYtFI\/TZixKakg-hI\/AAAAAAAAMyc\/crAdjq82WH0\/s1600\/ggv.bmp\" alt=\"\" width=\"503\" height=\"450\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">\u00a0Dentro de nuestras mentes se crean torbellinos infinitos de pensamientos que debemos ordenar. Andamos sumergidos en la espesa niebla de nuestra ignorancia y no siempre, sabemos \u201cver\u201d con la claridad suficiente y necesaria c\u00f3mo es el mundo. En escritos m\u00edos anteriores, me he referido a la teor\u00eda expuesta de manera magistral por el reconocido f\u00edsico te\u00f3rico Kip S. Thorne. \u00c9l cree firmemente que en el futuro ser\u00e1 posible viajar al pasado a trav\u00e9s de un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a>. Para que las bocas de entrada aqu\u00ed, y la de salida \u201call\u00ed\u201d -pongamos por ejemplo, que el all\u00ed est\u00e1 en Andr\u00f3meda- se mantengan abiertas, es necesario que dispongamos de energ\u00eda ex\u00f3tica como la que se produce en las placas del Efecto Casimir.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Efecto Casimir - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRTeWOGD4M2AldaKaH8qololg88OKjSXsyNww&amp;usqp=CAU\" alt=\"Una fuerza del espacio vac\u00edo: el efecto Casimir\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">De la manera que vemos avanzar la ciencia, negar cualquier posibilidad futura, me parece al menos arriesgado y de tal maravilla, podr\u00eda ser posible alg\u00fan d\u00eda muy lejos en el futuro, \u00bfQui\u00e9n sabe? si puede llegar a ser realidad. Sin embargo, hay que puntualizar algunas cosas.<\/p>\n<ul style=\"text-align: justify;\">\n<li>Todos hemos o\u00eddo contar, hemos le\u00eddo o hemos visionado alguna pel\u00edcula en la que el personaje principal viaja al pasado, se encuentra con su abuelo, se pelea con \u00e9l y lo mata, y as\u00ed, ni su padre ni \u00e9l mismo pudieron nacer.<\/li>\n<li>Tambi\u00e9n se podr\u00eda viajar al pasado, matar a Hitler y evitar el holocausto jud\u00edo.<\/li>\n<li>O impedir la crucifixi\u00f3n de Cristo.<\/li>\n<\/ul>\n<ul style=\"text-align: justify;\">\n<li>O\u2026<\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-28.jpg?w=750&amp;h=508\" alt=\"Imagen 2\" data-attachment-id=\"10182\" data-permalink=\"https:\/\/oldcivilizations.wordpress.com\/2015\/01\/08\/el-experimento-filadelfia-se-baso-en-teorias-de-nikola-tesla\/imagen-2-76\/\" data-orig-file=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-28.jpg\" data-orig-size=\"1396,945\" data-comments-opened=\"1\" data-image-meta=\"{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;1&quot;}\" data-image-title=\"Imagen 2\" data-image-description=\"\" data-medium-file=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-28.jpg?w=300\" data-large-file=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-28.jpg?w=750\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a1Pues va a ser que no! Los mecanismos del universo no permitir\u00edan tales acciones que cambiar\u00edan el curso de una historia que ya tuvo muchas consecuencias, y, como dec\u00eda Hawking, alguna clase de censura c\u00f3smica, lo impedir\u00e1.<\/p>\n<p style=\"text-align: justify;\">Si Thorne tiene raz\u00f3n y alguna vez vamos al pasado, a un mundo que fue y que no es el nuestro, creo que las leyes de la f\u00edsica impedir\u00e1n que nuestra presencia fuese material y que nuestras acciones pudieran incidir en los hechos para cambiar su curso; eso es imposible. Cuando el suceso pas\u00f3 no est\u00e1bamos all\u00ed, y, por eso pas\u00f3 de esa manera y, ahora, por mucho que queramos, no podremos cambiar ese hecho pasado. El Jarr\u00f3n roto y hecho a\u00f1icos nunca se podr\u00e1 recomponer.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-41.jpg?w=750&amp;h=508\" alt=\"Imagen 4\" data-attachment-id=\"10184\" data-permalink=\"https:\/\/oldcivilizations.wordpress.com\/2015\/01\/08\/el-experimento-filadelfia-se-baso-en-teorias-de-nikola-tesla\/imagen-4-76\/\" data-orig-file=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-41.jpg\" data-orig-size=\"1397,946\" data-comments-opened=\"1\" data-image-meta=\"{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;1&quot;}\" data-image-title=\"Imagen 4\" data-image-description=\"\" data-medium-file=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-41.jpg?w=300\" data-large-file=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/01\/imagen-41.jpg?w=750\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>El Tiempo, eso que no sabemos explicar lo que es, tiene mucho que decir en todo esto de ir al pasado o al Futuro. El primero se fue para siempre, el segundo no existe y est\u00e1 por venir&#8230; \u00bfC\u00f3mo poder viajar a esos lugares?<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Nuestra presencia all\u00ed ser\u00eda incorp\u00f3rea, hologr\u00e1fica, o, de cualquier otra manera en la que\u00a0 podr\u00edamos ver, observar, mirar con fascinaci\u00f3n de manera directa lo que all\u00ed pas\u00f3, ser testigos de hechos hist\u00f3ricos (seguramente ser\u00eda una forma de turismo del futuro), pero no nos estar\u00eda permitido intervenir. Adem\u00e1s, si eso alg\u00fan d\u00eda fuese posible, tambi\u00e9n es dudoso que las personas de aquel lugar de \u00e9poca remota, pudieran vernos, ya que, en realidad, nosotros en aquel momento no est\u00e1bamos all\u00ed.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"\" src=\"http:\/\/1.bp.blogspot.com\/_sToUr_3XkvM\/TM7Zq-ao-vI\/AAAAAAAAAB8\/8MLLdvOqwr4\/s1600\/holograma.gif\" alt=\"\" width=\"475\" height=\"580\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Lo que ya pas\u00f3 es irreversible. No podemos f\u00edsicamente retrotraer el tiempo para borrar lo que pas\u00f3. Cuando una estrella muere por haber agotado su combustible nuclear de fusi\u00f3n, explota como Supernova y crea una Nebulosa y un Agujero negro\u2026 \u00bfC\u00f3mo podr\u00edamos cambiar eso un mill\u00f3n de a\u00f1os m\u00e1s tarde, aunque consigui\u00e9ramos viajar al pasado?<\/p>\n<p style=\"text-align: justify;\">Cuando un astrof\u00edsico mira una galaxia que est\u00e1 a 1.000 millones de a\u00f1os-luz de nosotros, est\u00e1 mirando el pasado. La galaxia que ve es la galaxia que fue hace 1.000 millones de a\u00f1os, que es el tiempo que ha tardado su imagen en llegar a nosotros viajando a la velocidad de la luz. No estamos capacitados de ninguna manera para poder observar esa galaxia tal y como es ahora; la distancia que la separa de nosotros tiene que ser recorrida, y el viaje dur\u00f3 mil millones de a\u00f1os, as\u00ed que cuando lleguemos all\u00ed, la galaxia habr\u00e1 evolucionado y ser\u00e1 muy diferente a como era cuando iniciamos el viaje.<\/p>\n<\/div>\n<\/div>\n<h4><\/h4>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img2.rtve.es\/v\/6473018?w=1600&amp;preview=1648670602015.jpg\" alt=\"El telescopio Hubble descubre E\u00e4rendel, la estrella m\u00e1s ...