{"id":25722,"date":"2020-11-13T07:16:30","date_gmt":"2020-11-13T06:16:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=25722"},"modified":"2020-11-13T07:16:30","modified_gmt":"2020-11-13T06:16:30","slug":"biologia-cuantica-una-ciencia-que-es-y-no-es-a-la-vez-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/11\/13\/biologia-cuantica-una-ciencia-que-es-y-no-es-a-la-vez-3\/","title":{"rendered":"Biolog\u00eda cu\u00e1ntica: una ciencia que es y no es a la vez"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/yILMFhC1UH1SFm8LrRmr1lun7tStV2BP-zvzXjUFdSoxHTj8KHPt7IjoTptQavS5GkGYAjflHMqL-hoJG18q2VetJhwq1LzLLCa51M2apVLMZDI\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" \/><\/p>\n<p style=\"text-align: justify;\">Los cient\u00edficos estudian si los seres vivos utilizan las extra\u00f1as propiedades de la f\u00edsica cu\u00e1ntica en sus procesos biol\u00f3gicos, pero a\u00fan no lo han decidido.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Reino Unido construir\u00e1 su primer ordenador cu\u00e1ntico comercial\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es un ordenador cu\u00e1ntico y c\u00f3mo funciona su tecnolog\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">Circula por ah\u00ed un chiste sobre los ordenadores cu\u00e1nticos, esas m\u00e1quinas del futuro de las que se hablan maravillas: &#8220;Los ordenadores cu\u00e1nticos son extremadamente potentes, y al mismo tiempo a\u00fan no funcionan&#8221;, cuenta a EL ESPA\u00d1OL el f\u00edsico Franco Nori, director del Grupo de Investigaci\u00f3n en Materia Condensada Cu\u00e1ntica del Instituto RIKEN, en Jap\u00f3n. El chiste es una parodia del famoso experimento mental del gato de Schr\u00f6dinger, que estaba vivo y muerto al mismo tiempo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 no es la f\u00edsica cu\u00e1ntica | Conexi\u00f3n causal\" \/><img decoding=\"async\" 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\" alt=\"La objetividad cu\u00e1ntica ser\u00eda un espejismo \u2022 Tendencias21\" \/><img decoding=\"async\" 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alt=\"Mec\u00e1nica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"La f\u00edsica cu\u00e1ntica, para entenderla por fin - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">Y es que la f\u00edsica cu\u00e1ntica es as\u00ed: parad\u00f3jica, contraria a la intuici\u00f3n de los seres grandes como nosotros, que nos regimos por la l\u00f3gica de la mec\u00e1nica cl\u00e1sica y la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> einsteniana. En nuestra experiencia cotidiana, algo no puede aparecer al mismo tiempo en dos estados incompatibles entre s\u00ed. Las reglas de la cu\u00e1ntica s\u00f3lo operan en lo extremadamente diminuto; e incluso a esa escala, no siempre funcionan. Pero sobre todo, a\u00fan no ha logrado tenderse el puente en el que los f\u00edsicos cu\u00e1nticos y los relativistas puedan darse la mano; no hay una teor\u00eda que ligue ambos ingredientes los relativistas puedan darse la mano; no hay una teor\u00eda que ligue ambos ingredientes en una sola salsa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 tiene que ver la f\u00edsica cu\u00e1ntica con la respiraci\u00f3n Revista NUVE\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El experimento de f\u00edsica cu\u00e1ntica que refut\u00f3 teor\u00eda de Einstein | Tele 13\" \/><\/p>\n<p style=\"text-align: justify;\">Sin embargo, es evidente que las part\u00edculas subat\u00f3micas son la base de todo, as\u00ed que podr\u00edamos decir, apunta Nori, que &#8220;todo en el universo es cu\u00e1ntico&#8230; porque todo est\u00e1 hecho de \u00e1tomos&#8221;. Pero aclara: &#8220;Sin embargo, no describimos c\u00f3mo se mueven los sat\u00e9lites o c\u00f3mo fluye el agua utilizando mec\u00e1nica cu\u00e1ntica, porque para esto no necesitamos la parte cu\u00e1ntica. Muchos \u00e1tomos se pueden describir bien cl\u00e1sicamente&#8221;. De hecho, a\u00f1ade, &#8220;pocos <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> requieren un tratamiento de \u00f3ptica cu\u00e1ntica; el cual no es necesario para muchos <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR0J8v0GZLCdQxChZormcYE6-r9b4Gmn280Aw&amp;usqp=CAU\" alt=\"El catedr\u00e1tico Jos\u00e9 Ignacio Latorre explica qu\u00e9 es la f\u00edsica cu\u00e1ntica y  para qu\u00e9 sirve \u2013 Gabriel Jaraba Online\" \/><img decoding=\"async\" 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\" alt=\"Entender la importancia de la f\u00edsica cu\u00e1ntica en la vida cotidiana\" \/><\/p>\n<p style=\"text-align: justify;\">Y dado que lo ocurrido en los c\u00edrculos cu\u00e1nticos no deja rastro aparente en eso que los no-f\u00edsicos llamar\u00edan el mundo real, \u00bfC\u00f3mo podr\u00eda tener alguna importancia para la vida? Deber\u00eda quedar perfectamente zanjado que las enormes mol\u00e9culas en las que se basan los procesos biol\u00f3gicos no pueden enterarse ni de lejos de lo que sucede al min\u00fasculo nivel de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de sus \u00e1tomos, por mucho que dependan de ello. \u00bfO s\u00ed?<\/p>\n<p style=\"text-align: justify;\">\u00bfQU\u00c9 ES LA VIDA?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/puntocritico.com\/ausajpuntocritico\/wp-content\/uploads\/2017\/09\/ErwinSch-678x381.jpg\" alt=\"Qu\u00e9 es la vida?, de Erwin Schr\u00f6dinger (Parte I) \u2013 Punto Cr\u00edtico Derechos  Humanos\" \/><\/p>\n<p style=\"text-align: justify;\">En 1944 Erwin Schr\u00f6dinger, el del gato, public\u00f3 un ensayo de divulgaci\u00f3n titulado What is Life? (\u00bfQu\u00e9 es la vida?), basado en una serie de conferencias p\u00fablicas que hab\u00eda pronunciado el a\u00f1o anterior en el Trinity College de Dubl\u00edn. En su obra, Schr\u00f6dinger ataba la relaci\u00f3n entre qu\u00edmica y biolog\u00eda, y por tanto entre f\u00edsica y biolog\u00eda, en una \u00e9poca en que a\u00fan no se conoc\u00eda que la herencia gen\u00e9tica resid\u00eda en una sustancia ya conocida llamada ADN.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Informaci\u00f3n en los seres vivos - ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es la informaci\u00f3n gen\u00e9tica? - Ginequalitas Reproducci\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSowewUdILLY8WLTFMRuvDdehMMtqxpZrVVUw&amp;usqp=CAU\" alt=\"Genes y cromosomas: \u00bfc\u00f3mo determinan nuestra vida y nuestra salud? -  Cuesti\u00f3n de Genes\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSa6euPUyfiOc_xXWlLEpjb0iTv70InjkDu9A&amp;usqp=CAU\" alt=\"BIOLOG\u00cdA MOLECULAR\" \/><\/p>\n<p style=\"text-align: justify;\">Aunque el austr\u00edaco no fue el primero en suponer que la informaci\u00f3n gen\u00e9tica de los seres vivos deb\u00eda de codificarse en enlaces qu\u00edmicos, sus ideas influyeron en la posterior investigaci\u00f3n de la estructura del ADN por James Watson y Francis Crick. Pero Schr\u00f6dinger hizo algo m\u00e1s: acu\u00f1\u00f3 el t\u00e9rmino &#8220;teor\u00eda cu\u00e1ntica de la biolog\u00eda&#8221;, refiri\u00e9ndose al hecho de que las mutaciones son saltos en la herencia, del mismo modo que la energ\u00eda de las part\u00edculas salta de un valor discreto a otro (est\u00e1 cuantizada). &#8220;El mecanismo de la herencia est\u00e1 estrechamente relacionado con, o mejor dicho, est\u00e1 fundado sobre, la misma base de la teor\u00eda cu\u00e1ntica&#8221;, escrib\u00eda el f\u00edsico.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTksNXqVO7ju3OQE3mRDwAShLaqwhoOE2BL4w&amp;usqp=CAU\" alt=\"Estereoquimica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRhVLTFJ5pPhvdWRpAR6B1eBCeU7yrU-cvpAQ&amp;usqp=CAU\" alt=\"Universidad Aut\u00f3noma de Madrid - Nuevo m\u00e9todo de s\u00edntesis asim\u00e9trica de  pirrolidinas\" \/><\/p>\n<p style=\"text-align: justify;\">Con todo, Schr\u00f6dinger se qued\u00f3 corto: adem\u00e1s de no extender su idea m\u00e1s all\u00e1 de los genes, se centr\u00f3 \u00fanicamente en c\u00f3mo la asimetr\u00eda de las mol\u00e9culas y sus m\u00faltiples formas pod\u00edan servir para codificar toda la diversidad de la informaci\u00f3n gen\u00e9tica. En cambio, neg\u00f3 expresamente que las transiciones en los \u00e1tomos pudieran tener alguna influencia en la biolog\u00eda: &#8220;La indeterminaci\u00f3n cu\u00e1ntica no juega ning\u00fan papel biol\u00f3gicamente relevante&#8221;, escribi\u00f3.