{"id":10747,"date":"2019-11-11T08:41:17","date_gmt":"2019-11-11T07:41:17","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10747"},"modified":"2019-11-11T08:42:15","modified_gmt":"2019-11-11T07:42:15","slug":"%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/11\/11\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros-2\/","title":{"rendered":"\u00a1El futuro! \u00bfPodremos dise\u00f1arlo nosotros?"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\">\u00ab <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/ano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-30\/\" rel=\"prev\">Rayos C\u00f3smicos y otros temas del Universo<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Rayos c\u00f3smicos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Rayos c\u00f3smicos\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;Los\u00a0<strong>rayos c\u00f3smicos<\/strong>, tambi\u00e9n llamados radiaci\u00f3n\u00a0<strong>c\u00f3smica<\/strong>, son part\u00edculas subat\u00f3micas procedentes del espacio exterior cuya energ\u00eda, debido a su gran velocidad, es muy elevada: cercana a la velocidad de la luz&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/11\/%c2%a1la-vida-de-silicio-%c2%bfsera-posible\/\" rel=\"next\">\u00a1La Vida de Silicio! \u00bfSer\u00e1 posible?<\/a> \u00bb<\/div>\n<\/div>\n<div style=\"text-align: justify;\">\n<h3><\/h3>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de \u00bfVida basada en el  Silicio?\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de \u00bfVida basada en el  Silicio?\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>\u00a0&#8220;El carbono es la columna vertebral de la biolog\u00eda. &#8230; Sin embargo, la ciencia (y tambi\u00e9n la ficci\u00f3n) ha especulado durante mucho tiempo que la\u00a0<strong>vida<\/strong>\u00a0extraterrestre podr\u00eda tener una base qu\u00edmica completamente diferente a la\u00a0<strong>basada<\/strong>\u00a0en el carbono. Y una de las opciones es el\u00a0<strong>silicio<\/strong>.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Dise\u00f1ar nuestro futuro\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTxfufEzMa5by4NZeixUXXlfNrURc60LdxhIBTbLa0EHpMpIIt8\" alt=\"Resultado de imagen de Dise\u00f1ar nuestro futuro\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Pocas dudas pueden caber de que, lo mismo que el presente est\u00e1 cargado del Pasado, el Futuro se est\u00e1 construyendo con los ingredientes del Presente. Sin embargo, lo mismo que el &#8220;Libre Albedr\u00edo&#8221;, nuestra participaci\u00f3n es limitada, la mayor parte de ese Futuro estar\u00e1 dise\u00f1ado por el propio Universo.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\">\n<div>\n<p>Lo cierto es que si creemos que nosotros podremos dise\u00f1ar nuestro futuro, estar\u00edamos d\u00e1ndonos m\u00e1s importancia de la que en realidad tenemos. Podemos hacer que algunas cosas sean de cierta manera durante un tiempo limitado pero, nada dura para siempre y, si interviene la Naturaleza, lo que nosotros queramos poca importancia puede tener. Es cierto que, tambi\u00e9n somos y formamos parte de esa Naturaleza que no podemos dominar y, siendo as\u00ed (que lo es), podremos comprender lo incomprensible del comportamiento Humano.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/antroporama.net\/wp-content\/uploads\/2013\/06\/tumblr_mm1rcggVzG1s3nbn4o1_1280.jpg\" alt=\"Resultado de imagen de La mara\u00f1a de sinapsis y neuronas del cerebroi&quot;\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/esp.rt.com\/actualidad\/public_images\/a6d\/a6d2b9756461f7e5a7335fc252d486a4_article.jpg\" alt=\"\" \/><\/p>\n<\/div>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfQu\u00e9 hay ah\u00ed realmente? \u00bfSabremos alguna vez los procesos que fabrican los pensamientos?<\/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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\" alt=\"Resultado de imagen de La Inteligencia artificial en el futuro\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La Inteligencia artificial en el futuro\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si no somos cuidadosos, si no ponemos barreras, si no limitamos el futuro cerebro artificial y lo dotamos de consciencia de Ser&#8230; \u00a1Las cosas se podr\u00edan complicar!