\" width=\"802\" height=\"451\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Una galaxia extremadamente distante, HD1,\u00a0 anunciada en abril de 2022. Ubicada a unos 13.500 millones de a\u00f1os luz, exist\u00eda 330 millones de a\u00f1os despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> y fue detectada utilizando datos de varios telescopios, incluido el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>,<\/p>\n<\/blockquote>\n<div>\n<div>\n<p style=\"text-align: justify;\">Los astr\u00f3nomos creen haber hallado el objeto m\u00e1s lejano jam\u00e1s divisado en el universo: una galaxia muy distante en el tiempo y en el espacio.\u00a0 Semi-oculto en una foto captada por el Telescopio Espacial\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0y dado a conocer este a\u00f1o, se encuentra un corp\u00fasculo de luz que los astr\u00f3nomos europeos calculan es una galaxia de hace 13.100 millones de a\u00f1os. Es un momento en que el universo era muy joven, de apenas 600 millones de a\u00f1os. De confirmarse, ser\u00e1 el objeto m\u00e1s antiguo y m\u00e1s distante hallado hasta la fecha y, la galaxia, probablemente ni exista ya.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"kvazar Prenos HD ozadja\" width=\"474\" height=\"198\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">El rayo de luz que es atra\u00eddo por un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>\u00a0y desaparece en la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>, no puede volver para que lo podamos ver de nuevo. All\u00ed, en ese lugar extra\u00f1o y desconocido, se pierde toda la informaci\u00f3n y, si no explota y esparce todo su contenido, la informaci\u00f3n se perder\u00e1 para siempre.<\/p>\n<p style=\"text-align: justify;\">La\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>\u00a0del Universo es irreversible; el deterioro de los sistemas cerrados es imparable. Todo se transforma para convertir las cosas en otras diferentes. Son las leyes del universo, y a nosotros, simples mortales, s\u00f3lo nos queda tratar de comprenderlas para obtener de ellas \u201ctal como son\u201d el mayor beneficio posible. Cuando la ambici\u00f3n o la inconsciencia nos lleva a querer cambiar las leyes del universo y de su naturaleza, el resultado no puede ser bueno. Somos nosotros los que tenemos que adaptarnos al medio y no al rev\u00e9s (excepto cuando por medios artificiales preparamos el medio para nuestro beneficio, pero simplemente adapt\u00e1ndolo y no cambi\u00e1ndolo).<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Entrop\u00eda y reversibilidad | entropiafisica\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La entropia y la muerte del universo\" width=\"296\" height=\"231\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Todas estas razones y muchas m\u00e1s que podr\u00edan exponerse aqu\u00ed son las que impedir\u00e1n alg\u00fan d\u00eda muy lejano de nuestro futuro, cambiar el pasado que, seg\u00fan mi opini\u00f3n, es inamovible. \u00a1Ah!, y en contra de lo que dice en su libro Jean Bouchart, creo que todo lo que ocurre est\u00e1 causado por lo que ocurri\u00f3. Es lo que los f\u00edsicos llaman\u00a0<em>causalidad<\/em>. Nada ocurre porque s\u00ed, todo tiene su causa.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Lo que creemos que sabemos : Blog de Emilio Silvera V.\" width=\"372\" height=\"280\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<ul style=\"text-align: justify;\">\n<li>Si de verdad amas, te amar\u00e1n.<\/li>\n<li>Si estudias, aprender\u00e1s.<\/li>\n<li>Si eres un vago, te llegar\u00e1 la miseria y la degradaci\u00f3n.<\/li>\n<li>Si haces lo que te gusta, ser\u00e1s m\u00e1s feliz.<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Todo es la consecuencia de lo que hacemos. Igualmente, en nuestro mundo y en nuestro universo, rige la misma ley: si contaminas el planeta, se deteriorar\u00e1 el medio ambiente y morir\u00e1 la atm\u00f3sfera que ahora nos da la vida. Si una estrella agota su combustible nuclear, morir\u00e1, dejar\u00e1 de brillar y se convertir\u00e1 en un objeto diferente. Todo es as\u00ed.<\/p>\n<p style=\"text-align: justify;\">Mi consejo: que nuestro comportamiento no sea nunca causante de males ajenos; que nos conformemos y sepamos valorar lo que tenemos; que tratemos cada d\u00eda de ser mejores adquiriendo nuevos conocimientos, el verdadero sustento del ser. Cuanto m\u00e1s sabemos, m\u00e1s podemos ofrecer a los dem\u00e1s y a nuestro propio \u201cesp\u00edritu\u201d.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/s-media-cache-ak0.pinimg.com\/736x\/4b\/8b\/37\/4b8b37d8afd9025c227d59ca93837666.jpg\" alt=\"\" width=\"304\" height=\"304\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Seguramente, el verdadero amor es el \u00fanico que nos salvar\u00e1. En el \u00faltimo momento, surgir\u00e1 en nosotros esa llama interior que llevamos dentro en la que se concentra todo lo bueno. El mal ser\u00e1 rechazado y estaremos en un Universo mejor, m\u00e1s igual para todos, m\u00e1s justo y en el que, la dignidad de las personas estar\u00e1 asegurada. Quien trata de humillar a otro y despojarle de su dignidad, no es consciente de que en realidad, es su dignidad la que se ver\u00e1 resentida por tan vil acci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">En mi transcurrir cotidiano, por mi trabajo, veo con mucha pena c\u00f3mo las personas tratan de enga\u00f1arse las unas a las otras. Es la forma general, y lo excepcional es el encontrar, muy de tarde en tarde, personas decentes y honradas, mejor o peor preparadas (qu\u00e9 m\u00e1s da) pero nobles de esp\u00edritu y limpias de coraz\u00f3n; cuando eso ocurre, es como una r\u00e1faga de aire fresco y perfumado que inunda los sentidos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-Z2MNWhBKXgs\/UDJxeTZqvUI\/AAAAAAAAALw\/GwOoZwaIfXM\/s1600\/belleza+fealdad+interna.jpg\" alt=\"\" width=\"304\" height=\"304\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0No todos nos muestran su verdadera cara<\/strong><\/p>\n<p style=\"text-align: justify;\">Como lo normal es todo lo contrario, la fealdad interior, el enga\u00f1o, la ausencia de moralidad y de \u00e9tica, la traici\u00f3n de los \u201camigos\u201d o familiares, etc., mi remedio es bien sencillo: me encierro en mi mundo particular de la f\u00edsica, la astronom\u00eda y, en definitiva, de cualquier rama del saber que est\u00e9 presente en ese momento en mis pensamientos, y de esa forma, por unos momentos, me olvido de la fea verdad que nos rodea. La bondad y el amor s\u00f3lo aparecen en ef\u00edmeras r\u00e1fagas que r\u00e1pidamente se esfuman y desaparecen, excepto en \u00e1mbitos como el seno familiar. Ah\u00ed, dentro de la familia -la esposa, los hijos, nietos hermanos y los padres\u2026 se desencadena un alto \u00edndice de ternura que hace florecer lo lo mejor de nosotros. En el seno familiar podemos sentir las bocanadas de aire puro\u00a0 y perfumado inexistentes en otro lugar. En algunos casos, ese estado de amor y de ternura se extiende hacia todos los dem\u00e1s.