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"CIENCIA DE FRONTERA: BIOLOG\u00cdA CU\u00c1NTICA\" \/><img decoding=\"async\" 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\" alt=\"Biolog\u00eda cu\u00e1ntica y computaci\u00f3n cu\u00e1ntica adiab\u00e1tica en la fotos\u00edntesis a  temperatura ambiente | Actualidad inform\u00e1tica\" \/><\/p>\n<p style=\"text-align: justify;\">A la biolog\u00eda cu\u00e1ntica a\u00fan le aguardaba una larga espera. Al menos, hasta 2007. Aquel a\u00f1o, un equipo de la Universidad de California en Berkeley dirigido por el f\u00edsico Graham Fleming demostraba algo que otros cient\u00edficos llevaban tiempo barruntando: la fotos\u00edntesis, ese proceso cuasim\u00e1gico por el que muchos organismos consiguen producir ox\u00edgeno a partir del di\u00f3xido de carbono, funciona gracias a la f\u00edsica cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Contenidos - Las bacterias\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Calam\u00e9o - Los Microorganismos\" \/><\/p>\n<p style=\"text-align: justify;\">Los investigadores aislaron los centros fotosint\u00e9ticos de dos microbios, la bacteria verde del azufre Chlorobium tepidum y la bacteria p\u00farpura Rhodobacter sphaeroides, y los bombardearon con pulsos <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> para estudiar c\u00f3mo la energ\u00eda de los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> se transfer\u00eda desde los pigmentos que recogen la luz hasta el centro de reacci\u00f3n, donde se cuece esa qu\u00edmica necesaria para la vida. Los mensajeros de esta transferencia son los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, que corren alimentados por esa poci\u00f3n m\u00e1gica de la energ\u00eda fot\u00f3nica. Pero \u00bfc\u00f3mo encuentran su camino entre el desorden molecular para evitar perderse y desperdiciar esa energ\u00eda?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La biolog\u00eda cu\u00e1ntica resolver\u00e1 los grandes misterios de la vida |\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkJCRgXGB0ZGh8wHiArJyAeNR0vMCUeHh0yNR8lJTAlHScgJR8lIB4dHx0dJx8lHR0dJR0dHSYlHR0dJSUdHR0BCAUGEBIRExISEhMTExUWGBcTFhUVFRgZFRYYFxgbGxsWFxcXGR0WGRcaGBgZIR4eHRseHx0WFSIpJSclHR0dH\/\/AABEIAKwBJQMBIgACEQEDEQH\/xAAcAAEAAgIDAQAAAAAAAAAAAAAABQYDBAECBwj\/xAA8EAABAwIDBQQIBQMEAwAAAAABAAIRAyEEEjEFQVFhgQYicZETFDKhscHR8EJScuHxB2KCIzOSshZTov\/EABsBAQADAQEBAQAAAAAAAAAAAAADBAUGAgEH\/8QAPREAAQIDBgMECAQEBwAAAAAAAQACAxEhBAUSMUFhBlFxgZHR8BMiMkJSobHBFGLh8RVTcpIHIzNDgrLS\/9oADAMBAAIRAxEAPwDw1ERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERcwu4BU5RwgYNJP3ZRx44bnnoFduq63xicNA2WImsp7DPXuUAinn4Zp118lp1dnuFwZ9y8w7U07dVPargjNmQMYGeHMdR4TUYiyOaQYKxqZZhGiIiIviIrrR7MUyxrjUcJZTfGUH2i4ZW967pb5FRtTYFRxHoAag9mYDe9BJAvcCD3tDBRFXEUni9lVqIDqjC0GQDa9gYseBHmttvZzFFuYUjEB02FjN7n+025IigUU5itjmlh2Vn91znEBlrtyg5tZFzEEbioNERERERERERERERERERERERERERERERSeztlVcQXCmAYGYyQ2BIE94jeQoxWnsvtOjh6j3VRILcsa\/jab8oaiLWxXZzEUmuc8NAbJPeYTrGgMmT7PGCq+r43beHq13urSKcy0RmJuRLgbWYYY02Z\/27jbeDDf9sEhpI7jMuYkmIIvAIEncTyRFT8LgKlWSwTEcBqY3rjFYF9IMLxGZoqC4Jg6EgG0xoVbNmbWwjKL6bgRmJOWA8NsGgguFyAXubbUhSWM7Q4N1MuDAXhuVrXMDg2wF3bxb2dBmdvhEXmaLklcIiIiyNE2CIpnZGGzEu4WHipk0rqRoYL0VMMi\/xld3YfQC6561W8OcTpkOgX6rw5dcOFAYyYxyDn7vdpXOWXQBQ4ZvXX0Kln0LxGl1j9CZ5Ly207q+67m7HSY56mWyiqmHDhDv46qHxOzXMGYXb7x0VqFOfouBTO7RWINuLfA5dnJZt6cLQowqJO917fa\/5fEByVCK4VuxWym1Ls7rvcfHmqzWouYYcIK1LLamvyz1Bz\/VcFfvD8azH1xiYfZiN9k7flOxU\/X7TVXUG0AA0BrWSJzOAmxnSc25Zf8AyhwaxoptGVobN5P+l6ME+ALneLio\/YOAbXrBrw4tALiGQXQBNp4mB1Cs1Dsa17j3yGEjKY0GciHHTMA10x+Wd4U6ylXau3nvfSe5oOQC14dzPDopWj2zqtkFjSIAi8aATz\/F\/wAipah2boFgfSzPJB9sNLYJyAw0zoHPbv7o7qx4vs41mEe82Z\/ugkN9KTGVrCRYMJDy6DublRFVNtbZOJcHZBTAmwm8kmSTcm6g0RERERERERERERERERERERERERERchcLu1xBkIvoXVcKUwrRUOV1nHQ6SuK2znN0vyURjgGRod\/srrbpiuZ6RgxsmRMZgjRw0NQaTzUYsjBe9ly5