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">He dado muchas vueltas a la IA y a la consciencia de los seres vivos. Las conclusiones a las que he podido <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>llegar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> son que el pensamiento consciente debe involucrar componentes que no pueden ser siquiera simulados adecuadamente por una mera computaci\u00f3n; menos a\u00fan podr\u00eda la computaci\u00f3n por s\u00ed sola, provocar cualquier sentimiento o intenci\u00f3n consciente. En consecuencia, la mente debe ser realmente algo que no puede describirse mediante ning\u00fan tipo de t\u00e9rminos computacionales.<\/p>\n<p style=\"text-align: justify;\">!La Nube!: el cielo en la computaci\u00f3n<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static.iris.net.co\/dinero\/upload\/images\/2016\/5\/25\/224102_1.jpg\" alt=\"Resultado de imagen de En computaci\u00b4`on todos los datos est\u00e1n en &quot;la Nube&quot;&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Uno de los t\u00e9rminos de los que m\u00e1s se habla actualmente en materia de tecnolog\u00eda es \u201cla nube\u201d. Aunque para muchos puede resultar <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, no lo es. Este concepto de la computaci\u00f3n moderna, nube, est\u00e1 tomando un auge que probablemente sea una variable en la econom\u00eda basada en computadoras.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.comunycarse.com\/wp-content\/uploads\/cropped-1594818-750x365.jpeg\" alt=\"Resultado de imagen de En computaci\u00b4`on todos los datos est\u00e1n en &quot;la Nube&quot;&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Computaci\u00f3n por nube, o simplemente \u201cla nube\u201d, es una plataforma que te permite utilizar recursos, ya sea de una compa\u00f1\u00eda o de tu mismo trabajo, por remoto, desde tu computadora a un servidor, casi siempre a trav\u00e9s de la Internet. En otras palabras, puedes usar aplicaciones y\/o hacer trabajos sin la necesidad de <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>instalar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> programas y tus trabajos no tienen que ser grabados en tu computadora.<\/p>\n<p style=\"text-align: justify;\">Bien es verdad que no tenemos una comprensi\u00f3n cient\u00edfica de la mente humana. Sin embargo, esto no quiere decir que el fen\u00f3meno de la consciencia deba permanecer fuera de la explicaci\u00f3n cient\u00edfica. Ya se est\u00e1n buscando caminos cient\u00edficos para dar esa explicaci\u00f3n del misterio m\u00e1s profundo (seguramente) del Universo.<\/p>\n<p style=\"text-align: justify;\">La comprensi\u00f3n es, despu\u00e9s de todo, de lo que trata la ciencia; y la ciencia es mucho m\u00e1s que la mera computaci\u00f3n mec\u00e1nica.<\/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=\"Resultado de imagen de Trasladar la conciencia a uhn ordenador\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Trasladar la conciencia a uhn ordenador\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo podr\u00edamos trasladar la conciencia a un <a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>ordenador<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>? Algunos ya lo est\u00e1n intentando y, no es algo que yo pueda asimilar, toda vez que, lo artificial siempre ser\u00e1 \u201cuna copia\u201d de lo natural pero\u2026 \u00bfQu\u00e9 pasar\u00eda si llegan a conseguirlo? \u00bfQu\u00e9 entes saldr\u00e1n de ese\u2026 \u201cpaso adelante\u201d? \u00bfEstamos llegando a niveles que van m\u00e1s all\u00e1 de lo que nos podr\u00eda convenir?