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><a href=\"http:\/\/4.bp.blogspot.com\/_k76LOxjdNts\/TL2vpjcKbzI\/AAAAAAAAAgQ\/Fy8rm7h4uiU\/s1600\/systemshock02.jpg\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5529769045903699762\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/_k76LOxjdNts\/TL2vpjcKbzI\/AAAAAAAAAgQ\/Fy8rm7h4uiU\/s320\/systemshock02.jpg\" alt=\"\" width=\"449\" height=\"337\" border=\"0\" \/><\/a><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Estamos en un mundo fr\u00edo, cada cual campa a lo suyo y, por lo general,\u00a0 los dem\u00e1s s\u00f3lo son instrumentos para conseguir nuestros objetivos. Nuestro mundo est\u00e1 cambiando, ya est\u00e1 regido por Ordenadores personalizados que atienden a nuestras instrucciones y se ocupan de necesidades cotidianas en la casa, en la oficina, en la f\u00e1brica y que son capaces de realizar planteamientos matem\u00e1ticos en minutos, cosa que los seres vivos no pueden hacer a pesar de ser ellos los inventores del prodigio. No veo nada claro el devenir de la Humanidad.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La Inteligencia Artificial est\u00e1 incluida en el futuro de la humanidad?\" width=\"502\" height=\"323\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS9gntq-cTvzhILAprT0PxNP6S8VJMdfyg5AA&amp;usqp=CAU\" alt=\"Futuro de la inteligencia artificial: \u00bfc\u00f3mo afectar\u00e1 al d\u00eda a d\u00eda?\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Pasemos a otras cuestiones. En \u00a0enero de 2.007, comenz\u00f3 y se celebr\u00f3 en la India el\u00a0<em>20 International Joint Conference of Artificial Intelligence<\/em>, un encuentro en el que se pusieron al d\u00eda todos los avances en inteligencia artificial, y donde fue celebrado el 50 cumplea\u00f1os de su creaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">El incremento de los resultados en este campo (mucho hemos hablado aqu\u00ed de ello), ha sido asombroso. Internet es una buena prueba de ello en la b\u00fasqueda de informaci\u00f3n por contenido, comercio electr\u00f3nico, sistemas de recomendaci\u00f3n, web sem\u00e1ntica, etc. el futuro de Internet, de la industria y del comercio, de las ciudades futuras, de los viajes espaciales, de la medicina, etc., etc., etc., depender\u00e1n de los progresos que se realicen en el \u00e1mbito de la inteligencia artificial y en la nanotecnolog\u00eda; ah\u00ed parecen estar el progreso del futuro.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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Gm+ty\/wy5bs2rzAeHdzBDmUtKGCGWZB2O32h1pMM50vYXZgDYzM9PLy0UviA7LtcacvqrNzheHzgDFrBMElH8oOXU7TEmey9fLUd7huHCswxQlVLBcjZmgxkA08x31gbVmmmGtJaefySh7fu+p+qjioiKlNNalKgKKKKfRSpldFPFNFOLRymry4NaXHQeKqYwvcGjUqQCrn8QvHe9c\/wCb\/rWYMRvz6UhxLdFrK7iOGAuZ8PY7rrYzh+Jm1vGP5+YWrbx10bXXGsyHYGdNZmfsr\/xHSkGJfLkztljLlzNlywFyxMZYAEbQKyfHbkY+VMLnqfjVJ4tSH2WHxgfVXt4VWj4qkeZ+cLeOOu87r7z\/AKjb7TvvoPhQuKflcuamT5zqdNTrqdB8BWBFFVjjAn+yHn\/xTnhBj+1Pl\/yW\/exbked2K6aMzMPsxoTrqq\/AdKYpnUVmWrrnybz15RrvV24wtWyd4E+1q6eFxYrS5rYYBcnY\/I2v5b2XNxeFNGGvdLybDW2xvpe2994unvibamC6A9CwBp9u6raqwYdiD+Vc1w7BPibpUEZiGYk6kxyAG57VLwy4bN42zr5jbMaiQSAR1E\/I1TS4i5zmlzIY4wD1+XekfhQAQHfEBMLoatcPxbW2lWKZlZCy7jMIzAcypggdVFVaq8UxPh2yRudB2J510qpa1ji\/SLrLTLs4yazZavHcIMNcCu6DOoYGQFMjzZZ5BpjtFUkcMJBBHUGRVfC45cbhrOBcEX7RPhXdCvhxqjaz6ogQD6id6o8LLWrr4diDBIkajMu\/uMfKudhsc95aHtsbZv8ANyIWuvh2AksN9Y6K3xzAW2w\/jB\/rlfKbeU\/6GWc+bbR9MvcmsLhj3hcVbF17T3GW2GR2tmWYASVI0k13r5\/oIGa2bbXycszdzC3BJ5BIMa6z2rkW4HqYeBy01jpM1l4lgH1nF1MTMyDB7pBjxHTW6toV2saGu5T7ufP0Vz06462MvhlzHD25t2WM+YDRrk8yxAPsC85rM4NhpOc7Lt7f\/X9608TZuvZSw1xclsyISG0BAkzyBNSWLIRQo5fuaTAcJGGLWwcrQNYku30J3v3or4vtGnmSeeniOSCKhu2Vb1gDHUVOaaa7TgCIKxAxcKBbCrqFA91XeGYpLRuFlstntXE+tIGUsB57ZP2xBiOpqsax8ZfBujMJVSJG0iRPxrHiqraNPvPh6dAtFFpc\/u97q4MQp0DCaVqf6UWVD27tmybVp0XKICgtuTlHq6Fd4qKy+ZQetK2qTUdSdqPl59e7kSpyjIHt0PvkPUA8wDZNNMapGqNqcqAm0UUtKmV0U8UwU5kkRV5c4Nlok8tPVVBrXEBxgHfX0VZ96bVj6N3+VKcL0Px0rzp4fibnJ6j8CV6McQw1hm8wfxCrUU7JrHeKs\/Qm6j+r9Kpp4arVnI2Y7loqYilSjO4CVUoqwcK\/t94qMWTJEagTUOw9VpAc0iTAsbnpz8ENxFJ4Ja4GL2IKl4f\/AKineDOuo069q6e7xYubxNmxF9QpAtgKgC5ZtifKTzPWsHhyaFvvae6t\/g+Ge4rhLK3TmtzLBGUHPOWRsdJMiCF93oeG0hTwuZ371\/AxHTYH0XA4jVNTFZGbCPEBxOl949VxN7hN0McikgHQyBp8a0PR7BNauC66KShBVWhlMGZYA6jlHQmu3PDX8\/8AkFG5jxzMSDA1kdZ00BHODUx\/CLuirhwhRWZyLueVA1Yhj5Y8O7Mc9tIko4TDMqZx6lsel7bKmo6uWR8g6fVsSq17ihZbq+FaHisGJVAGSCDFsz5V027mkx\/EfG8TNZsgXLfhwqZVXWRcQA6OCBrRf4NfRS7WyFC5icy+rnyToZ9bT57a1e4Phi9qPoyXAXgXC5UgsFWPKCSozK3Qa863PNLLsRpqN\/Ecvd1RT7YviSDrodr7A8\/dl54eFXgdF2O4K\/Ea1t8AsGypLImdmUywDFQhJygzEMTqOeVa7C9ws\/Vk4RNSQwF5wxy23uGVOUJC5TynwzEhiaP4O5bL9BURlUj6Sx81wuFJgzy5CPqz1rn0MLhqL84knq5n1C0VO3cMpjwD\/wDaVgcQxbXrjXXjM5k5VCjQAAADbQCqxrpEwJZHP0FBkIk+O4yhkDagGW0uWTrJ1HUxRucBxDMxWzlBJYLnBChpZUkmSYhZO51PWugKzBbSOo\/AlZnUKmsEz0d+IG6yDUZp91SpKnQgkEdxoasYHD22DvdB8K1DMRqPL5spG5EDUdN6YmBKqAkx79hUjTDTD6VkFymHtqHKvDa6rG8ATtptHeprXpLYulxirCgMQxdZzDKBlnKM06RIOx2rCMfROjh6j1Lfn+Wr9WfNwY8Dz2BnynfleI1UxHDjdMqyKQpJztlBC8gebdBzrU4lg2tNBEBicokE5Z2Mc4irXAEeMRcW3buLbstn8QiFDkKGSd7gO36kTZiKbalMtd7ulokh4j3b6LnsTdv3Ut27jApb0G0xtr1MaU8itdOJWgoVsLbYhMubMVOaILHKBOk7yZ1nQAMvcRsEAfREBAAkXbk6TrGx3HLlVTKeSbEk8yCVaTmAuPI\/RZDVG1bjcWw8n\/I24MwPEcQIOUZozSCZJnzQJrDc+wezb3VMyoiN\/n+ITaWiioQrop4qIU8VoCqKlFKTFMFSA019kkDdQovmGmsknttFWxVvA8QRFytYS55mMtIOqhQJHIET7amv8TRlIGGtqcrKCJkSDBHcEz7o2qjD0ewlovJ1sNgPw81qxFbt4cSBA0+I7k8tNh05qgKjQ6uxkCIE7wP10rYPF0ny4a2ok6etoWYkeYnkVEn7vTQUL9wMzMFCgsSFGygkkKJ5Aae6ryC8gm0XHfBAm40k2VAc1gIF5gHUWkExIi8R+BUGEWFAPf8AOr+Fu2gGF214siF82TKdddjzye4HrVUGiaspUwym2mNgB1sANu5V1KpfUNQ6kk89STv3q+buFlpwqkEaDPlIb6zWQuiwyaR9jvTrt7DEQuEQet\/MbcqQp21htdeUjnpnzRNPl6nzP1S5zyH\/AIj6IFpZnKJ3mBvQyA7gH3UTRNPKrhN8Jfuj4Ck8Jfur8BTppCaJKAAmm0v3V+AoXDhiAEBYmAAskknQADUkk7d6cTT8G4FxCXKAOpLgSUAYS4HMjf3UhcU0LR4hjFt+NYsI1u0\/hqy3VXxFa3EyR\/p+aZHbltV68zo4Ny3aIaBfuSttCxUKp8ONdgsH7w71g8TcNduEObilnIdhBcFj5iDsTvHetLg15TaKBFAtCMu+eY85AGmx5Ez050FptGvjcxvbcWOkanZXFwkzpPS0Em3jcaz9kG64bjGBNi89s8joYKgg6ggHly3O1Uq7zjuENy2cyfSLjQtq7byqo56jOfuuSdtR7uHu4d1c2ypDgxljWekc685jKHZvtofcaASunSfnbPv5mfMjry7fgWPa9gLqfatrlM+cuqw4MnY6Rp908jFZ\/FeJXMQytcyyqBBlVUGVZIGg13Opq5iS1jDWbIZQSCXyyp15MP8Adud42FXDw+0cx+g4uInQNoNDIBBIEA6mR5uWkd0SxoD\/ALX5Dn6790LEB2k5Dbv8esRMR0uAZXMmozXR4jh9vMP8li1lmUiCCWytlRZU6hmtabx3MlmK4SMhCYPFC5JCnKWT\/UYCYHmMQsjSVpTUHuE3Yu9z9FzhqNqnv4d1CsyMocSpZSAwgGVJHmEMp0+8OtVyaglLCKKbNFQmV0Gnj21EP3tUgNWgqpSCnA1GDSg04KVTClBqMGng06VSA04GogaUGmlLClmiaYDRNTKhSzSzUc0s00qIT5omo5omiUQnzSTV3hXDjeJ18qglssM2g0CrzJ2FM4rghau+GpLaDSBIJGxA+17Kr7Vpdk3VnZOy59lTJqfhzHxrWUqGzpBf1Acwgv8AhB37TVuz6PYltfDyjuQPlM\/KruF9F7wdWYW2CspKEtDAEEqYU6Eae+q316QBGYKxmHqkghpWRxh2N+6WKMxdixT1C2YyU\/CTt2qraxdy0c9nLniNVlYJBI7bD4Vu8Q9Gr7XHdLaKrMzKivooJJCgkDQDT3VQuej2KH8k+5kP5Gl7Wm5sZhpzCY0aodOU68inWuLWg8izcVFGZVDjS4S2dssxrm37nTU1FiLuGDvdtK7XiAyXGkhbmo2JGm0jaNqrYjh95NXtOB1KmPjEVQLUxyuvrGm8HmOvXlbRVQWiDadbAeGmnQaG4gqbGYlrjM7xJ3y+VdBGnuFdI2RmcleIl9QVXzDzFlUjKfVBDACdxA0kDlCasDil8NnF64GgDMLjgwpYgTOgBZiB+I9aqqNnRaKVTLM+9ev81vvctqQ7Dih82cEsDmkBhJDCGIUGQZgA8hUWKFzwibX8SzKxyZzlULKSTlOYkAHbQEjqawW4jeP867y\/mP8AZBUc+QZgOkmh+MYgkE4i8SDIPiuYMzI83XWqsh9\/kr+3HX34qHGreXKl3xRA8i3M2i6L5Q2w8gGn3Y5VTJqfEYl3jO7vlGUZmLQoJOUSdBJJjvVZjUqhLNJTaKiVKug96cD3pk9vypQe35VYCkIUwPelB71FPb8qeD2p5SwpAe9OBqMGlBp5SwpZpwPeoZpwNNKWFLNE1HNLNTKiFJNE1HNOmplRCdmommzSTRKIV3hfEDYuC4NeRHVTuO3I+6u54Sth1F+0ipmnWAp3gjTuOVeczXofouZwtqOjfJ2msOMAyh3h4dVvwLjmLdtfktSo715UEsQBKrJ6uwVR7yQPfUlYPEM0m3euDLuCITRsyKGnZtTHUrOmw5i6a3qKocMe60u7ArqFGUBpUkEsRtqCIHTfkL1ShOqG5hbbesiN7VB\/MVJS0IWbjOAYa4Ia0oPVBkPxXf31l4H0Ot27wuFy6LqqEDf8R2YDfYfr01FOKjwIBVZpMJkgLhuJ8EtWExN2+VDXC\/gIDqJYlSB19WY0AnrXGk1temlycZd7ZB\/Qp92pNYRNbac5ZJ9wudVjNAER9UE1GaU0lSlARRRRQpVgHv8AOnZh1\/elN16fM9f2KAT0+dSCoIUoYdf3pSg96YGP7PtpQT+zTylhSBu9BcATOgpoP7\/ftFVMfe+yPaf7CkrVhTYXFDWZjCmHEF\/H8v1pf4gn4\/l+tZVFcv8AaNbp5LT+rsWqOIp0f5frTk4ghIHmE9Yj86W3wC4+GXE2zmENnXmMrESvaBPXfeqfCOHviLgtpz3bko5k\/vWkHF3Q50iGzNtI\/JXHhxzNbBlwGXrPu\/LeFq5qM1VMJdMFWEMhgg76aa1OGrvU39owPboVy3DKcp1UmajNUeajNTEwiAnzXY+g3EQVawTqJZO4PrD3HX\/celcXmrQ9H8TkxNluWYL7nkf+VVVhnYQrqDiyoD7uvUKg+iJnNwiWICydYUToAdBuZ6zVC\/xfLjLeH0hlJP8A3mSo7aKf+QrP4n6VeFifBKgIGQPcOY5Q0FmCjeAducVzBSc7QbSuo6qxup3hdBhcMtsZUELJMchO4HQTyqauD4j6ZXs7rZKG2GYI+RgWQE5WhjpIgxHOsu56TYs\/zm9wUfktWDDPjZVHFsHNeoUVznoTxK5ft3PFcuyuBrE5SojYdQ1M9NuMXcOtsWWCm5mkwCYXLtOn2qr7M5sqt7UZM+y6alryU4bF4lTfy3bwBK5hLkFQGYBRqAAwOgiJPI0l7C45SbZTEDVgVi4QcpAbbRgCy9vMvUVZ2A+8qv1n\/KV2fpnwew6HEO\/hsojMBOccljm3Q\/HQaeaTWoOBYsqD9Hu5SdBkaOYnLyG+p0rPv2HRirqysIlWBUwQGBg8iCCOoINXMGURMrNVOYzlj34KOiiirFWiiiihCmlfvGkJHU\/H2fv3VMC3b59f2KbJ7fPv27GoUqPMOp+NODDqf3P799P837mmkn9z0J\/vRKiE17gAmT8azmaTJqfG3TMdPzrbuYPBhW+sQkIAIuHW6q3s532OW1HKSANDrxeI4xrXBpmL6eq6GDwjqgMEA9TGs6eS52iumbA4EzDIDmYDz6BfpBAbfX6sfDWs3i9myoV7LJBYzD5iAyoyjKxzQJcSRy11rBTxTKjg0AieY\/mtNXBVKbS8lpA5GT8tt9uq6b0AxDtae2R5EPlbl5pJX46\/7vZXR4bB27c+HbRJicqhZjaYGu5+NZnohgvCwqTE3PrNPxAR78oFbdcDFPa6s4t0J8+vjqvVYGm5mHYH6gDXadvAW8FSscMsozOLS52JYsRJljJ1O2vSp72HVxldQR3H5dKlqDEYy3bKK7AFzCjqf01HxFI01HuGWSRpEyOcbiw2V5FNjTMAb8rnfbouc4yqYe2bKiWfzKSokITsW3Y6Ry0rns1bnpmx8ZB\/9Y+bNWbiOE4lGVHsXA7rnVMrZikkZsoEgaHevoHCz\/VWvcZc\/wCInmT+Q+epXg+Kj+tOpgWZDR0GvzJ+WyqZqfh3AdSTADKZ6AEa0Lh7hCkI5DmFIViGbopjzHsKa2HuAMxRwEOViVYBW2ysY8rdjrXQzLm5V0\/pnmS\/bxVsgowUow1GZNR8RB+PSn8aQPiLOLsXLZV7loSzCEuArBuDfLAWegBrmbti\/qjJc+rGYqVfyKR6xUjyDvVjg3C71y8kWQ0A3stwi0j2rfmbzvAykCJ79JqkNgC+gjwWjOXE21IPiouNXGOIvFmRmNy4Wa3\/AKZYuZKfgJkjtFUi1PxuIV7juiC2ruzLbBkIrEkIDAkAabDaq5anBgKoi66\/\/wCPL6i5dQsBnRYEwSQSNOp81WOK4Vr+FSyWX6ThZDIWAZkUZcwneVCNP61w4J3HLX2EcxS3rjOczEsTuWJYn2k1UWfFmlXCpDMpClsY24ghLtxAdSFdlBkRJAPTSnfxC9mzeNdzSTm8R80tlkzMyciT1yr0FVqKdVyeatfxG\/t497aP9V9iIjfaNKr3brOSzszMYlmJYmAAJJ1MAAewCm0VKJKSilpKFCKKKKEK15e\/9X721pNO\/wDVPOKlOYiZWN9jOsN7aMjdv6us\/wBqhSodO\/z6n\/186TTv33jn\/wCqlhgPs8jsfYNqMrD7unt5aUIVewyJdR2EqCCwj5wd+sHeK0cPj7AZWa5mYKVZvBGv15uE5Tp5km32n21Ru2yRBjlyPSs11gkHlXE4hgmufmMweXO\/TquhhMW+kIbHiO7qOXeLwRJK6ROKYSFlCITI0KD6y2VLSd4C3B1586cOMYadp0Enwl1URNn3wfMetczRXPOCpkRJ8\/5LYOJVQZhvl9CrOG4jetrkS66r0DED3dPdXVeg7ZbOIvsSdpJM6WlLf+VcZXUvdtWeHmz4iG7d1KqwaJddCV28gHvmlxrQ5uQC73D6kne2qbhzyx5qONqbSRJtMQAO\/RaPoXxa9iGuC84bKqwMqruTJ8oHapPSfEocPbLiHZpWN4HrEdiI+I6Vkeg9xLb3bjuqwmgJGY6yYG\/IfGncZx6X71s+rbWFzEEnKDLGBt0A7U+DwhPEBUa0hjCDIEXA0HOTsNpCvq4r\/puRzpe6R8Rk3dEknSBueYPJW\/TS5lxCMrEMFUyCQVIZsrKRsZ\/KqmK9K8ZcuJea+\/i27fhq6+VsskmY3OoBPOBNJ6S8QW9dD29guXUQSQWJgf7qyNe3zrucNpOp4Skx4uGxfbouRxKo2pi6j6bpBOo3sArdri19Ftot1wtli9tQTCPqcyjkZJ+NNu8VvstxGuuVuvnuKSYd5BzsOZkA+6qwB7fPrTRPb96VussMlX7vHcSzXGa\/dLXU8O4Sxl7cRlbqIJEVWxWOuXVRblxnW0uRAxJCLoMq9BoPhUMHtRr+\/wB9qAAgknVNopde1FChNop2tJQhJRS0UISUUtJUoRSUtFCElFFFCFcKryVu0h+p6HpFGVfut8G2n29JqwytqNOemSZzHU7zyn2U0q07rMzovMZhyb8J0pVKrhRzU8tIbpqN+vyoIXkpn2N0059fyqYI34YGX7Ommo56j+9Hhsfu8+X3hmJMHSZ\/SpUqEqv3Tz5N19vsqrjLf2gCOR0P9+0VeE76A91jWBGk6aN\/+010MQYiI9XkPf361XVYHtLSpaYMrIoq+eH9+vfYx8en9qaMCDz\/ALcyP7Gud+pVOnmru1aqVFXvoI6mhcGND7ND36j3UfqVTojtGq5wvgl64me3adxmynKNj5TB10EMNTpr2q4\/o3ihvYfkY+1DCQYmdp\/c1QW7cUQGKgmdJAmdzB+dPGKu7+I+u\/mbXTn5ugHwHSuk1uVoaNlTLTczPgrjejeKG+HuCJ1OgkRzJj7S\/GmW\/R3EtMWHMMVI5hlZ0YRPJlg9NOtVTiLp\/mN72beJnfsNug6U0Ym5\/wBRhqSdT6x1k67yZ9pNTdHw9fRW7vo\/iVibD6lQI181xlVV30JLKI31p3+HcTEiw5EkSNpAXfX8QHtDD7JimcTdP8x9wd23BEEa7gqp9w6U0Ym5Glx49p5wTz7D4Ci6Ph6+it3eAYlUa41i4FUSxjYa6xMxoddtuonMgdPzqdsRcOhuMQdxmJB33E61GAf2P30qbqDGyYR2\/Okjt+dOj9\/Olg1KhNgd\/nSRToNX+DcPN+6tvlux6KN\/zj2mkqVG02F7zAAkpqdN1R4YwSSYHv59FrcC9Fxeth3LKWkqBA8o+0c3v90da0\/8D2iCVuMwXUwNgeZlRXQYeAMuwIy9gAQRoOWgrVxWItiwLaSJJJAIO0EZ2jXX2HQaCNfHftXFVC94qFouQLW5AW7pJme+69mOF4Wm1rDTDjYSZvzJ9bWhcen\/AMeEgMFvkESCEkEHmDG1VW9DbQJBdwRoQQoII5EV6ThvSC0qKCL0qiqYYBZVMsjmNqysRxXM7Nl0YyBJGgAA0GmwFNW4hVaBkxBnuB\/AR3KKfD6JcQaAj31K4n\/CFn77\/wBNL\/hCz9658q7AcQP3f6j7v32qtcvM25msruK4saVifAD5rQ3hmFOtIe+5cx\/g+z99\/wCmlroqKr\/a2N\/xD6fRN+y8H\/hheSUfv8qKK+gr56iiiihSECgUUUIRS0UUKUlLRRQoRRRRUqUUUUVClFFFFCEUUUUIRRRRQhFdV6Bete9i\/m1FFcvjX9xqf6f4mrpcH\/v1Px\/hcuwpaSivAle8RRRRUoRRRRUIRRRRUoX\/2Q==\" 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\" alt=\"Clonacion de organismos de manera artificial \u2013 Experimentaci\u00f3n Clonacion\" width=\"370\" height=\"233\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No deber\u00edamos jugar a ser dioses<\/strong><\/p><\/blockquote>\n<blockquote><p>Hemos llegado a fabricar \u201cclones\u201d artificiales que cuesta identificar de los originales y\u2026 \u00a1Esto no ha hecho m\u00e1s que empezar! \u00bfD\u00f3nde acabar\u00e1 todo?<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La inteligencia artificial, entre otras cosas, podr\u00e1 llevar y facilitar informaci\u00f3n a pa\u00edses subdesarrollados que, de esta manera, podr\u00e1 ofrecer educaci\u00f3n a sus habitantes, mejorar\u00e1 la salud de la poblaci\u00f3n, su agricultura, etc. la calidad de vida, en definitiva.<\/p>\n<p style=\"text-align: justify;\">Ya se est\u00e1n desarrollando en Jap\u00f3n los ordenadores inteligentes (los llamados de\u00a0<em>quinta generaci\u00f3n<\/em>), y el entusiasmo de empresas inform\u00e1ticas japonesas y estadounidenses por la inteligencia artificial aconsej\u00f3 a Europa no quedarse atr\u00e1s y acometer sus propios proyectos mediante programas de investigaci\u00f3n en estas nuevas tecnolog\u00edas del futuro.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/-CphKdCNpPeM\/UTUVDyEMFzI\/AAAAAAAAAFg\/Y9O9ING9lj8\/s1600\/inteligencia-artificial.jpg\" alt=\"\" width=\"519\" height=\"389\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El t\u00e9rmino de inteligencia artificial, si no me falla la memoria, se acu\u00f1\u00f3 en la reuni\u00f3n de Dartmouth en 1.956, que fue un evento \u00fanico e hist\u00f3rico. \u00danico porque no se volvi\u00f3 a celebrar, es decir, no fue el primero de una serie como ocurre con los congresos internacionales de lo que,\u00a0 se llevan celebrados 20; y fue hist\u00f3rico por el hecho de que all\u00ed se acu\u00f1\u00f3 el t\u00e9rmino que ha prevalecido de inteligencia artificial.