pGtljUqpZfcFSB2e83aM4\/MNP5XdmzyaJqTpuWpRqlpBG4gqyNxTamdrNMjj1nRRxHELeuOw2aMXAza8hzWwy6c3OHquYZAyaQQQ7F7tVoYvBBtBjhrvPGVAq44sTSe38rWqs1cI9oDnCAdEgOp2lfeLruDXtMNhwiE3HIGQLSWEnlMt13WorL2ZwBrYhtpa3vHh16wq2vY\/6f7HIoOrzGY5ejfkSf8A5WfxReAg2d7pyJk1vV3gJnrJZN1tBitnkDM9lVJvwsu+\/v8AlajsGDJiN0\/fP4K1Gg4NLi3X+AIPRYXYYQGjWQOB49SuEhW4jXah5Z+C7WFfAOfX7BVN2FIaTEzeND4cOCxHDADKNfu6t1TCy4Dh3vl9fJa5weYmRbRWGXnz6+HndXIV6cnbeKqdTBCzY\/ZY34cjugfUdFZhhSJdqPlyK6CiILjrrG8coVht4doH1KsNvQHXCT\/1FFWnYbSNfu5WDEbPY9uWprx3\/wCP0Vo9TygnQ68vBdRhpkuEGNOHgpWXjKoJpqM5\/cL7HtjXgtcAQ4VafZluOa81rUauDa8Ae0APS94OAmYEOtMCZ1soD1qpEZjHCTHxXs5wsgh12dJPjwVF212WLJfRGZtyW6lvhxHLVb908QNeQyIQHaHQ9eR+S4i\/biDJvhTLNWn2m9NXDfNVJuJeNHEdSPvU+a4OIeRlLiRYRJi2gjksC4W2sJERERERERERERERERERERERERERERERERZWuIII8VfcI701MPjk7h97156rt2MxobVNJxgOFuGb9ws3iCGfRF7RMsr1bqPv2Lc4Qvl0CLKcmRKOylP3TXu7VsYjZgdbXl9FW8Tslwu0SOG\/pxXsNXZkgiJIv08fMdFG4jZE21Bv4dVh2DiKVJ03XTXjZrNaB6zAHaOYZH58q5zC8ZIut\/Zr4qt529ytu09hSM0ReJ4fqtcc1TsVgn0j3h13HwXR2O3MiChqdJrmLXdUWzPbFb\/mQ2uBD2zGRyeM2zqK03Vha4GtUYd4aPHesFXFtqGpSc6BbK7dYfVVvNvXRTiCFNF4reQW+jbJz3l4JPrMeXeoZaDGZHnI7KUfsx4EtIf+m8eK+ldlYJtDC06TbHK0TuJIBJ6kk9V4B2OwHpsWxv4RLnbrD9yF7phcD6Oocj3EATkJzATa3KAfcua44shihjcXsevKRkTkAZZEV2qViWy8rO2eHFCfL2DN7SPyvoWnZwlvopx9MEgRbXw3D3\/BYvV2uceA7vLj9Fo+vhhOci8wNJj8oOt76rK7GNbTl\/cJ47p3SLclxcW5Ijcp6AHrU+CQ72ynQOqD8XSleXVdfVIBcLCSY1B3AQeQ3QsD8M5ogiTpIk9Y148VpVNtFzgxlgIN7uPy4FaQ2pWFbLMi45jf5L1DsEas8NAXSJM5DIU7VYhXwKyJo3F2bTNZqXfhmkhoPOOX8wFjq4PMQCLC\/wC3z8lnwu0GvJ9IIdFiLA8gdZmSt8U3NE6k7jYzwnl8iq7nPaZGYOk6zJzIIzp0V2z3viGYI+w2UAcKZ4gX3SfrC4OGDzGoBHn+3\/ZT0NDQ0WcbQd+8nnxslbCCwbY8d\/Mnj9SEFuMxOY5HYZk6c6hWG3nvMHMfYKvGiZjdpm3+H7rsMPlgMEiPZ3DmOCmnMyQ0i+ubUDm7gu3qobGW5O7cefLxXv8AG5b5cnDmfPcvf8S1nXnqNgvMtudjG1gatEhr9Sz2Wnj+l3\/ZeT4ig6m4teC0jcbEL6i9WHtOMOt4cIjeFEba7NUsaAHtyPExU0cbe9u+Dey6G4OMjD9SLN8P4syzYfzG\/MALKt0BrjibQnQZHw6L5rRWLbvZyvg35agkbniS13XceSrq7uzWhj2h7HBzTkRkVnkSzRERSL4iIiIiIiIiIiIiIiIiIiIiIiIi2cPXdTe17bEEOB8DK1kQgSIImDmi+osH6PEUaVcaOAJ3G4EgkcHfNd6mzDJaDzHPqOduq8\/\/AKc7ULqVTDO0b3hzBNx0MH\/JekNxLoDnC4JFu9y5civzK9LhjQnuawzaCcE60zb\/AOe5TNv4NdhJkeukuxQ9XBCJIgEROvX5R4KvY7YDXNJaJvBbuPMflOivortMtmJ74nux587zzRzGOIeR\/Yd0eXOR1CqwrTHhGeEjpMzpSk9ec6SBWtYuJCMnA6GYzB5jVfP+0OzL2y5g3+zv81U3sIMEQeGhC+mMZskPBAMuB9r2SRwMWIAtxt7Sou2OzTalnNLX7iASNNx0cNLarrLk4uDqRK76im\/tDWf6LzabHCijFBkx+sOdHf0S+g2Wv\/TjBQ2pWOpOQdLyOtui9IbWhpceJPHkPr1VY2NhGUcO2mLOiJ0JcdSAfuymCDIAdbWLEW566rtG3Q2K0PaWuBAqDML8cv8AvZ7bTFDw5hDiMLgQcLemh0PKS3K9BrmimRPxHEg7uHVV7FYY06ntuc0CYJkASY8TrdTIqOkmAYtNxztry8lF1XnMSRrB87W8lj35cxZDJFKy71euPiWJIw8c2OE3MoZzIJwzE2UzIkSKGdVrUW94OOmb79xXcjvTvn5\/RZ6kBoAEQZ38P4WI6E81x0dhBlsutsVqbEGPIGcMA55mU+yS267d0c5++ansFjRUAJNwI4X038viVUsZjXCSNOHFTmzXf6QH5iXTwB3\/ACUsC6\/SNynLXlSqpu9JBhsiPo15wgzFHBuKR5HCZ96nWPBlx00j59T8Oa6MlozAxyN\/AA6j91qZATlHdAgn5DgV2DybzIE62nnI4XAsoI9waaUmDy5KWBfe62hiMgLniHExuIPAAjQeKNZkGYe0SLag8mj5jxWr6zHfeCNwFzu4DeeaNIu6YM6C8coOpP4lTiXHLQjKchnLTYK5Dvfzmtp7gb1RB1HAb+6RvR5cR3x3L\/q6xcdLrXNRzTLxPAC5HIDeed10a4ROaB\/6\/rvzchb+0qMXRrLLuH9PL9lKL03WStTa9hp5PSMNiN2m86uOml15R2g\/p\/lBqYU5hr6L8Q\/RNz4G69VLyTP+2YHe48r2HW\/6VjzakNvYekuQeZJmff8AqWjczosAzhkgEzc01Duu+7a5qN9vB8\/svl+rScwkOEHgZBHjKwr6O2xsjD4kf6wzGIDme0Odr2nQ5h+ZeZ7V7BVqcuon0jBeLCp4ZRY9Ln8q7Cw3wx8g4FjuRqJ7OH6Iy2NOsuq89RbNfDPYYe0tPAgg+9a60VYXCIiIiIiIiIiIiIiIiIiIiIiIrD2c2n6tiWVCYbMHmDb9+i9\/bXaSQDIPUfZC+YF7R2e2uKuHbN3t7p6aebVYsNgZFJaRWUx0Ga5Tj2G9uCMyfwPlvVplrI07uSvIq925kgwd8+PiCCu5a0kgWBEyLeW7gVCtrtmQbERy8jaNyzB5ixu0yBrPw3GFHa+EW6D5DlNc3Z+IntzmOo59+R+qlRWcAHAyRYg\/GR0KVYcPRubzaRePpBPkQtBtdwINiCAN43eG\/RctruiIMtvNjPLqLdFh23gnUN86ZeZErXsPGJHvCm8vrLI0WGphxM5t8jdO6CNQ7dIXT0Dg4kGbCxBDh4Wgjn\/yW86u0zI7pHDTny+oSnjGkhpda3HMOYVCHZLfYjjsxLhm6Eatdn7sq9hDuRrJb0W+rJbmhlqaJ+7FyIr8Xuyy+GmXOIGJIEbyfv3LjEHNEC4v48lO4jDU6l8078wAPnlAIPPT8zVAV9m1WTBLrk3GUjzsQBGh\/wAQuluPjmx2phhxx+HiH1SHE4SR8LiBhro4Bc\/evA0WC7HBIiNzEqOrzaPaEqU7lgFcOBmx0XfN3Mu+ZWk4gkAkg9AfCY+4XdjW3dJI0A+xvK92ngkuONr2uYWkAgiRGcxKfeoId8OhNwYXNLYgiSLTRwpKsqHpouaOHNSRHIn8v77\/ACXNLB4lkFjxlm0nW9hELfpmAGg8zoBz3b1ndUbGY6aAaE8xHkrlk4YZDZhm6epnLzL7ozju0gxBggvhRCD6OLCERocAWhzQ6WEltKH2BWsitfDbSLe5UJY+TcwGG+o+Clw8kWIyDo0+BGoCiXUab\/al