<\/p>\n<p style=\"text-align: justify;\">\u00bfCu\u00e1l es el <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de acci\u00f3n de la ciencia? \u00bfSon solamente los atributos materiales de nuestro Universo los que son abordables con sus m\u00e9todos, mientras nuestra existencia mental debe quedar para siempre fuera de su alcance? \u00bfO podr\u00edamos llegar alg\u00fan d\u00eda a una comprensi\u00f3n cient\u00edfica adecuada del profundo misterio de la mente? \u00bfEs el fen\u00f3meno de la consciencia humana algo que est\u00e1 m\u00e1s all\u00e1 del dominio de la investigaci\u00f3n cient\u00edfica, o podr\u00e1 la potencia del m\u00e9todo cient\u00edfico resolver alg\u00fan d\u00eda el problema de la propia existencia de nuestro yo consciente?<\/p>\n<p style=\"text-align: justify;\">\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=\"Resultado de imagen de Trasladar la conciencia a uhn ordenador\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRmP4b_0u2rMthLZpAeTnMRxE-YtXmcKJA3tWnO4ojImIqHEnWC\" alt=\"Resultado de imagen de Trasladar la conciencia a uhn ordenador\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">No importa cuanto podamos avanzar, y, en relaci\u00f3n a lo que conocemos como Inteligencia Artificial, habr\u00e1 que poner barreras. Si en el futuro se pueden construir cerebros positr\u00f3nicos, \u00e9stos no deben contener el ingrediente que llamamos consciencia, ya que, de ser as\u00ed, podr\u00edamos llevar a la Humanidad a estar supeditada a nuestra propia creaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Creo que se avecina un cambio importante, y, nuestros cerebros que forman parte del mundo material del Universo, tiene un ingrediente que a\u00fan no hemos llegado a comprender. Incluso con nuestra limitada comprensi\u00f3n actual de la naturaleza de este ingrediente ausente en nuestro saber, s\u00ed podemos <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>empezar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> a se\u00f1alar donde debe estar dejando su huella, y como deber\u00eda estar aportando una contribuci\u00f3n vital a lo que quiera que sea en que subyacen nuestros sentimientos y acciones conscientes.<\/p>\n<p style=\"text-align: justify;\">Una visi\u00f3n cient\u00edfica del mundo que no trate de entender en profundidad el problema de la mente consciente no puede tener pretensiones serias de compleci\u00f3n. La consciencia es parte de nuestro Universo, de modo que cualquier teor\u00eda f\u00edsica que no le conceda un lugar apropiado se queda muy lejos de proporcionar una descripci\u00f3n aut\u00e9ntica del mundo.<\/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=\"irc_mi\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRHSnzLxyRGwOvgZUBmX-JRb-IxHOxla3gYTmR0_6SNfDupI8Dq\" alt=\"\" width=\"603\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, todo conocimiento cient\u00edfico es un <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>arma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de dos filos. Lo que realmente hacemos con nuestro conocimiento cient\u00edfico es otra cuesti\u00f3n. Tratemos de ver d\u00f3nde pueden llevarnos nuestras visiones de la ciencia y la mente. No siempre hemos sabido utilizar los descubrimientos hechos por los seres de nuestra especie. Acord\u00e9monos de la famosa f\u00f3rmula de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>: E = mc<sup>2<\/sup>\u00a0que, en nuestro triste recuerdo nos trae aquella imagen fatal de la bamba de Hiroshima. Es una l\u00e1stima que, en la Segunda Guerra Mundial, algunos de los mejores f\u00edsicos del mundo (Planck, Heisenberg y otros, se pusieran al servicio de Hitler). Pero dejeemos los malos recuerdos.<\/p>\n<p style=\"text-align: justify;\">La Conciencia dividida<\/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=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-R3He1r-6bM8\/UQfsRsqBm_I\/AAAAAAAAcvA\/jszvQbrzsY0\/s1600\/Madrid.jpg\" alt=\"\" width=\"410\" height=\"296\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/vincentvanderveken.com\/wp-content\/photos\/madrid1\/street-view-madrid-gran-via.JPG\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las de arriba son dos calles de Madrid que, al igual que muchas otras del mundo reflejan logros de la Humanidad que no siempre ha sabido administrar los medios que la Naturaleza les ha proporcionado. De la misma manera, estamos haciendo con la Ciencia que no siempre, sabemos utilizar aquellos descubrimientos que nos podr\u00edan llevar a un futuro mejor.