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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tw9aonBGJaiAcwEhQgd9SBslJU+Q2lOIapIKkpJyJBGuRzFAkl8G6t1KGIBSARMHIgHM1b777THpDzbOriu2eOiRHjlnUfeDYy0qU622cCdSSnw01PlVIw6hJkkqUaD28sgCNIiouLtAiJnjp7e6pVxJOSYB5kCaLXZi1nEOykEZz7qCdK1wpqJSM0Jgxz019lSrW9bAKcC0rX6ylmft4CoLtmGsKhMfLQrCQftH21JG33kpgjGNMZAJHtA99Bp3QcxhevJIMob97la9WH\/ydp6++n5DXvdrcKAooooCiiigKKKKAooooCk2zSv0S3IzHVN+I7CacqXrTYLraEoTddlKQkS0g5AQOOtAt7TZxJICRnqDpS0y0pkkJmPOK0Z7dtxRk3Pk0j8ajObnKP95P1SKBHuNrLw5n2ili+vFLUQkKUdTAmPwrULjo4SuZunBPJtsfsrtabgBtsoRcEJOvwSJPieNBjWxMFy4tGMiEggxrJjyGVc9pJcY+DWmDz4K7weNalszofZYcLiLt6SIzS2RqDpHdTEzugUpKS+FAmSFstqH20GG7q2pW+Vxk2kme85D9vlTE6rtVoY6PkhS1JuFJxmSEtNhI4ZAaVyV0bJJ\/rTn6jf4UGev6jwqI1akrkZfKPAfxyrTFdGqT\/enP1G\/woX0apIA9KcgfMb8zlmaBe3C\/4k19Ff3VUgbwtrO0Mb6GlIlQGE4UYcS4k8xlNbfsHchNtcIeFwtZSCMJSgAyCNRnxpeu+h5lxzGp\/PPLqtZJOcLEnPWgQtmPOrDYRbhtkGQpDkKT3pOh8Izrrtm4Whag2h9alj84FyDHnhI5QKe7jokSpAQm7U2kGYbbwzPOVma9bK6KeoxYL1ZCtQpsEHvgLGffQZ404m2QHXHHwtY+MkKg+Og867bEuvSHEurUlPVoKeyyQpXIkz7cuZrR3+jdShHpcf7KT95ZqG50UFXrX7h8WxHkFRQItzfK+F6wN9YYwLKgBHJSCCTxqtf2bbuiU9lw64R2P+aD5VpQ6IED+9q+qT\/3VJR0YYRCLrCefUpJ\/wCZZoMrs93MObhChwQMwfGa8X1woCMMJAghIAMcCBood1ag50UKMztB2SZJ6tH41CX0KJUZVfuq8W0fjQZC\/cNzKVlJOSuyQD7K6bJZxrjspScjhlOIHn3Vqyugxs63zv1aPxru10LoSIF6v6pP\/dQSuiDZqWV3OEapQPIr\/GtNpc3V3ZNmXD13WYwB6mGMM\/OM60x0BRRRQFFFFAUUUUBRRRQFFFFB5JpJ343kdt3W22TmlJccAQVSkEAJMA4Ae12sogZ071yUwmScIkiCYEkcieVZtWbRiJw68HJXjv3XjMaI39JXDddl34IvtgZJPYUzjI0nXPnXLZ+\/jjiVQ0gnG2lJCyEnrSU56lMEeMHhT0m1QIhCRERAHDIeQr4LJsDJtA8EgaZ8udY7Lbeqep6eY88ftHvr1\/Er3e3X3Nmde3hbeLgRl2kg9aGz6w0PhxqpRvvcJS4pTYnrg0EqISlBDYKgVZTKwqJPH2VoPo6Yw4UxMxAiZmY5znXxVsg4gUJOL1pAM+POk0tPulOp4IiYnjiYzmPlrJJd3+WhSQq3EKQh0lK8QCFSFqkCDhIyjWa+Dfp3rGEFhCesShagXADDhIGHFGKBGUGTllTx6Kj5CdMPqjTl4d1C7VBwyhJw6SkGPDlV7LbPiOn\/AOf5yTtzdtPvPIS45iBZWoiEjNLykA5D5IA9lO9cW2UpMhKQdMgBqZ9+ddorVKzWMTOXn5+WvJebVjEaeqKKK04l3eraLrJtuqGIreCCnIYgUrMSfVzAz7qWXN9bhptOJCFLU46O2pKAkNqACMWQJgxPdxmtDW0DEgGDIkTB5jka5OWjZEFCSJmCkETziNe+udq2mcxOHr4eo4qViL8cSTdrb0vlt9TaUNoacbTjK8yVFskKBTAThUZVNRrjf5xLbZDTZJU4CrrIQQ2QOwtUTIOv2GafPR0QRgTB1GEQfEceHlXxVm2UhJbQUjROEQPARAqTS+269T08eJ48+dzom7T3querfW222hDLqEY1Lk9oomU4YAhWs0b67ceZ6godShBQVLDamsZ0gpLohae4ZmnX0dEEYUwrUQIPiONeHLRtQAUhJA0BSDHhIyqzS0xPlK9Tw1tE\/Zx4z9cx+5JrG9L0kIAcUtxKEdYcAEshwmEpkZzlnrrXNvfh7qypTLYlDS0HGrCA6oolZIyAIn2inj0dEzhTMzMCZiJ8Yyr56K3EYExGGMIiNY8O6p222fEcHvx699Eh3fl4tJWhlskNuLWcasJDSgglBAzBkETT0hyUg8wD5149FbiMCYjD6oiDw8O6u8VqtZj1nLjzcnHeI7K4eqKKK24CiiigKKKKD5UG8v8Aq1JTgUqQTIKAOzE+socxU6oVzZY3ELJEJB7JTMzHGctB9tZtnHhm2ceHxrabKgIWmSJgmFZ4dRrPaT+sOddvTW5Axpz0zGeRPuBPsNQ17LnHKvWcCxloUhKYIntCEj7dMo5vbESrIqhJSUqCQEk4goHNPDtE5g58axm+mc30nG\/aAnGmD38hPuz8K+C\/bxKGIdmJ5drSDx1HmKjfzYeycSZBJyQBMpKeB5E\/\/QyrwnZBCcIcgQkaa4IA45CBwgzmCKubaTN9Jqr9oYZcSMXqyRnJAy55kD2ij09qJxpiY1Gp08+HOolvsrCU9uQkLSBEZLKScwdZSM+8+zy3smMJxyU4AOz8VGLCCAde0ZP2Cmb6XN9LD0pGEKxDCdDORnlzrki+SSsaBACsUjCQoEggg6ZGo\/8ANnYQnFm2oqSSnLMKGaZzEKPEcK+p2aUpWEkGUBIEYYwggaZDU6AUzbS5tp3VtNkJxF1AHPEI0xfdz8K9+mt59tPZ1zHOPfl45VAt9lqlC1K7SYnLLspUkDI\/OUZ7xpEV4udkaFJKiicAyEStDhkn1s0jlkNZM1O6+M4Z7r4zhP8A5yZy+FRnkO0M849+Ve\/TW4BxpgmNeMTHjGdQLXZagJUqCQ4NASOsWVzxEjLKCNda+t7JKTkv4wXmmcwkJ5zEAamdczSLX0Ra+kxF+0RIWkjLQg66eefka6OXKUpCpEHTMZzmI5zVa3sYiB1miUo9XUIxRx17R05DhIPZrZmFDSQs\/BGUkgaBJRBH0Sfbn3VYm3vBFr+8O9pfoWlBBgrSFBJIntCR7YB8jXpd80FFJcTiGqZE8Bpr8ZP6w51Cs9jhBT2pgJmUiSUDCCD8XICY4jKM66uWBOPtxjWF6aQEiNZ0SNIz8qRNseixN8enlI9Nb7PbT2oKcxniyEeJ050enta406gajjMecGOcVCZ2QUhsBZIbACZSMgIHCM8MifnKgCa+N7GgJAX6oQlOXxWzIBzzMxJ7sgKmb6TuvpPTeNnDC09rTMZzp7j5V5\/nBqYxp8xwMHyOvKoJ2McvhDkQRkIkLK51z1jPkIjOR7YpUFAr9ZLifV4OFJPHUQIp3X0d19Jov0dqVBMKIzI4ROhyGfGhzaDQxSsdkEkA5jDrlzFQ17HxKUoqBKsUygEQoIBEEnPsJie+Qa9O7JxFUryUVEgDPtJwazwFM30ZvpNTeoOHtCVaCc88vflXt64SiMSgJ5moH81SZKyZwYsterUVpjPs5mDrkBoc66bS2f1owlZSIUCABniEeY8s9Jgi5tj0XNsenlIVeNgkFQkEiJzkDFHjhzjlXhraDakoViACwCmcjnH7SB4moytlkrCsfx8ZEanAWzxyGE5ciONeG9jwkJ6wkYAhWQzSnQD5J1k\/OOQyiZvozfSZ\/ODWmNPLUcDhPkcjyry5tJCQ4SckCSZBmJmAM8iI8ahnYxII6zUOD1f8VYWrjwIgd3OvTuxsRXLh7aVpOQ0Xnlyg+fjJNzfSZ5NJnpqcSgSAEhJmRniJAETM5cs5y417TdoJAC0knQSM5kj7AfI1CVstRXjLnaEEHDlKcfCc0wtQjlGciT6b2WARCssQWQABKkgJER6oyGQHDxmxNtLE30taKKK26CiiigKqNqby2lsrA\/cNNKOgcUEz4Tr7Kt6w7+UL\/WbP9E595FBs1letvJxNqCk5GRMEHMEHiCOIqXVXut\/UbT9A39xNVW82+1vZvs2xCnLh5SQhtEZY1YUlaiYSknxORyoGmilBnfpkbQOz30KafkBJkKaWVJCgEryIJB+MkZ5axPlW\/bK712zt0KdcZQtbipCWx1cYkhRkqVJA0ieORoG5agASTAGZJ0FUm7291lfKWm1eDim81DCtORykY0jEmeIkUn7v7UVtJ4X7FwvqG0uJuLRZUCoKCsAjEWwMOE4kiSUqBJ4ROh+52YXrg2bNw2oNgqU+tBAROicKjAnMk55DOg1mike06RWHzcm3QVtWyMbjy1JbbMyAEEyVEwYkJB55ib7dbeJm\/t03DOIJJIKVCFJUNQoZidNDxFAOb0WSVOoNy1ianrRiEtxrj+SPGuKd8rAoU4LxkoSQFLCwUpJ0BVoCe+l\/eTYottj7WUQOsf651ZHHETgE9yMI8Zpa6CrRD1ttBpxIUhwoSoHiClYNA9bw792lmllbuNTb6cTS2wlaViEmRCp0UnUZzlTBsy9Q+w08icDqEuJkQYWAoSOBg1ifTBs9VtZ7Jt1GSy2tuRxwBlM+0Cma26QW9n7P2YHLZ5Ta7dCQ4ktwS2hsKhJVJAJ1MTBiRmQ1GilfeLfe0s7Vu5cWVJeTiaSgStwEBUgGAAARJJAEjiQDDe3\/AGmbm3t7lpbJuEIW2uUrQOsOEJXEFKpyMApE6xnQOlFKu1d9mGr5uwQFO3LhAwpgJRIKvhFnTsiYAJiMsxPPZG\/bD167YqQpq5bKkhKiChwpz7CxrlnBAMcMjAN1Qdq7Rat2VvPLCG2xKlGTHDQZkkwABmSQBSfY9JrDl6bIMPB0LW3PwZSVN4pAOOcyk5kADUwJqv2rvxZXtjfodZcW0xhDoQtBxBSwELacBhXbAOo0BzoHjd\/b9tetF22c6xAVhOSkkEQYKVgEZEHTjVtWadHm2tnW2y7m5ZQ8yw04etLxSpxSsKIjCSMwUpAyz86brnba2223F26ihxSEgtrSvD1ikpBXpCZUJKSryzoL2isF3y2k+d5ENlxzAm4t8LXWK6sSGj6s4cyZ041urClEdpOE8pn7aDnd3aGklbi0oSNSowPM1B\/pHa\/5hr9dP41X9IX9Rc8U\/eFKO7GyLVy0dffCobWQSknSEnQa5mudrzFsQ+dz9VyV5vs6RHpnyfv6RWv+Ya\/XT+Nff6RWn+Ya\/XT+NI9rszZdwoNtOuNuH1cU5n\/UIPhINKe8toqzWptzM6pjRYOhHIc+VYty2rGWadR1XJetOOsWmZxGJz\/DeJoNYY7vPth+FoDwQfV6phWCO44Ti8zV7uvv\/cNPJY2ghQC4wuKQW1CTAKgQAUzlMCO+kdRWZfp+T+k81Kd2YmY9ony1iivgNfa7vliiiigKw7+UL\/WbP9E595FbjVNtXdi0uVBdxbodUNC4MUeAOnsoK5O3GrLY7Ny8ey3bNkCc1KwJhI7ycqyfeJDg3lt3HhHXO2ridcMENJOGeAWFj\/8Aa2S73QsnUpS7bIcSgQkLlQSNISFHsiI05VM2nsW3uEoS8yhwIMoJGaCOKFDNByGYI0oMV37t1u7ztobzX1tuRGowhCyfYkE+AqfbotrLbV883eWxSpLqFIddDSkuOkLIBUCFpSoQSNMUZlJFavabDYYW4+2yC8odpwyp1cAQC4slUZARMZDlWSbv7s2O013Lt0HLG4DyitgOpTkqFY8LyMQlRUDGUpMRpQMPRTu+1a2V0pF0xcuOJAX1CwpCAhKsInUmSoyQPspB6KWHHLfajbU9YqxKUgakkEADvNNu525iWNtL9GW47ZpYIcdJyUpZ\/NBaAA5EJUY00PfpGyd17O2Xjt7dtlREEtjDI5GPWHjQZN0H2jNyztK3eAUhxLWJMkSn4XQjMQYzGlazuxsq3tWSxaoKW0LIzJVKsio4lElUHs9xSRwrwrdOz68vi3Sh1U4ltlTZVOZxYCMUnWZmrdlpKEhKUhKQIAAAAHcBpQL3SV\/we\/8A0C\/dSR\/J7\/NXv02\/cutQ2hs9p9BQ6nGgggpJOEg6hQBhQ7jUXZW7lrbEm3YS1OZCJSDrqkGFanWgzL+UN\/cf93\/4qqOkwf8A8jYX\/px\/0ma2TbG7lrdFJuWEPFPq4xiCZiYByEwJjWBXK83Vs3UNtu26FoaGFtKwVJQOSQTCRoMuAA0AoMK6RbVz0DYzkEtmxSgHgFBKVEdxII8cB5Vqe0tzbK9YYurlbzgSynAQsJ7JAICQ2kYiSctSSQKa17Dtjb+jKZQpiAA2oYkADQBKpgDKI04Vz2Zu9bMBIaawhOaElS1JR3oSokIOvqgamgxuzt1t73AOTKrlxYnilbThQRzGGB\/pI4UIt1ub3KwAnDcYyRwSltOInu4eKgK2jaOxLd9aFutJUtvNDmjiPouJhSfYa+bO2HbsFxTTSULdzcWJ6xZOcqcPaUZJOZ40GKbkj\/xQv9Pc+56njf8A3dtbPY196MwhrrOrK8IOcOogZ6ASYAyEmmm33RskO9ci2Ql2SesTIclUycYMyZM55yasNp7NauEFp5AcbOqFThMZ5jRWcHPkKDGtwNnNXOwbxh1zqg7dpSlcSErIYwSJEgrwgieNV7m721tjLQ6heJnrEphtwqaXiUAErZUBBUcpAME61tFturZNtqaRbNBpSgpTeGW1KEQSg9knIZxwFSEbGZCkqwlWEykKWtaUEaFCFqKUEcCAIoMU3yEb0oJym4tiPJke8Eeyt4aeCioDVBwnxgK9uRFVW2d17O6WldxbocWmAlZELABkDGmDAMmJ4mrO1tkNpCEJASOA78ye8kySeJNBQ9IX9Qc+kn7wpX2B\/wAHu\/pH3Ipo6Qv6g59JP3hStuvdsegP27robLizrrEJzj2GuFv8\/o+N1OPi8TP+s\/qTFOlAxjVPaEa5Z5VD312s9cGyfdcCg+ziCQlISiVrBSmBiOHCmSomTOkgBm2o9Z2zrCGXi864SorKUqS0lOZUGzAW4TkkE4QZJBiCh7WuVG5dS+pxxSs2FLMrKdA3KQAO4JAEzkJrn2\/cmHs\/t+9ei5onktGZ15xG11uldLxPjGqBavEDEYEIOg4VQvPKUZUoqOkkkn7an29jd2ilNltaXCgoUMBVKVgpMGDIIkBQ5Uxbnbgv3LqVvNqaYBlWIFKl9yQcwDz8q8vba33Yf0r4jh44nntMYmI+bYd2VqVZ2ylziLKCqdZKEkz3zVtXNCYECvdfUiMPwlp7rTL7RRRVZFFFFAUUUUBXhSAdQD7K90UBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUEW9tG3UFDiQpJ1B0yzqu\/otaf5dvyq4mvQpMRLFuKtpzaMkfeTo4YuFNOMK9GdaPZUlAWgg6hbZIxD2jU1wuui63fbV6Q4pTsQhbSUspbMgyhsTJJAnGVaZRT8aBUxBHHWPMQU92N1ri3uC\/c367shrqmwWkthKcQVKsJPWKyHaOeZ503RRRVbFFFFB\/9k=\" alt=\"Historia de la inteligencia Artificial - Diana &amp; Tecnolog\u00eda\" \/><img decoding=\"async\" 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\" alt=\"LA CONFERENCIA DE DARMOUTH - ppt descargar\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">En DartMouth se present\u00f3 un \u00fanico resultado: un programa llamado\u00a0<em>Logic Theorist<\/em>, capaz de demostrar teoremas de l\u00f3gica proporcional contenidos (seg\u00fan le\u00ed) en la famosa obra \u201cPrincipia Matematica\u201d de Bertrand Russell y Alfred Whitehead (la obra m\u00e1s famosa de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0lleva el mismo t\u00edtulo). El programa lo desarrollaron Herbert Sim\u00f3n (que en 1.978 recibi\u00f3 el premio Nobel de Econom\u00eda), Alan Newell y Clifford Shaw. Sin embargo, en \u00e9ste de enero en la India, se presentaron 470 resultados seleccionados entre los casi 1.400 que recibieron.