3E3dl5N5rmnQDJAzETOUuiOZ4DeAq1ouojPCRzyPaNetFLaL1ssRuOE2JAizE4Mg+E6eZhPLhEh0qGuD9nVCmRUMhzhPBtwfGDv+COdeS3M+N0HLrqdROk\/iUYys0mxvxzHyaB8SsdfENaN\/gHOBPNzo+CybVYWCtAFJZYrj5Pj+5Uux8GQTmuN5a3lv+KNqBxtFQ3v+XwO7oq0a1QiC6BrFwPfJK4FeoLAzydDm+WvvWREfDnr587LRYTzHndWcGd5PI3Z58Od1i9IDcGbxFO7f8hu81GM2gwAmoQyOJLWeIaJDr8VA7Q7bYanZhNU8AMrfO1v+Smg2LF7IJGwClhNecml3TLv\/AGVwDoJAIB1htnnxBsSeK6Vq7WjM8hn9zzkd56SvIcZ27xDiRSAptMiPacP8nfIBVHEY2pUMveX+JJ+JVyFdB94y6VVyHdjz7RDelT4fVet7Y7VYI2ePWSLRDS3o770Xlm0sVTqvzU6YpD8oJI9+ii0WhZrI1mU+\/wC2XyV+zWRrMiT1J+mSIiKdToiIiIiIiIiIiIiIiIiIiLlT2w9omk8iYDreH3ooBcqax2gw3teM2kGXPbtUVrs7YjCx2RFfOy9XZtA6Tz++q3Ke0zZ0ctdPdx+K85oY5xA4hbrNoHoV+lwLDDisa+GSWuE2+GXumbTuuTtPDuYkD5r3r0Vm0NWxbXd9eK3GbT0dF9N316rzhm0vMLaZtTeoI1yde7l2e6s6Pw3+X68pc9fsvRWY4XEWN92\/hfqs4xsxa48IPjfevPW7StG5Z27UdvMHje6pxri2J7Pl4dqpP4ecMqdp8116BehUseWnMyw3i0eOqkaeIaRd0HXL+E\/pIXmI2pvzQfj8Vw\/bjW6ujk4246BctxL\/AIeQY84lIUT+YJDFLRwNHb5OAnXRa9x2u1wAGCcSH8Dpkgflccu4jZenVqAdILSTGjiAeh\/F8VDVNlibd0Dg646OE+SptH+oDWkNeDUbItw\/TJv1Vv2Z2hw2IBNN7WmZyO7rx4H93Lh2WK1WNxDIpl8UJ7i011Gh2I1XQ2pvpGzfC\/vbMjw+S13YEgcTPBx6SBwjctgYeo28ADja3LWB1UxeTOYni7ugfpc2JHisWkka8QMx8A9vwgrQZxNasi+fVrPs0LJtF02c5sHe7xUQ6jVJAkAT\/c6OY\/CSsrMI6wLp8p6gE+C28ViadO9VzWji8hxHgBEKo4\/tzh2ghodVPDSn1m5HmvZvC0RNSegkPoEsl0tyZDHUD7lWhlIyL201k+UX6lRb3jMXOMCSOHwK87xnbfFPGVhFFt7MkHzJPmIW3hKuYBxMmAZ1Pmqd6Wd+EYjmdFo\/w0tFZDSiuT9pUwLd48PZHnEqPr7TedO6OGvvKj2lHFZLWBeWwQP1UTtClnBBMnjqqzgNk1sRm9GAcoky5rYvE95w38FbMS4AElQ+ydp06NCvID3uNMCm4EtIDpJdBHK07l0FxuOF08qd+v2Wnd5oVXa1JzHFrhBFo0IXYYdxaXRYRfxJA8dDor\/jtuYPvOaBVeQ6XOYPaIADiTeQC50aS0BqYvbeDewgnM9rSGO9G0AQ0ADT2S4udFrgZlpK2qFVwrmtY4iA4Ei4MwYmAZFwRfgtulses5rHhndcQ0GWiSXFoFzI7wIk8FYtpbYwjmBjKYIs2SMrgBoWkAhoLpcQPazOzN9lSI23gqZp5Qagbuc0BwsGgh3KXv3S4BEXntakWOLTYgkcRYxqLG41CwK3bax2GNPLRALiQXOyBsWHsWECRu1k90KooiIiIiIiIiIiIiIiIiIiIiIiIiyNcRcLOMRxC1EV2772jQf9N5aOWY7ivL2A5hb3rI5rt62FHotJnGdsHvt\/t\/VePw7VIeucJXBxx3e+60EUcfi21u\/3A3+lrR8yCUFmbyW27FPO9a7nSuiLKtNriRDN73PP5nE\/Ir21gGQA6IuwMLqihXpWPBdqMVS0qFwv3XEub5FbuL7Z4qoA0OFP9AyE+N9OSp6KMwGznhE+ijdZ2EzLQT0WetXc8y5xceJkn3rAiKRSIpzZmODe6TA4\/IqDRRx4IcJFeYjARIr0RlcLl9YKh08S9uhhc1MW92rp93wWb\/Bq+1Tt+iq\/ga5hS+08eCC1pnn8vFV5EWlZ4IaJBWYUMNEgiIikXtERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERf\/2Q==\" alt=\"Ven la luz como onda y part\u00edcula a la vez | Ciencia al d\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">Fleming y su equipo descubrieron que lo hacen como ondas, no como part\u00edculas. De este modo, la onda se dispersa para encontrar el mejor camino sin tener que recorrerlos todos uno a uno. Y esta capacidad de estar en distintos lugares al mismo tiempo, o de tener dos estados incompatibles entre s\u00ed, es el privilegio de la f\u00edsica cu\u00e1ntica; por fin hab\u00eda nacido la biolog\u00eda cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">UN CAOS H\u00daMEDO Y CALIENTE<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Tipos de c\u00e9lulas y sus caracter\u00edsticas (eucariotas y procariotas) - Lifeder\" \/><img decoding=\"async\" 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\" alt=\"Un m\u00e9todo para analizar c\u00f3mo las c\u00e9lulas interpretan y hacen efectivas sus  instrucciones -\" \/><\/p>\n<p style=\"text-align: justify;\">Pero no tan aprisa. Fleming y su equipo llevaron a cabo sus experimentos en condiciones t\u00edpicas de la f\u00edsica cu\u00e1ntica; por ejemplo, por debajo de los 100 grados bajo cero. Y est\u00e1 claro que las bacterias no suelen vivir a esas temperaturas. Para un f\u00edsico, una c\u00e9lula es la peor de sus pesadillas: caliente, h\u00fameda, ruidosa y desordenada. En tan miserables condiciones es imposible que ninguna tarea importante pueda confiarse a la extrema levedad de los fen\u00f3menos cu\u00e1nticos. &#8220;Muchos cient\u00edficos creen que estos fen\u00f3menos son tan fr\u00e1giles que s\u00f3lo aparecen en sistemas muy simples, compuestos por muy pocas part\u00edculas y donde el ruido molecular se congela a temperaturas cercanas al cero absoluto&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/736x\/ef\/85\/0f\/ef850f1444b9ea47efb6f6b312bf35b3.jpg\" alt=\"Fotos\u00edntesis