<\/p>\n<p style=\"text-align: justify;\">Pensemos que incluso en aquellos pa\u00edses afortunados donde hay una paz pr\u00f3spera y una libertad democr\u00e1tica, los recursos naturales y humanos son malgastados de formas aparentemente absurdas. \u00bfNo es \u00e9sta una clara muestra de la estupidez <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>general<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> del hombre? Aunque creemos representar el pin\u00e1culo de la inteligencia en el reino animal, esta inteligencia parece tristemente inadecuada para manejar muchos de los problemas a los que nuestra propia sociedad nos obliga a hacer frente.<\/p>\n<p style=\"text-align: justify;\">Aunque no podemos dejar de reconocer que hemos sido capaces de llegar a conocimientos muy profundos que est\u00e1n situados desde lo m\u00e1s peque\u00f1o hasta lo m\u00e1s grande. De \u00e1tomos y galaxias podemos hablar ahora y contar a quien quiera escuchar como nacen, viven y mueren las estrellas para que nosotros podamos estar aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" title=\"La Escala del Universo\" src=\"http:\/\/www.vidasencilla.es\/wp-content\/uploads\/2012\/03\/escala_universo.jpg\" alt=\"Captura de la web La Escala del Universo\" width=\"470\" height=\"245\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><a title=\"Ventana nueva\" href=\"http:\/\/htwins.net\/scale2\/\" rel=\"external\">La Escala del Universo<\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pese a todo, no pueden negarse los logros positivos de nuestra inteligencia. Entre dichos logros se encuentran nuestras impresionantes ciencia y tecnolog\u00eda. En realidad, algunos de estos logros son alto cuestionables a largo (o corto) plazo, as\u00ed lo atestiguan m\u00faltiples problemas medioambientales y un genuino temor a una cat\u00e1strofe mundial inducida por las nuevas tecnolog\u00edas tra\u00eddas de la mano por nuestra moderna sociedad (aqu\u00ed mismo, en \u00e9ste foro, se ha expresado el temor sobre las consecuencias que traer\u00e1 el LHC que a primeros del pr\u00f3ximo septiembre ser\u00e1 puesto en marcha para <a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>buscar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la part\u00edcula de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, y que, seg\u00fan algunos, andar jugando con tan enormes energ\u00edas pudiera crear un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a> que se engulla a la Tierra entera). Os puedo <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>asegurar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que dicho temor es infundado.<\/p>\n<p style=\"text-align: justify;\">Pero, no podemos mirar para otro lado sin ver que, nuestras tecnolog\u00edas no s\u00f3lo nos proporciona una enorme expansi\u00f3n del dominio de nuestro yo f\u00edsico sino que tambi\u00e9n amplia nuestras capacidades mentales mejorando en gran medida nuestras habilidades para realizar muchas tareas rutinarias. \u00bfQu\u00e9 pasa con las tareas mentales que no son rutinarias, las tareas que requieren inteligencia genuina?<\/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=\"irc_mi\" src=\"http:\/\/www.defondos.com\/bulkupload\/fondos-robots-a\/3D\/Robots\/Robot%20Hormiga_800.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0<\/em><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Hormigas inteligentes<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A veces me pregunto si podr\u00edan ser los Robots la <a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>respuesta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. \u00bfNo existe la posibilidad completamente diferente de una enorme expansi\u00f3n de una capacidad mental, a saber, esa inteligencia electr\u00f3nica ajena que apenas est\u00e1 empezando a emerger de los extraordinarios avances en tecnolog\u00eda de ordenadores? De hecho, con frecuencia nos dirigimos ya a los ordenadores en busca de asistencia intelectual.