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Alan_Turing_cropped.jpg\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/22\/Alan_Turing_cropped.jpg\/150px-Alan_Turing_cropped.jpg\" alt=\"Alan Turing cropped.jpg\" width=\"281\" height=\"324\" \/><\/a><\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>Estatua de Alan Turing y su retrato de fondo<\/strong><\/p>\n<p style=\"text-align: justify;\">Desde aquella reuni\u00f3n del 56, los hitos alcanzados en el campo de la IA han sido extraordinarios: desde jugar al ajedrez hasta diagnosticar enfermedades, comprender textos sobre temas concretos que implican conocimientos especializados\u2026 No obstante, el objetivo de desarrollar las inteligencias artificiales generales que los pioneros de esta ciencia, reunidos en 1.956, propusieron para ser alcanzados, quedan a\u00fan muy lejanos. Pero, todo llegar\u00e1; todo es cuesti\u00f3n de \u00a1tiempo!<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAANwAAADcCAMAAAAshD+zAAAAXVBMVEX\/\/\/\/MzMyZmZlmZmYzMzP\/ZmYAAAD\/mZn\/AAD\/MzPMzP\/\/zP9mZv+Zmf\/\/M\/8zM\/8AAP\/\/mf\/\/Zv\/M\/8z\/AP\/\/\/zMzzDPM\/\/8AM\/\/\/\/5n\/zMz\/\/8zMAAAzzGYzZv\/0u3XfAAAOkklEQVR4nO1dC4PbKA5GgrpbJ2kybe\/Vvbv\/\/zPXgACBLUxi4pnMWnc7NSCEPvMSsuwodVAf0u+twBMJDnAvSQgTOI3vrcZzCHECN8CubcJehMb+b7fmLCk9kTFG07\/xQutqyYxDLkn\/DsOKkCWp6xliiQOHgNr\/my58eS0DKcOXmNW6FpshVr1cl2WAoZzIOqsbMmKOLjKU\/+uT02ynRtLFLGPOSrepyJjXHQY0i6xLGcqDS8LUrG7IICxC3eeAQwz\/0kUEx0pmGZoyGlhDRswxWd1JR5demFmrE2h13sxILHgWKXcPIuksOUvlSV7RFGVGFLPWRhdWr45y4yjuC1lK6WzPxSxZsJqC1ahGVnuDszba1Vlv4wAXGr4TnN1HGSsliZVSBI5SBG5WcRO4acxiYgGN7l9NmT5F4HTBCgaitMRqGwY78RKrXT5Tw9YagwgOSKoHN4lkbUCoWKrjwOXqTAkswcEw\/R8iy6Sux0FolBPuwVlWk1jdkhSlmchqG0bDpdrLAQOrTbmKmv56VqStZKobKwYxTB2TbmCmznTpWTk4tOCQq0FNorv\/Sg8RXMk6FZqkMXqtfMPacFa04OJ9wAwc5OCMduVU0ZWle21v4BDbyNWxtiu7gR6csSyGq6ENBHBWf2oYiVVn4Abg4GLDYDJwlm0wGTjfhhVmCIADZ+Ujq5iBy9so1LG2V7qBMrhBADe0gxsMZzUW3CCAG2RwETgHhwHcMAdnHge3e8\/VwTX0nM5Y5sMSEzg9n3ODWgR3x5xT7XMO8jmXq7MIDnKNzWxBMfmCwpYnLFfLtJLZZS5byVRaySCtyH55nXLiVoDFagl+u2GrZb6gZKxpQQn7nD18sd0i7kE+E7J9DvjmFQpp84qsbg+atjngUvkeBJSifW46UkLa5zQUFYHvc4HVUKrQvNznghGwbBIk6wFFVlOweuvBlwnGTGhDs1Qwv\/KKgjrURkWduvlV2H3vbVvmrC3ml2FUpqqFcuoO1rvauJM1O6ze4ahZ51g4iWv54D3LmJesn8R1kSG6GTRdYFkyyyA3A0h1IfpQ9NwPoqWMD+5DKeuawcA7gNPUj3Ek6aKrqxmtrMMw6EYHUXUUzjLmDiLKUGY3msAN+7VmSe1GU8+ZnR8V7EaTGT04g\/cz0gRsAL3jSNmTJrNz8AbspyT4rDPO0gHuVekA96p0gHtV8l6e\/enLHvTtv992acfT7wjujy9fPxn98TWB+7rUn69M3w5wL0p\/S3CAD9BcfCcxvcHx7QilApmtr5gH6QB3gHs1cEDPxJBpYP\/aZ2X+GVLQSgtaBTEoiEGQWutBVXAavZ3rH+wNUSuwz+z9Y096ojYEtiVwFTHA2FAbI4h5AjgID7BLrVxAgg8O8HmmBs6KMYIYBg4q9+gJ4DCEHvhBJYID1KvghmUxvOeUDzzaCZwOQSNLWoGPo3CgoAoOHThYB4fmg4BDPz+c8hSwshncdI+wA7i09D4Kbkpqn7KP20ycmiK4ZTHuBkV9wAhi7sKmMchrXlBKcP4204pupFse55wwdanD447SoecQJnC4Ds6gSosz0wr8gjJlhPiJ5q2gEGP\/ahonNjLpsdXS48HQJCoUwY1RK76tQgiWgRAp47dyL51t0oHGSxCjKmK8KJcKQSCPgAMbcxMmsDEUzVGCGy+3cwQXK7PrZrvpfO4ipoXs7ZnAxYpB3Kznxk7g\/E3aCZx9oB9G0QRTo7CgjNcu4MbLdT9wbtEGQuRmnDDn7gOHAtt4GfcEx0WADf5bAZe9d8Gvi1cwlv0DF5LTKiZL3A0MKSYlIVV1cJtu+Xg+X2\/Xy44LCpOFMb7tSeAul8v1Ou4GDgCiCLeFS8Oy02q555zDdOx1cw6EOWfv+dhDq0lQDzFNRBZqSklzLm8OomkRTXe76sZBsMCWN1sRoyAKCn\/hMfPLmj1pQUm2St2HQsfmFf8AaFMFVxPj63pQNuitGRyw3rZzLoKzr\/U0GM6iVv4gtBmcOxWkA32wVFvAuRjDLCfOucZTQbD2l90MnK0OriLGgfOHC9C62fvlo+gTML7PTQsKSlvBzuCSt8KOymbvF0I5LHmbIfHO4LQ\/5tLyolvnHFAQbEh6hJRI9beAgw49p4O3QvnCNnAF2Vj92JXO4ts+LLHHsDTRiWbJLItZA6fYeQ7SkN0ADkwHcGlBsasAtPpQyrOJ8xmwig3guJOf+QcgPFJMbNLuG8XAXAzVA\/JW3LVapr3MJ+3LPOHtVx+2vQou3hmpYNVuepL55YxHFnAL6Y87szbtc5u1eiI4du6z5kmUgGkQvSY4t1OnlB3P6VRg3y1oWVA2a7XfeY6dxOMuLoKT\/AOVxBK4NjE53Q0O4hISc6rgPjhBdg+gLF1ZLT82gbVIEjrMTEtnr7jLFwVXbvbpSYEd72uG80cmt3wA+\/Rb8nc5lKungo9MtO4Az2DjMnkcXhHcjKxlmg\/SV55zBUHederFtwJL2Ul8kUMG98BX7ZY06CMmowmLfaWROYiEOnK8ZWoNNWsakSuiOduShcK5ZTGYtbaKThVuWHtG5Lteo1OW2KWCj2NbZobzax95Csqdsq1+y81aPQsc36qVyr7m0Oy33KxVR3DAFnw3v3VWmCVa5hzQSQK9wODZsaYpD5RUSkne1CBGL4hR\/vFq8KgoNCa1NiduK1v1ufll2JEnuRxWgmzoI13uPyM7ZVfiLW2szpIYH6YTXHtgo6wEMTPMqDV748l9GwYCUKPpLj0eHsXB4Xq8pRgelZ4VVO6RQyCfY5GB4yN0NbBNjLdMklbiLeuBbSwmtQ4Ol3dS92U6zZ7PuXmzPiyrUXuJDfDxkESk7w0RuNZ4y+xVc2B\/FR2I1odlIzj7kdqHwfkB7cHREtG0FSQ4wbCJPaei83k1DLgCzt9ycF\/KEJ5gxDknDUtkD0JoZElbAbLecR\/KCfnoPkscC7E93jIe6OfgKJYQVnouC+CezTn3mMdvBdqvGNKColkRqMy2jPeHNbsCzjo7UwQkfQ0jrOHewiUp9XhL5GJ0LsYHpfqNZ+r\/Cjg\/AxaLEPKekyyU8Xw9p1ANSAMlHEaor+hwAnwv51pdzufzmMSAJIY25CC0FMMRVFya\/INdkHq1BDcp1SWW8OpvUk\/bkh\/1AFFXeli2UM4d4ppcoE5N622GM+TPxMF+issnzeA\/QeQSS+A69Nz5ykf3w2JEyhcUrWISFPtnDm68Oq34SVm6LlK852zU3lgRU8gRxHDC+GQH+QNGX8T60danxByci9mqPMHISA6UHC+3S7OYXKbUWSHSN1vsItqQrD18tEHlfVaCc994S7tWFg68WF1l5pcIbrz6sL2NWtmR3UFMCWEZm1tI2T4Xj0MluPPtduuwWl6v4\/jMBSWPXShPQ0HarOfGLlp5Id17Ll5aHnYSV\/HdFDcmUX4jhDUHLHiCuxniDjpnKxSqiFHpaVM8RgtWnCvT+YEUUjQD2pU0SGIPSarggk\/A2U3la52crR5kUxEDjG3tsIqKxR3y6FGVOk75PaYpmmGHkETGJr8d6ipmPiE+kC2Y6BdzR9WmIJtdwU0DqgZusrGWDwXOJZTvjuIm\/m7g8I4XcoF1Hboe5Uce8b2CdwOHlTPvTKx9GYmtacjGqRuh28FBH3AkZnA\/tlQHl1ZLjE4HQMgOCfUjTzM47AOOxDhvhXQSDx9vTeloYNPHZJNrLyUeBWdvlVliWweHuRhs9Fu6Wg2ZrcGk\/OAfvABAL00wN0MoksDxciZGFWLCPyK4n+z6929eMmZ8f4aL13nKo37+818p8eULKxn\/zfn+849wdYD7m4KTXuu8U8zO4NKqcQctaNRJTGdwH49awf35mcF96p771OCOYfnR6Of\/WOIrV3b8P+dr6LmPtRU8JqYlaq\/i5JeeFSwq9fizAlFM\/cnFa5hfuVUkisEicYD7nODCCbksyB0WS2xrWj8ALji1\/Ek+\/uoVpPi46HhoAWcjFxfFGUMv03g2I35qrSM4+xsVMTgwOLmd68u6lZwbBwlbC7g8aq98wz++4A0rcSidwIVfrfTeCgbORY+5YB1fM33VbjWCSIza8x\/\/ogFZjbfsAy78sKEv10XPJXAATeDqsV8wsCAblLTqB26gn6RcAgfpQ3bTZrcZnP1Zpui20sMOw1IEN+X6CDLnAdX2pYON4ICH25Ez8p2GpYUc3bngHNd6HVz1451+SgetzPPBZQtKCc5r41Y4wPj11sej9nCIUXsrAdx9wNmfLI7xcTBfUEz8fkHTnIs\/e0nioh\/c3SeX4YBphB0WlBjcGxzXURugv3ETD3v9DNzZfa9rbnrMxbn9PKUKrcZzj4iP88VHWanl8jvNr0unj+R5pbaKOV8ozE6CcLdt2SOwbbz1CNUYbxd1ufUER4FtG2\/5rcfnw+wH1kYXQiZBuBPcSMGkjS++8QR75n69TcO7FrWHTSdxG4jkwEltVrRZ7rnzrdSq7a0+Du5289+1awSXpbIF5Xx12nBqfMdwec6Nt+3LXAS3eSvwK4ASyu8bliNNus1zjibLVnA9t4LpdvcJbJvE9Fh0Rx8s3avneoXbjT32uTHEgbu\/p7dUfno7UcXT25u\/DjUT24oPRfZaMLbKW30dza\/Tj1\/fT6H8ja5txdOv76zmxPajCRwPt5NfDrR2+A7nOXX6nsCpHwncWwZuYmsD1xoetfLm42uDgz3cDO8FbjrafeKe28PNsAbu1BccJK12cDOsgXvrCy64GZT8QwPPA\/eLbwWn07TbRXCRbe2bsnGlAF2+HKgp3M6E8MAn73OWQnm4tpt4oFTSBI67GYKZQA4GSwEqLLkZuoNrENNwEu+q1QHuANcgphncA26GJa22uRkShiYxrQ\/8w8+wuY+QpEuk7HDlCkMmzJRSCjGrLFx6USF36R6JdUW58FJBNvfTAe5V6QD3qsTB7flL37sQ6673VuUJ9HupPw866KCDDjrooIMOOuiggw466KCDDjrooIMOOuiggz4L\/QWj05wtN6HdNAAAAABJRU5ErkJggg==\" alt=\"M\u00e1quina de Turing - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La m\u00e1quina de Turing | El juego de la ciencia | EL PA\u00cdS\" width=\"314\" height=\"218\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Esta ciencia le debe mucho a las matem\u00e1ticas. Alan Turing es un ejemplo. Fue un gran matem\u00e1tico que formaliz\u00f3 conceptos tan b\u00e1sicos para la inform\u00e1tica como el concepto de algoritmo y el concepto de calculabilidad mediante la denominada M\u00e1quina de Turing, lo que nos lleva a considerar a Turing como a uno de los \u201cpadres\u201d de la inform\u00e1tica y, m\u00e1s concretamente, de la inform\u00e1tica te\u00f3rica. En 1.950 public\u00f3 un ensayo, \u201cComputing Machinery and Intelligence\u201d, donde describi\u00f3 su famoso Test de Turing, seg\u00fan el cual se podr\u00eda determinar si una m\u00e1quina es o no inteligente. La IA le debe pues el test que lleva su nombre, pero la inform\u00e1tica le debe m\u00e1s.