para ni\u00f1os; Explicaci\u00f3n gr\u00e1fica y did\u00e1ctica en 2020 | La  fotosintesis para ni\u00f1os, Fotosintesis, Fotosintesis de las plantas\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSJLHQAri22SuT0Y5smEksjfAdHmtQjL31FBA&amp;usqp=CAU\" alt=\"Biolog\u00eda cu\u00e1ntica: una ciencia que es y no es a la vez\" \/><\/p>\n<p style=\"text-align: justify;\">O al menos eso parec\u00eda, hasta que en 2010 dos estudios demostraron que lo dicho para la fotos\u00edntesis en el fr\u00edo glacial era v\u00e1lido tambi\u00e9n a temperatura ambiente. Pero, de hecho, \u00e9ste no es el \u00fanico sistema biol\u00f3gico en el que la f\u00edsica cu\u00e1ntica puede marcar las reglas, ni siquiera el primero en el que sospech\u00f3 algo semejante: durante d\u00e9cadas, los biof\u00edsicos intuyeron que las enzimas, esos mediadores que convencen a las La fotos\u00edntesis funciona gracias a la f\u00edsica cu\u00e1ntica \/ Frank B\u00e4ttermann mol\u00e9culas para que reaccionen, funcionan seg\u00fan un conocido mecanismo cu\u00e1ntico llamado efecto t\u00fanel que permite a una part\u00edcula, en este caso un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, pasar de un estado a otro sin saltar la barrera de energ\u00eda que los separa, excavando un t\u00fanel. En 1989 se mostr\u00f3 por primera vez el efecto t\u00fanel en las enzimas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Qu\u00e9 es la biolog\u00eda cu\u00e1ntica? - Quo\" \/><img decoding=\"async\" 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\" alt=\"Biolog\u00eda cu\u00e1ntica\" \/><img decoding=\"async\" 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\" alt=\"Biolog\u00eda cu\u00e1ntica | Bioero\" \/><\/p>\n<p style=\"text-align: justify;\">Con todo esto, parece que la biolog\u00eda cu\u00e1ntica deber\u00eda ser ya un miembro de pleno derecho del club de las disciplinas cient\u00edficas. Y sin embargo, ni sus propios patrocinadores se atreven a ir tan lejos. Regresando al chiste del comienzo, Nori aplica a la biolog\u00eda cu\u00e1ntica esa misma doble condici\u00f3n del gato vivo y muerto: &#8220;Es a la vez un campo excitante para estudiarlo con precauci\u00f3n en el futuro, y tambi\u00e9n en el que muchas cuestiones importantes a\u00fan no est\u00e1n demostradas&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Life on the Edge: The Coming of Age of Quantum Biology: McFadden, Johnjoe,  Al-Khalili, Jim: 9780307986825: Amazon.com: Books\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;Muchos cient\u00edficos a\u00fan no est\u00e1n convencidos de que estos efectos requieran la mec\u00e1nica cu\u00e1ntica para explicarse&#8221;, apunta a EL ESPA\u00d1OL el f\u00edsico de la Universidad de Surrey Jim Al-Khalili, coautor junto con McFadden del libro Life on the Edge: The Coming of Age of Quantum Biology (Bantam Press, 2014). El obst\u00e1culo esencial es esa diferencia de pulcritud entre los experimentos cu\u00e1nticos y el aparente caos de una c\u00e9lula viva, que suscita el escepticismo de no pocos expertos. Para el f\u00edsico de la Universidad de Viena Markus Arndt, este es &#8220;un rasgo de la ciencia de la vida, no tan limpia como los laboratorios de f\u00edsica o los tubos de ensayo de la qu\u00edmica&#8221;. &#8220;\u00bfPueden estas acciones sobrevivir en las escalas macrosc\u00f3picas de tiempo y tama\u00f1o de los medios biol\u00f3gicos? Esta cuesti\u00f3n todav\u00eda est\u00e1 abierta&#8221;, comenta Arndt a este diario.