{"id":24664,"date":"2019-10-11T06:46:34","date_gmt":"2019-10-11T05:46:34","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=24664"},"modified":"2019-10-11T06:46:34","modified_gmt":"2019-10-11T05:46:34","slug":"somos-fruto-de-la-evolucion-de-la-materia-inmersa-en-las-fuerzas-del-universo-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/10\/11\/somos-fruto-de-la-evolucion-de-la-materia-inmersa-en-las-fuerzas-del-universo-2\/","title":{"rendered":"Somos fruto de la evoluci\u00f3n de la materia inmersa en las fuerzas del Universo"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/27\/%c2%a1el-amor-el-sentimiento-que-nos-hace-mejor\/\" rel=\"prev\">\u00a1El Amor! El sentimiento que nos hace mejor<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/es-bueno-saber-como-funciona-la-naturaleza\/\" rel=\"next\">Es bueno saber como funciona la Naturaleza<\/a>\u00a0\u00bb<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div>\n<p style=\"text-align: justify;\">Una Galaxia es simplemente una\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0peque\u00f1a del Universo, nuestro planeta es, una m\u00ednima fracci\u00f3n infinitesimal de esa Galaxia, y, nosotros mismos, podr\u00edamos ser comparados (en relaci\u00f3n a la inmensidad del cosmos) con una colonia de bacterias pensantes e inteligentes. Sin embargo, toda forma parte de lo mismo y, aunque pueda dar la sensaci\u00f3n enga\u00f1osa de una cierta autonom\u00eda, en realidad todo est\u00e1 interconectado y el funcionamiento de una cosa incide directamente en las otras.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La galaxia m\u00e1s bella\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQxzhyNqxPZTeiHrtpTZnkhsDy52-BC_jxQtTrUCJRwhFj-UY2FXg\" alt=\"Resultado de imagen de La galaxia m\u00e1s bella\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 S\u00ed, en nuestro universo si algo cambia, muchas otras cosas ser\u00e1n distintas<\/p>\n<p style=\"text-align: justify;\">Pocas dudas pueden caber a estas alturas del hecho de que poder estar hablando de estas cuestiones, es un milagro en s\u00ed mismo. Despu\u00e9s de millones y millones de a\u00f1os de evoluci\u00f3n, se formaron las conciencias primarias que surgieron en los animales con ciertas estructuras cerebrales de alta complejidad que, pod\u00edan ser capaces de construir una escena mental,\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0con capacidad sem\u00e1ntica o simb\u00f3lica muy limitada y careciendo de un verdadero lenguaje.<\/p>\n<p style=\"text-align: justify;\">La conciencia de orden superior (que floreci\u00f3 en los humanos y presupone la coexistencia de una conciencia primaria) viene acompa\u00f1ada de un sentido de la propia identidad y de la capacidad expl\u00edcita de construir en los estados de vigilia escenas pasadas y futuras. Como m\u00ednimo, requiere una capacidad sem\u00e1ntica y, en su\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0m\u00e1s desarrollada, una capacidad ling\u00fc\u00edstica.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los procesos neuronales\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los procesos neuronales\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los procesos neuronales\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los procesos neuronales\" \/><\/p>\n<p style=\"text-align: justify;\">Los procesos neuronales que subyacen en nuestro cerebro son en realidad desconocidos y, aunque son muchos los estudios y experimentos que se est\u00e1n realizando, su complejidad es tal que, de\u00a0<a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, los avances son muy limitados. Estamos tratando de conocer la m\u00e1quina m\u00e1s compleja y perfecta que existe en el Universo.<\/p>\n<p style=\"text-align: justify;\">Si eso es as\u00ed, resultar\u00e1 que despu\u00e9s de todo, no somos tan insignificantes como en un principio podr\u00eda parecer, y solo se trata de tiempo. En su momento y evolucionadas, nuestras mentes tendr\u00e1n un nivel de conciencia que estar\u00e1 m\u00e1s all\u00e1 de las percepciones f\u00edsicas tan limitadas. Para entonces, s\u00ed estaremos totalmente integrados y formando parte, como un todo, del Universo que\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0presentimos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/steemitimages.com\/640x0\/https:\/\/steemitimages.com\/DQmat5JgcCCQUr3V2F5vWPPrKvsex78DQqgeeoRqLTDxnsA\/image.png\" alt=\"Resultado de imagen de la conciencia \u00bfqu\u00e9 ser\u00e1?\" \/><\/p>\n<p style=\"text-align: justify;\">El car\u00e1cter especial de la conciencia me hace adoptar una posici\u00f3n que me lleva a decidir que no es un objeto, sino un proceso y que,\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0este punto de vista, puede considerarse un ente digno del estudio cient\u00edfico perfectamente leg\u00edtimo.