<\/p>\n<p style=\"text-align: justify;\">Hay muchas circunstancias en las que la inteligencia humana sin ayuda no resulta nada adecuada para prever las consecuencias probables de acciones alternativas. Tales consecuencias pueden quedar mucho m\u00e1s all\u00e1 del alcance del poder computacional humano; as\u00ed pues, cabe esperar que los ordenadores del futuro ampl\u00eden enormemente este papel, en <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>donde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la computaci\u00f3n pura y dura proporcione una ayuda incalculable para la inteligencia humana.<\/p>\n<p style=\"text-align: justify;\">Pero \u00bfno cabe la posibilidad de que los ordenadores lleguen finalmente a <a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>conseguir<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> mucho m\u00e1s que todo esto? Muchos expertos afirman que los ordenadores nos ofrecen, al menos en principio, el potencial para una inteligencia artificial que al final superar\u00e1 a la nuestra. Una vez que los robots controlados por ordenador alcancen el nivel de \u201cequivalencia humana\u201d, entonces no pasar\u00e1 mucho tiempo, argumentan ellos, antes de que superen r\u00e1pidamente nuestro propio y exiguo nivel. S\u00f3lo entonces, afirman estos expertos, tendremos una autoridad con inteligencia, sabidur\u00eda y entendimiento suficientes que sea capaz de resolver los problemas de este mundo que ha creado la humanidad.<\/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=\"rg_hi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcThVov5bZOlkMm2o-gaKBSlWIufs1OPcaMrHna9JLmaa2_rWGvEXQ\" alt=\"\" width=\"210\" height=\"240\" data-height=\"240\" data-width=\"210\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La inteligencia artificial\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A todo esto se\u00f1alan el rapid\u00edsimo crecimiento exponencial de la potencia de los ordenadores y basan sus estimaciones en comparaci\u00f3n entre la <a id=\"_GPLITA_19\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>velocidad<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> y precisi\u00f3n de los transistores, y la relativa lentitud y poca s\u00f3lida acci\u00f3n de las neuronas. De hecho, los circuitos electr\u00f3nicos son ya m\u00e1s de un mill\u00f3n de veces m\u00e1s r\u00e1pido que el disparo de las neuronas en el cerebro (siendo la velocidad de aproximadamente 10<sup>9<\/sup> segundos para los transistores y de 1<sup>3<\/sup> segundos para las neuronas, y tienen una exactitud cronom\u00e9trica y una precisi\u00f3n de acci\u00f3n que de ning\u00fan modo comparten las neuronas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/thumbs.dreamstime.com\/z\/conceptos-de-las-neuronas-del-cerebro-25072968.jpg?resize=304%2C318\" alt=\"Resultado de imagen de El Chip Intel Pentium tiene m\u00e1s de tres millones de de transistores en una \u201crodaja de silicio\u201d del tama\u00f1o aproximado de una u\u00f1a del pulgar&quot;\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Chip Intel Pentium tiene m\u00e1s de tres millones de de transistores en una \u201crodaja de silicio\u201d del tama\u00f1o aproximado de una u\u00f1a del pulgar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hay cosas que no se pueden comparar, lo aut\u00e9ntico siempre ser\u00e1 la obra de la Naturaleza, lo otro, siempre ser\u00e1 artificial. Sin embargo, en el Futuro incierto&#8230; \u00bfQu\u00e9 prevalecer\u00e1?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Chip Intel Pentium tiene m\u00e1s de tres millones de de transistores en una \u201crodaja de silicio\u201d del tama\u00f1o aproximado de una u\u00f1a del pulgar, capaz cada uno de ellos de realizar 113 millones de <a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>instrucciones<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> por segundo.