<\/p>\n<p style=\"text-align: justify;\">LA BR\u00daJULA DE LAS AVES<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/_rsXAHYOuipY\/SRcGiEUPTVI\/AAAAAAAAAow\/E-cvLQodB8A\/w1200-h630-p-k-no-nu\/bird_nav_h.jpg\" alt=\"Juntos en la Aventura: La br\u00fajula fotomagn\u00e9tica de las aves migratorias\" \/><\/p>\n<p style=\"text-align: justify;\">La escala temporal que menciona Arndt es uno de los factores que levantan las cejas de los f\u00edsicos. Un posible ejemplo de biolog\u00eda cu\u00e1ntica muy de actualidad es el sistema que gu\u00eda a las aves migratorias, basado en el fen\u00f3meno de entrelazamiento cu\u00e1ntico. Seg\u00fan estudios en el petirrojo europeo, la luz dispara en la retina un par de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> gemelos que responden al magnetismo terrestre, como la aguja de una br\u00fajula. Un estudio reciente ha prestado nuevo cr\u00e9dito a esta hip\u00f3tesis. Pero un problema es que este entrelazamiento durar\u00eda unos pocos microsegundos. Para los f\u00edsicos, esto es una eternidad jam\u00e1s lograda ni de lejos en un laboratorio, y no digamos a una temperatura a la que el petirrojo no se convierta en un f\u00f3sil congelado.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQbdHbbae-F5Fy-VnKRGDa8NZjmE7maK8EckA&amp;usqp=CAU\" alt=\"BIOLOGIA CUANTICA\u00ae - Atelier Kuthumi\" \/><img decoding=\"async\" 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\" alt=\"La Biolog\u00eda Cu\u00e1ntica es la ciencia que revolucionar\u00e1 tu comprensi\u00f3n de  todas las cosas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRwAAfhFBtV67qrnwlSxZPe_xYfz2eTZRrAIA&amp;usqp=CAU\" alt=\"alquimiayciencias: Biolog\u00eda Cu\u00e1ntica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTDr1-PQLjnyGjk_3ehXe12C63lqxT3a7FaUg&amp;usqp=CAU\" alt=\"Biolog\u00eda cu\u00e1ntica? Gerardo Mart\u00ednez Avil\u00e9s - PDF Free Download\" \/><\/p>\n<p style=\"text-align: justify;\">Sin embargo, el nuevo estudio no es experimental, sino una simulaci\u00f3n por ordenador. &#8220;Todav\u00eda necesitamos pruebas experimentales de que la teor\u00eda es correcta&#8221;, dice AlKhalili. El obst\u00e1culo principal al que se enfrenta la biolog\u00eda cu\u00e1ntica es la dificultad de llevar sus predicciones al laboratorio. &#8220;Los experimentos adecuados para evaluar estas cuestiones son complicados y dif\u00edciles de interpretar&#8221;, se\u00f1ala Nori. Otra pega es que los cient\u00edficos a\u00fan se resisten a creer que estos mecanismos cu\u00e1nticos en la biolog\u00eda tengan realmente un significado evolutivo; es decir, que existan porque los seres vivos han encontrado en la cu\u00e1ntica una ventaja aprovechable. &#8220;\u00bfPor qu\u00e9 la naturaleza habr\u00eda seleccionado estas superposiciones cu\u00e1nticas? \u00bfQu\u00e9 prop\u00f3sito tienen?&#8221;, se pregunta Nori.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/_KNxlu1S39mA\/SrfdAWt53LI\/AAAAAAAAKOg\/wsPZxruaxLY\/s400\/olfato.gif\" alt=\"Caja de caricias: La memoria y el olfato\" \/><img decoding=\"async\" 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\" alt=\"Un estudio refuerza la teor\u00eda del olfato por vibraci\u00f3n cu\u00e1ntica - principal\" \/><\/p>\n<p style=\"text-align: justify;\">Los expertos no ven demasiado claro que las tecnolog\u00edas actuales vayan a ofrecer respuestas &#8220;en muchos a\u00f1os o unas pocas d\u00e9cadas&#8221;, estima Arndt. Y menos en casos todav\u00eda m\u00e1s aventurados y dif\u00edciles de testar: en 1996, el biof\u00edsico del University College de Londres Luca Turin lanz\u00f3 una idea que trataba de dar respuesta a un enigma cl\u00e1sico de la biolog\u00eda del olfato: \u00bfC\u00f3mo puede nuestra nariz, con un repertorio grande pero limitado de receptores olfativos, detectar m\u00e1s de un bill\u00f3n de olores ? La audaz hip\u00f3tesis de Turin es que los receptores son capaces de distinguir las vibraciones de las mol\u00e9culas de olor mediante un mecanismo de efecto t\u00fanel, lo que ampliar\u00eda la gama olfativa. Sin embargo, la propuesta no ha ganado el aplauso general. &#8220;La mayor\u00eda de la literatura no apoya el modelo de Turin&#8221;, dice Arndt.