<\/p>\n<p style=\"text-align: justify;\">La conciencia plantea un problema especial que no se encuentra en otros\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>dominios<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de la ciencia. En la F\u00edsica y en la Qu\u00edmica se suele explicar unas entidades determinadas en funci\u00f3n de otras entidades y leyes. Podemos describir el agua con el lenguaje ordinario, pero podemos igualmente describir el agua, al menos en principio, en t\u00e9rminos de \u00e1tomos y de leyes de la mec\u00e1nica cu\u00e1ntica. Lo que hacemos es conectar dos niveles de descripci\u00f3n de la misma entidad externa (uno com\u00fan y otro cient\u00edfico de extraordinario poder explicativo y predictivo. Ambos niveles de descripci\u00f3n) el agua l\u00edquida, o una disposici\u00f3n particular de \u00e1tomos que se comportan de acuerdo con las leyes de la mec\u00e1nica cu\u00e1ntica (se refiere a una entidad que est\u00e1 fuera de nosotros y que supuestamente existe independientemente de la existencia de un observador consciente.)<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQy-6i4qNmBC6si9LlV4puMeRO8z34oiDNMa0Jvpuu0NHYMT3CI\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSmvxnkIQtGuhktMw2gLThEZ6l-20E6-KUu2AuRbYgpHhUTnBAT\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRPY8jxxpKqfhl4J2DFhWRn_sAZ3cFkLFw1MoY-N_tr-vXGnZ2O\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSllsokdEJR-QohYuuX1ItIJaGNsWO76nv0JtSD8WftGTFM_6oT\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\">La conciencia es como la huella dactilar, cada cual tiene la suya propia<\/p>\n<p style=\"text-align: justify;\">En el caso de la conciencia, sin embargo, nos encontramos con una simetr\u00eda. Lo que intentamos no es simplemente comprender de qu\u00e9 manera se puede explicar las conductas o las operaciones cognitivas de otro ser humano en t\u00e9rminos del funcionamiento de su cerebro, por dif\u00edcil que esto parezca. No queremos simplemente conectar una descripci\u00f3n de algo externo a nosotros con una descripci\u00f3n cient\u00edfica m\u00e1s sofisticada. Lo que realmente queremos hacer es conectar una descripci\u00f3n de algo externo a nosotros (el cerebro), con algo de nuestro interior: una experiencia, nuestra propia experiencia individual, que nos acontece en tanto que observadores conscientes. Intentamos meternos en el interior o, en la atinada ocurrencia del fil\u00f3sofo Tomas Negel, saber qu\u00e9 se siente al ser un murci\u00e9lago. Ya sabemos qu\u00e9 se siente al ser nosotros mismos, qu\u00e9 significa ser nosotros mismos, pero queremos explicar por qu\u00e9 somos conscientes, saber qu\u00e9 es ese \u201calgo\u201d que nos hace ser como somos, explicar, en fin, c\u00f3mo se generan las cualidades subjetivas experienciales. En suma, deseamos explicar ese \u201cPienso, luego existo\u201d que Descartes postul\u00f3 como evidencia primera e indiscutible sobre la cual edificar toda la filosof\u00eda.<\/p>\n<p style=\"text-align: justify;\">Ninguna descripci\u00f3n, por prolija que sea, lograr\u00e1 nunca explicar cabalmente la experiencia subjetiva. Muchos fil\u00f3sofos han utilizado el ejemplo del color para explicar este punto. Ninguna explicaci\u00f3n cient\u00edfica de los mecanismos neuronales de la discriminaci\u00f3n del color, aunque sea enteramente satisfactorio, bastar\u00eda para comprender c\u00f3mo se siente el proceso de percepci\u00f3n de un color. Ninguna descripci\u00f3n, ninguna teor\u00eda, cient\u00edfica o de otro\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>tipo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, bastar\u00e1 nunca para que una persona dalt\u00f3nica consiga experimentar un color.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de C\u00f3mo ve un dalt\u00f3nico\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de C\u00f3mo ve un dalt\u00f3nico\" \/><\/p>\n<p style=\"text-align: justify;\">En un experimento mental filos\u00f3fico, Mary, una neurocient\u00edfica del futuro dalt\u00f3nica, lo sabe todo acerca del sistema visual y el cerebro, y en particular, la fisiolog\u00eda de la discriminaci\u00f3n del color. Sin embargo, cuando por fin logra recuperar la visi\u00f3n del color, todo aquel conocimiento se revela totalmente insuficiente comparado con la aut\u00e9ntica experiencia del color, comparado con la sensaci\u00f3n de percibir el color. John Locke vio claramente este problema hace mucho tiempo.<\/p>\n<p style=\"text-align: justify;\">Pensemos por un momento que tenemos un amigo ciego al que contamos lo que estamos viendo un d\u00eda soleado del mes de abril: El cielo despejado, limpio y celeste, el Sol all\u00ed arriba esplendoroso y cegador que nos env\u00eda su luz y su calor, los \u00e1rboles y los arbustos llenos de flores de mil colores que son asediados por las abejas, el aroma y el rumor del r\u00edo, cuyas aguas cantarinas no cesan de correr transparentes, los pajarillos de distintos plumajes que lanzan alegres trinos en sus vuelos por el ramaje que se mece movido por una brisa suave, todo esto lo contamos a nuestro amigo ciego que, si de pronto pudiera ver, comprobar\u00eda que la experiencia directa de sus sentidos ante tales maravillas, nada tiene que ver con la pobreza de aquello que le contamos, por muy hermosas palabras que\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0hacer la descripci\u00f3n emple\u00e1ramos.