<\/p>\n<p style=\"text-align: justify;\">Se argumenta que el <a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> total de neuronas de un cerebro humano (unos cientos de miles de millones) supera absolutamente al n\u00famero de transistores de un ordenador. Adem\u00e1s, existen muchas m\u00e1s conexiones, en promedio, entre neuronas diferentes que las que existen entre los transistores de un ordenador. En particular las c\u00e9lulas de Purkinje en el cerebelo pueden tener hasta ochenta mil terminaciones sin\u00e1pticas (uniones entre neuronas), mientras que para un ordenador, el n\u00famero correspondiente es de tres o cuatro a lo sumo. Adem\u00e1s, la mayor\u00eda de los transistores de los ordenadores actuales est\u00e1n relacionados solamente con la memoria y no directamente con la acci\u00f3n computacional, mientras que tal acci\u00f3n computacional podr\u00eda estar mucho m\u00e1s extendida en el caso del cerebro.<\/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=\"Resultado de imagen de Cerebros espintr\u00f3nicos de incre\u00edbles capacidades\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Cerebros espintr\u00f3nicos de incre\u00edbles capacidades\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cerebros espintr\u00f3nicos de incre\u00edbles capacidades que, en mucho, podr\u00e1n superar los de los seresd vivos en el futuro pr\u00f3ximo. Si hici\u00e9ramos caso de las afirmaciones m\u00e1s extremas de los defensores m\u00e1s locuaces de la IA, y acept\u00e1ramos que los ordenadores y los robots guiados por ordenador superar\u00e1n con el tiempo (quiz\u00e1 en muy poco tiempo) todas las capacidades humanas, entonces los ordenadores ser\u00edan capaces de hacer much\u00edsimo m\u00e1s que ayudar simplemente a nuestras inteligencias. Podr\u00edamos entonces dirigirnos a estas inteligencias superiores en busca de consejo y autoridad en todas las cuestiones de <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>inter\u00e9s<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>; \u00a1y finalmente podr\u00edan resolverse los problemas del mundo generados por la humanidad!<\/p>\n<p style=\"text-align: justify;\">Pero parece haber otra consecuencia l\u00f3gica de estos desarrollos potenciales que muy bien podr\u00eda producirnos una alarma genuina. \u00bfNo har\u00edan estos ordenadores a la largo superfluos a los propios humanos? Si los robots guiados por <a id=\"_GPLITA_22\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>ordenador<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> resultaran ser superiores a nosotros en todos los aspectos, entonces \u00bfno descubrir\u00edan que pueden dirigir el mundo sin ninguna necesidad de nosotros? La propia humanidad se habr\u00eda quedado obsoleta. Quiz\u00e1 si tenemos suerte, ellos podr\u00edan conservarnos como animales de compa\u00f1\u00eda.<\/p>\n<p style=\"text-align: justify;\">Yo, como he dejado claro otras veces. Soy partidario de pensar que, una cosa es la Inteligencia Artificial y otra muy distinta es el pensamiento consciente, muy superior a aquella que trabaja s\u00f3lo con los <a id=\"_GPLITA_20\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> suministrados previamente, sin poder de repentizar una soluci\u00f3n que no est\u00e9 en su programaci\u00f3n. \u00bfLlegar\u00e1n los robots alg\u00fan d\u00eda a pensar por s\u00ed mismos, como ahora lo hacemos nosotros?<\/p>\n<p style=\"text-align: justify;\">La cuesti\u00f3n no es nada sencilla y plantea muchas variantes de entre las que de momento, podr\u00edamos exponer aqu\u00ed las propuestas por Roger Penrose y que son las siguientes:<\/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:\/\/img.robotikka.com\/wp-content\/uploads\/2011\/05\/avances-inteligencia-artificial.jpg\" alt=\"http:\/\/img.robotikka.com\/wp-content\/uploads\/2011\/05\/avances-inteligencia-artificial.jpg\" width=\"600\" height=\"310\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1\u00a1 <strong>Cuidado!! <a id=\"_GPLITA_21\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>Jugar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> a ser dioses pueden traer consecuencias. Por no ir m\u00e1s lejos, hace unos d\u00edas pudimos leer sobre la posible vida sint\u00e9tica futura a partir de la levadura. \u00a1Qu\u00e9 cosas!<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<ul style=\"text-align: justify;\">\n<li>Todo pensamiento es computaci\u00f3n; en particular, las sensaciones de conocimiento consciente son provocadas simplemente por la ejecuci\u00f3n de computaciones apropiadas.