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nanorobots navegan por el torrente sangu\u00edneo para administrar f\u00e1rmacos a  c\u00e9lulas tumorales\" \/><img decoding=\"async\" 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alt=\"As\u00ed son los nanorobots que estudian las c\u00e9lulas desde el interior de tu  cuerpo - AS.com\" \/><img decoding=\"async\" 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uYECsKXE5g\/y+2vruPf+POuW8sZYmmt+qNjAVJPpX0OOXIfWawtcn7un49ayWtOTz5\/j5fb7q2jCxU5nmjnzY9H4mMuTsPlUyzZIH4mpCWQvp9tSEUnYD8eprMpFfGJGXTTz2HlXPu+SxfQD9RftausWdITz\/HxrmXf+3jqEH\/5r\/E9dsA+cQs6jamaJSlKsSgFKUoBSlKAUpSgFKUoBSlKAUpSgNl7pJlrLQ88\/4Wrrb9nsNwdvKuK9j9onTXkvAZY5bcgZBHP41uh\/KI3\/ACh\/qP3VxrUFJ3Zb5NjacItT7zZ7ukLDyNSrPYmrvWzBCryHqBzgKpMchWjP37Y\/4QH+Y\/dXoflCvhQgWFE7ZEfMxJE+dcY4WxMxuZUXFbOfO67plne7u3wRsIM75ALtzO8EfKodrs1rZMuqTO2c7+uIM\/CqV+9jEzh\/5cvdttUc94552x8\/6VjYS7iPy+n3+R1XRdtJCLcIdhCgrkFI6BgwA6n6uGqzt7WDhtgkgbknfzgTE\/PmuPM8Vc5Hb\/7H1\/0r2O8cfQ+v+lZlRk+oU8fTXBmy6ZgMm6CPTc8vcOeRrc37LtMoDbmBvPU8oG+0QJiuTHvFP0Pr\/pVivfa8Fxx2iOe\/M9Y35kVDxuX1JNOHN\/E54nGxlZxnp95sF1EExOQkFeawOqmAQJ6EftZV4EAyef48q1P+0hiAkfH+lfB3jI+h9f8ASpKw0zv6yp+LyNxN2On4+VCzNzrUv7Tn9T\/y\/pWVe9hHK2Pn\/SnJp9w9ZU\/F5G4JbI+\/8CptsNyAj8e6tKXvmR\/hD\/UfuqUnf1hytAfE\/dWOTS7jMcwpeP8Aab3Z0Z5t8vwKtLNr0rmX\/wAgP\/yh8z91Zl\/KM4\/wh\/qP3VryOXcb+s6S7f7TqyT5fj5Vx\/8AKL\/xSf8ATX+J6sF\/KY4\/wR\/qP3VqHeHt0626twqEhQsAyNixn6\/qrrg8PKLuyFmWOjONkzXaUpU0qhSlKAUpSgFKUoDLSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgP\/Z\" alt=\"PPT - NanoROBOTICA Tecnologia de Futuro PowerPoint Presentation, free  download - ID:4911794\" \/><\/p>\n<p style=\"text-align: justify;\">En resumen, y pese a lo que afirman McFadden y Al-Khalili en el t\u00edtulo de su libro, realmente no parece que la biolog\u00eda cu\u00e1ntica est\u00e9 pasando a la madurez, sino sufriendo a\u00fan un largu\u00edsimo parto. Y eso que sus aplicaciones podr\u00edan ser provechosas, m\u00e1s all\u00e1 de responder a la pregunta de Schr\u00f6dinger. Por ejemplo, dominar el efecto cu\u00e1ntico de la fotos\u00edntesis permitir\u00eda dise\u00f1ar c\u00e9lulas solares m\u00e1s eficientes. Los dos autores subrayan que la manipulaci\u00f3n a nanoescala abrir\u00eda la puerta a logros como la creaci\u00f3n de nanorrobots que depositen un f\u00e1rmaco en la c\u00e9lula que lo necesita.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRlEJsPM7DADzED_NeKVS36e7MT0OtJFQeOyw&amp;usqp=CAU\" alt=\"Fotos\u00edntesis - Concepto, fases, caracter\u00edsticas y ecuaci\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcREcGXxkT3vAF90gFd6qOfUXwaref-nfT9fmQ&amp;usqp=CAU\" alt=\"Anabolismo: fotos\u00edntesis - Monografias.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQRPZb4QOKBVuqegqV45eLG0042c3asw0n_lw&amp;usqp=CAU\" alt=\"Cu\u00e1les son las claves de la fotos\u00edntesis? - Ambientum\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRTAVZpp9Alb6tniXh1aRY4ZN2HnzTOSn-TmQ&amp;usqp=CAU\" alt=\"Descifrando las claves de la fotos\u00edntesis\" \/><\/p>\n<p style=\"text-align: justify;\">Y c\u00f3mo no, tambi\u00e9n est\u00e1 el futuro de los ordenadores cu\u00e1nticos: lo que hace el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> en la fotos\u00edntesis no es otra cosa que computar la mejor soluci\u00f3n a un problema sin tener que realizar las operaciones una por una. La naturaleza ya sabe c\u00f3mo hacerlo. Curiosamente, Arndt sugiere que los ordenadores cu\u00e1nticos, a su vez, generar\u00edan modelos detallados que dar\u00edan una respuesta definitiva a las inc\u00f3gnitas sobre biolog\u00eda cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">Por algo la ventaja de los ordenadores cu\u00e1nticos es que son extremadamente potentes. 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Circula por ah\u00ed un chiste sobre los ordenadores cu\u00e1nticos, esas m\u00e1quinas del futuro de las que se hablan maravillas: &#8220;Los ordenadores cu\u00e1nticos son extremadamente potentes, y al mismo tiempo a\u00fan [&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":[24],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25722"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=25722"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25722\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=25722"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=25722"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=25722"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}