<\/p>\n<p style=\"text-align: justify;\">La mente humana es tan compleja que, no todos ante la misma cosa, vemos lo mismo. Nos ense\u00f1an figuras y dibujos y nos piden que digamos (sin pensarlo) la primera cosa que nos sugiere. De\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0diez personas solo coinciden tres, los otro siete divergen en la apreciaci\u00f3n de lo que el dibujo o la figura les sugiere.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de No todos, ante la misma pregunta, responden lo mismo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQcAujKjPt1Ul59WzEst0L4iLszT5bI1ptcoHt5i57z75EBKdJg\" alt=\"Resultado de imagen de No todos, ante la misma pregunta, responden lo mismo\" \/><\/p>\n<p style=\"text-align: justify;\">Esto nos viene a demostrar la individualidad de pensamiento, el libre albedr\u00edo para decidir. Sin embargo, la misma prueba, realizada en grupos de conocimientos cient\u00edficos similares y espec\u00edficos: F\u00edsicos, matem\u00e1ticos, qu\u00edmicos, etc., hace que el\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de coincidencias sea m\u00e1s elevada, m\u00e1s personas ven la misma respuesta al problema planteado. Esto nos sugiere que, la mente est\u00e1 en un estado virgen que cuenta con todos los elementos necesarios para dar respuestas pero que necesita experiencias y aprendizaje para desarrollarse.<\/p>\n<p style=\"text-align: justify;\">\u00bfDebemos concluir entonces que una explicaci\u00f3n cient\u00edfica satisfactoria de la conciencia queda\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>siempre fuera de nuestro alcance?<\/p>\n<p style=\"text-align: justify;\">\u00bfO es de alguna manera posible, romper esa barrera, tanto te\u00f3rica como experimental, para resolver las paradojas de la conciencia?<\/p>\n<p style=\"text-align: justify;\">La respuesta a estas y otras preguntas, en mi opini\u00f3n, radica en reconocer nuestras limitaciones actuales en\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0campo del conocimiento complejo de la mente, y, como en la F\u00edsica cu\u00e1ntica, existe un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#\"><a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a><\/a>\u00a0que, al menos de\u00a0<a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0(y creo que en muchos cientos de a\u00f1os), nos impide saberlo todo sobre los mecanismos de la conciencia y, aunque podremos ir contestando a preguntas parciales, alcanzar la plenitud del conocimiento total de la mente no ser\u00e1 nada sencillo, entre otras razones est\u00e1 el serio inconveniente que suponemos nosotros mismos, ya que, con nuestro que hacer podemos, en cualquier momento, provocar la propia destrucci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/_yd9OLN_xAiw\/TATfmbM_MTI\/AAAAAAAAUZI\/U0RfSH89MyU\/s400\/1.jpg\" alt=\"\" width=\"300\" height=\"225\" \/><\/p>\n<p style=\"text-align: justify;\">Una cosa si est\u00e1 clara: ninguna explicaci\u00f3n cient\u00edfica de la mente podr\u00e1 nunca sustituir al fen\u00f3meno real de lo que la propia mente pueda sentir. \u00bfC\u00f3mo se podr\u00eda comparar la descripci\u00f3n de un gran amor con sentirlo, vivirlo f\u00edsica y sensorialmente hablando?<\/p>\n<p style=\"text-align: justify;\">Hay cosas que no pueden ser sustituidas, por mucho que los analistas y especialistas de publicidad y marketing se empe\u00f1en, lo aut\u00e9ntico siempre ser\u00e1 \u00fanico. Si acaso, el que m\u00e1s se\u00a0<a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0aproximar, a esa verdad,\u00a0 es el poeta.<\/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%2F10%2F11%2Fsomos-fruto-de-la-evolucion-de-la-materia-inmersa-en-las-fuerzas-del-universo-2%2F&amp;title=Somos+fruto+de+la+evoluci%C3%B3n+de+la+materia+inmersa+en+las+fuerzas+del+Universo' 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; 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El sentimiento que nos hace mejor Es bueno saber como funciona la Naturaleza\u00a0\u00bb Una Galaxia es simplemente una\u00a0 by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/02\/28\/somos-fruto-de-la-evolucion-del-universo\/#&#8221;>pero\u00a0con capacidad sem\u00e1ntica o simb\u00f3lica muy limitada y careciendo de un verdadero lenguaje. La conciencia de orden superior (que floreci\u00f3 en los humanos y presupone la coexistencia de una conciencia primaria) viene [&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":[90],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24664"}],"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=24664"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24664\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=24664"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=24664"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=24664"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}