<\/li>\n<li>El conocimiento es un aspecto de la acci\u00f3n f\u00edsica del cerebro; y si bien cualquier acci\u00f3n f\u00edsica puede ser simulada computacionalmente, la simulaci\u00f3n computacional no puede por s\u00ed misma provocar conocimiento.<\/li>\n<li>La acci\u00f3n f\u00edsica apropiada del cerebro provoca conocimiento, pero esta acci\u00f3n f\u00edsica nunca puede ser simulada adecuadamente de forma computacional.<\/li>\n<li>El conocimiento no puede explicarse en t\u00e9rminos f\u00edsicos, computacionales o cualesquiera otros t\u00e9rminos cient\u00edficos.<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT7rZFEEqeWLS5bP3mU6d2EjIo71F3_mTDb4IP7GyipE4yEYez6\" alt=\"Resultado de imagen de Cerebros espintr\u00f3nicos de incre\u00edbles capacidades\" \/><\/div>\n<div style=\"text-align: justify;\">Por muy perfecto que sea&#8230; \u00bfPodr\u00e1 tener sentimientos?<\/div>\n<p style=\"text-align: justify;\">Est\u00e1 claro que adentrarnos aqu\u00ed a ciertas profundidades del pensamiento, no parece adecuado ni al momento ni al lugar, sin embargo, debemos pensar en que, la propia materia parece tener una existencia meramente transitoria puesto que puede transformarse de una forma en otra. Incluso la masa de un cuerpo material , que proporciona una medida f\u00edsica precisa de la cantidad de materia que contiene el cuerpo, puede transformarse en circunstancias apropiadas en pura energ\u00eda (seg\u00fan E=mc<sup>2<\/sup>) de modo que incluso la sustancia material parece ser capaz de transformarse en algo con una actualidad meramente matem\u00e1tica y te\u00f3rica.<\/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=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-DVTRAlqqy8c\/UHYh7WGNpII\/AAAAAAAAAaA\/qEe2etabf78\/s1600\/robots.jpg\" alt=\"\" width=\"400\" height=\"267\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De todas las maneras, por mi parte, me quedo con el punto tercero de los enumerados anteriormente, es un punto de <a id=\"_GPLITA_24\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>vista<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> m\u00e1s operacional que el anterior, puesto que afirma que existen manifestaciones externas conscientes (por ejemplo, cerebros) que difieren de las manifestaciones externas de un ordenador: los efectos externos de la consciencia no pueden ser correctamente simulados por un ordenador.<\/p>\n<p style=\"text-align: justify;\">\u00bfPermite la F\u00edsica <a id=\"_GPLITA_25\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>actual<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la posibilidad de una acci\u00f3n que, en principio, sea imposible de simular en un ordenador? La respuesta no est\u00e1 completamente clara, sin embargo, seg\u00fan creo, es que tal acci\u00f3n no computacional tendr\u00eda que encontrarse en un \u00e1rea de la f\u00edsica que est\u00e1 fuera de las leyes f\u00edsicas actualmente conocidas.<\/p>\n<p style=\"text-align: justify;\">Claro que, en este simple comentario, no queda claro quien ser\u00e1 el vencedor final: Fisicalismo frente a Mentalismo. \u00bfSeremos tan est\u00fapidos como para poder crear <a id=\"_GPLITA_23\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>m\u00e1quinas<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que nos superen en inteligencia hasta el punto de que puedan dominarnos?<\/p>\n<p style=\"text-align: justify;\">Ah\u00ed queda la <a id=\"_GPLITA_26\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/10\/%c2%a1el-futuro-%c2%bfpodremos-disenarlo-nosotros\/#&#8221;>pregunta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> flotando en el aire.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2019%2F11%2F11%2F%25c2%25a1el-futuro-%25c2%25bfpodremos-disenarlo-nosotros-2%2F&amp;title=%C2%A1El+futuro%21+%C2%BFPodremos+dise%C3%B1arlo+nosotros%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%2F2019%2F11%2F11%2F%25c2%25a1el-futuro-%25c2%25bfpodremos-disenarlo-nosotros-2%2F&amp;title=%C2%A1El+futuro%21+%C2%BFPodremos+dise%C3%B1arlo+nosotros%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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