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Analizamos las 9 leyes de la rob\u00f3tica que propone la UE\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR-9REjjflU3bXujmDaJVGxxcGB5mgbTHio4g&amp;usqp=CAU\" alt=\"Tecnolog\u00eda inteligente?\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Estamos tratando de crear cerebros positr\u00f3nicos en los que se desarrollen los pensamientos propios y\u2026 \u00a1hasta los sentimientos! \u00bfNo estaremos queriendo ir demasiado lejos? Est\u00e1 claro que la IA se aliar\u00e1 y formar\u00e1 equipo con la biolog\u00eda y la nanotecnolog\u00eda, y de esta uni\u00f3n surgir\u00e1n avances que ahora ni podemos imaginar en nuestra actual comprensi\u00f3n (limitada) de la inteligencia artificial.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQlwf-VDXgUMq_aa-ihNPR0aoFeGLqghhOx-A&amp;usqp=CAU\" alt=\"Que a\u00fan no hayamos podido crear una aut\u00e9ntica IA comparable a la humana no es un fracaso&quot; | Entrevistas | Analytics | Computing\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQdKrMt0J41soXSR2MNjrzBnp_25F4FVZEa_A&amp;s\" alt=\"La vejez asistida por IA: \u00bfPreparados para un futuro de robots cuidadores?  | WIRED\" width=\"323\" height=\"181\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.ecestaticos.com\/pGhy0VfDyinYQBUkeLQqKLSMd8I=\/132x6:4983x3426\/992x700\/filters:fill(white):format(jpg)\/f.elconfidencial.com%2Foriginal%2Fd1c%2Fb60%2F633%2Fd1cb60633b738916a9a7eab75c82cf6a.jpg\" alt=\"Nos quitar\u00e1n los robots el trabajo en 2025? El veredicto de los principales  expertos\" width=\"596\" height=\"421\" \/><\/p>\n<p><strong>Escenas del futuro<\/strong><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Como siempre me ocurre, cuando me pongo a escribir mis pensamientos vuelan, parece que estoy estableciendo una conversaci\u00f3n conmigo mismo y traslado lo que se ella surge a la pantalla del ordenador, donde quedan\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>dos todos los pensamientos presentes en mi cerebro en ese momento. En esas l\u00edneas de letras quiero expresar lo que recuerdo, lo que he le\u00eddo, lo que he estudiado del tema que en ese momento ocupa mi atenci\u00f3n, y as\u00ed ocurre que, no siendo infalible, los errores pueden ser muchos y algunas explicaciones o comentarios poco documentados (consulto muy poco escribiendo y me dejo llevar), por lo que pido disculpas. Sin embargo, mis lectores -que son buenos amigos-, ganan en frescura y espontaneidad; el texto es m\u00e1s natural y en \u00e9l est\u00e1n ausentes las artificialidades. Creo que salen ganando.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRO_weyyPw7kxPDoRWh-PePnj54amX7F45u-g&amp;usqp=CAU\" alt=\"Poema &quot;Pensamiento libre &quot; por LUMO | Poematrix\" width=\"355\" height=\"284\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfQui\u00e9n puede sujetar los pensamientos? Es la \u00fanica libertad que tenemos<\/p>\n<p style=\"text-align: justify;\">Lo que quer\u00eda decir antes -como otras veces me he ido por las ramas-, es que puedo comenzar hablando de una cuesti\u00f3n y terminar hablando de otra muy distinta. Me vienen a la mente temas diversos, y de manera natural, sigo mis pensamientos y as\u00ed lo reflejo en la blanca pantalla.<\/p>\n<p style=\"text-align: justify;\">\u00bfNo resulta m\u00e1s ameno? De todas formas, siempre trato de finalizar los temas. B\u00e1sicamente soy un insaciable buscador de la raz\u00f3n de ser de las cosas; todo me parece interesante. Mi curiosidad es ilimitada y mi vehemencia y pasi\u00f3n me llevan, a veces, a olvidarme de comer o (m\u00e1s grave a\u00fan), de recoger a mi mujer, que en un pueblo cercano espera mi llegada como hab\u00edamos quedado. Son cosas corrientes de mi manera de ser, que cuando emprendo una tarea, una lectura, o un proyecto, lo quiero tener terminado antes de\u2026 \u00a1haberlo comenzado!<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"File:DS4 Champollion 2.jpg - Wikimedia Commons\" width=\"351\" height=\"553\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Leo cualquier titular en un peri\u00f3dico: \u201cInstalan un observatorio bajo el hielo para estudiar los confines del cosmos. Cuando est\u00e9 en marcha, los cient\u00edficos esperan que detecte 1.000 colisiones diarias de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">neutrinos<\/a>, part\u00edculas min\u00fasculas que nos traen informaci\u00f3n del universo.\u201d No puedo, a partir de ah\u00ed, evitar el comprar el peri\u00f3dico o la revista para leer todo el reportaje completo, aunque s\u00e9 que no dir\u00e1n nada que ya no sepa sobre los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">neutrinos<\/a>\u00a0y la manera de cazarlos en las profundidades de la Tierra, en profundas minas abandonadas en las que colocan tanques de agua pesada que, conectados a potentes ordenadores, detectan la presencia de estas diminutas part\u00edculas -al parecer- carentes de masa que pertenecen a la familia de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">Cada segundo que pasa, billones de estas min\u00fasculas part\u00edculas invisibles llamadas\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">neutrinos<\/a>, atraviesan nuestros cuerpos, en muchos casos, despu\u00e9s de haber recorrido de un conf\u00edn a otro todo el universo. Sin que nos demos cuenta estamos conectados con el otro extremo del Cosmos por medio de las conexiones invisibles que su Naturaleza impone. De hecho, somos parte de ese inmenso Universo que tratamos de conocer.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/mRyJSds19Ys\/maxresdefault.jpg\" alt=\"\" width=\"489\" height=\"275\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">neutrinos<\/a>, al contrario que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>, viajan sin cesar de un lado a otro del universo sin que ning\u00fan campo magn\u00e9tico los desv\u00ede de su camino, y sin ser destruidos tras colisionar con otras part\u00edculas, ya que apenas poseen carga el\u00e9ctrica ni interaccionan con la materia. Por ello, estudiar de cerca un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">neutrino<\/a>\u00a0permitir\u00eda descubrir su procedencia y aportar\u00eda a los cient\u00edficos una valiosa informaci\u00f3n sobre los rincones del universo de los que provienen.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;El problema que se plantea es que agarrar un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">neutrino<\/a>\u00a0no es tarea nada f\u00e1cil, y aunque se cree que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">neutrino<\/a>\u00a0puede ser el mensajero c\u00f3smico ideal, primero habr\u00e1 que retenerlo para poder hacer la comprobaci\u00f3n. Esta part\u00edcula fue anunciada o prevista su existencia por Wolfgan Pauli, y su nombre,\u00a0<em>neutrino<\/em>\u00a0(peque\u00f1o neutro en italiano), se lo puso el f\u00edsico Enrico\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/10\/nunca-lo-sabremos-todo-de-todo\/#\">Fermi<\/a>. Pauli quiso quiso as\u00ed, con la existencia del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\">neutrino<\/a>, explicar d\u00f3nde estaba la masa perdida en la fusi\u00f3n nuclear de la materia, en los fen\u00f3menos producidos por la radiaci\u00f3n inducida por la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a><\/a>. El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\">neutrino<\/a>\u00a0era la explicaci\u00f3n: La masa \u201cperdida\u201d se eyectaba al espacio en forma de energ\u00eda representada por los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/#\">neutrinos<\/a>.&#8221;<\/p>\n<\/blockquote>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR5XYZ9CJ-1ecfdM1x5hFG4aCsL_BCAIrtwJg&amp;usqp=CAU\" alt=\"La Pen\u00ednsula Ib\u00e9rica refugi\u00f3 a los humanos que sobrevivieron a la Edad Hielo - NAVARRA INFORMACI\u00d3N\" width=\"330\" height=\"185\" \/><img decoding=\"async\" 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\" alt=\"El final de la era del hielo | Babelia | EL PA\u00cdS\" \/><\/p>\n<blockquote><p><strong>Los humanos lograron sobrevivir<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Aunque parezca no venir a cuento, me viene a la mente que el fin de la Edad de Hielo, hace 300 millones de a\u00f1os fue precedido por bruscos cambios en el nivel de di\u00f3xido de carbono (CO<sub>2<\/sub>), alteraciones violentas del clima y efectos dr\u00e1sticos sobre la vegetaci\u00f3n del planeta. Pero, \u00a1\u00bfqu\u00e9 estamos haciendo ahora?! La irresponsabilidad de algunos seres humanos es ilimitada.<\/p>\n<p style=\"text-align: justify;\">Hace 300 millones de a\u00f1os, el hemisferio sur del planeta estaba casi totalmente cubierto por el hielo; los oc\u00e9anos del norte eran una sola masa g\u00e9lida y los tr\u00f3picos estaban dominados por espesas selvas, pero 40 millones de a\u00f1os despu\u00e9s, el hielo hab\u00eda desaparecido; el mundo era un lugar ardiente y \u00e1rido. La vegetaci\u00f3n era escasa y los vientos secos soplaban sobre una superficie donde casi no hab\u00eda vegetaci\u00f3n. S\u00f3lo un reptil podr\u00eda sobrevivir en aquellas condiciones.<\/p>\n<p style=\"text-align: justify;\">Ahora parece que estamos decididos a repetirlo. \u00bfQu\u00e9 har\u00e1 Gaia para defenderse? Creo que har\u00e1 lo que estime necesario para preservar su integridad, y si para ello es preciso eliminar a los molestos \u201cbichitos\u201d que causaron el mal, no creo que dude en hacerlo, ya que los acogi\u00f3, les ofreci\u00f3 todos los recursos necesarios para la supervivencia, y el pago no fue, precisamente, el m\u00e1s adecuado. Lo peor de todo esto es que el comportamiento, el ego\u00edsmo de unos pocos lo pagaremos todos. Es como cuando un ni\u00f1o molesta en el colegio y el maestro castiga a toda la clase.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/_10t_QkeL628\/TMCnoAZYkWI\/AAAAAAAAEEI\/KPBNSXwRh_A\/s1600\/Franz-liszt.jpg\" alt=\"\" width=\"260\" height=\"290\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0Franz Liszt dijo una vez la hermosa frase siguiente:<\/p>\n<blockquote><p>\u201cNuestras vidas son preludios; preludios de una desconocida canci\u00f3n cuya primera nota es la muerte.\u201d<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Liszt encabez\u00f3 su referencia a un poema de Lamartine, en uno de sus m\u00e1s conocidos poemas sinf\u00f3nicos, con esta memorable definici\u00f3n. Y se hizo la pregunta \u00bfSer\u00e1 verdad que la muerte es el comienzo?<\/p>\n<p style=\"text-align: justify;\">Bueno, es mejor ser respetuoso con ciertos pensamientos. Hay ciertos temas sobre los que la ciencia no tiene potestades ni puede legislar. Yo, en este sentido, me parapeto tras mi ignorancia para no pronunciarme sobre lo que desconozco, y sobre temas que la ciencia no est\u00e1 en condiciones de explicar. Claro que, no por ello y para mi intimidad, no dejo de tener mi propio criterio sobre lo que vendr\u00e1 luego de ese \u00faltimo momento por el que tenemos que pasar todos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Mi hija Mar\u00eda : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Llegados a este punto, recuerdo las palabras de mi hija Mar\u00eda, profesora de Clave, piano y \u00f3rgano, que tiene una personal y art\u00edstica interpretaci\u00f3n de las cosas a trav\u00e9s de argumentos musicales. Para ella, la m\u00fasica es algo m\u00e1s que un arte; es el todo, una manera de interpretar la vida y de ver las cosas. La m\u00fasica es para ella su esencia, su materia revelada y el camino elegido para vivir en un mundo aparte, de colores, lleno de notas musicales que forman melod\u00edas de una belleza infinita. Cuando habla de su m\u00fasica, se transporta y vive dentro de una suerte po\u00e9tica que la eleva a un plano superior y filos\u00f3fico, casi m\u00edstico o religioso, que la revitaliza, le da una fuerza especial y, sobre todo, le hace feliz al estar haciendo aquello que m\u00e1s le gusta. El que puede conseguir eso, es un elegido -yo no pude elegir-. Claro que, a veces pienso: \u00bfNo ser\u00e1 que Mar\u00eda se sumerge en su m\u00fasica para no ver la fealdad del mundo?<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/p>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F10%2F19%2F%25c2%25bfcomo-sujetar-los-pensamientos-7%2F&amp;title=%C2%BFC%C3%B3mo+sujetar+los+pensamientos%3F' 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%2F2025%2F10%2F19%2F%25c2%25bfcomo-sujetar-los-pensamientos-7%2F&amp;title=%C2%BFC%C3%B3mo+sujetar+los+pensamientos%3F' 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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Andamos sumergidos en la espesa niebla de nuestra ignorancia y no siempre, sabemos \u201cver\u201d con la claridad suficiente y necesaria c\u00f3mo es el mundo. En escritos m\u00edos anteriores, me he referido a la teor\u00eda expuesta de manera magistral [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27450"}],"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=27450"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27450\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27450"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27450"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27450"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}