{"id":11576,"date":"2025-11-08T08:40:12","date_gmt":"2025-11-08T07:40:12","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11576"},"modified":"2025-11-08T08:40:28","modified_gmt":"2025-11-08T07:40:28","slug":"filosofos-naturales-alquimistas-buscadores-de-la-verdad-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/11\/08\/filosofos-naturales-alquimistas-buscadores-de-la-verdad-2\/","title":{"rendered":"Fil\u00f3sofos naturales, alquimistas, buscadores de la verdad"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/12\/paracelso-y-la-ciencia-medica\/\" rel=\"prev\">Paracelso y, \u201cla ciencia\u201d m\u00e9dica<\/a><\/h2>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"http:\/\/sobrehistoria.com\/wp-content\/uploads\/250px-pietro-longhi-021.jpg\" alt=\"250px-Pietro_Longhi_021\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En la Europa del siglo XVI el sentido com\u00fan y la sabidur\u00eda popular, del mismo modo que antes se hab\u00eda interpuesto el hombre y los astros, obstru\u00edan la visi\u00f3n que este ten\u00eda de s\u00ed mismo y la exploraci\u00f3n de cuerpos humanos.<\/p>\n<p style=\"text-align: justify;\">En aquellos tiempos eran los &#8220;cirujanos&#8221; barberos los que curaban las heridas&#8230;<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/13\/el-universo-la-vida-consciente-y-%c2%bfel-destino\/\" rel=\"next\">El Universo, la Vida consciente y, \u2026, \u00bfel destino?<\/a><\/div>\n<div><\/div>\n<div><\/div>\n<\/div>\n<h3>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Y surgi\u00f3 la vida en la Tierra primitiva\" width=\"479\" height=\"359\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSe0TbNImJbwm7x2PyCY_gfPn65ES9vFXyM7vccYFRXp0B8nA8x\" alt=\"Imagen relacionada\" \/><\/h3>\n<p style=\"text-align: justify;\">Como se dice en el trabajo siguiente, en aquellos Tiempos lejanos, la Tierra comenz\u00f3 a enfriarse y se formaron los mares y oc\u00e9anos, se form\u00f3 la atm\u00f3sfera y se produjeron las condiciones esenciales para que pudiera surgir la Vida primigenia que, despu\u00e9s de que se formaran las estrellas y las galaxias, muchos miles de a\u00f1os m\u00e1s tarde, apareci\u00f3 la rudimentaria vida que evolucionar\u00eda hasta nosotros.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/reikicris.files.wordpress.com\/2013\/07\/hombre-universo.jpg\" alt=\"\" width=\"389\" height=\"393\" \/><\/p><\/blockquote>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/%c2%bfque-es-el-principio-de-exclusion-de-pauli-2\/\" rel=\"prev\">\u00bfQue es el <\/a><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/12\/filosofos-naturales-alquimistas-buscadores-de-la-verdad\/#\"><a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a><\/a> de Pauli?<\/h2>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/www.mpe.mpg.de\/410729\/orbits3d_small_gif.gif\" alt=\"http:\/\/www.mpe.mpg.de\/410729\/orbits3d_small_gif.gif\" width=\"268\" height=\"214\" \/><img decoding=\"async\" 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alt=\"Que es el principio de exclusi\u00f3n de Pauli? : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&#8220;El\u00a0<strong><a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a> de Pauli<\/strong>\u00a0es una regla de la\u00a0<a title=\"Mec\u00e1nica cu\u00e1ntica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mec%C3%A1nica_cu%C3%A1ntica\">mec\u00e1nica cu\u00e1ntica<\/a>, enunciada por\u00a0<a title=\"Wolfgang Ernst Pauli\" href=\"https:\/\/es.wikipedia.org\/wiki\/Wolfgang_Ernst_Pauli\">Wolfgang Ernst Pauli<\/a>\u00a0en 1925. Establece que no puede haber dos\u00a0<a title=\"Fermi\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Fermi%C3%B3n\"><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a><\/a>\u00a0con todos sus\u00a0<a title=\"N\u00famero cu\u00e1ntico\" href=\"https:\/\/es.wikipedia.org\/wiki\/N%C3%BAmero_cu%C3%A1ntico\">n\u00fameros cu\u00e1nticos<\/a>\u00a0id\u00e9nticos (esto es, en el mismo\u00a0<a title=\"Estado cu\u00e1ntico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estado_cu%C3%A1ntico\">estado cu\u00e1ntico<\/a>) dentro del mismo sistema cu\u00e1ntico.\u00a0Formulado inicialmente como principio, posteriormente se comprob\u00f3 que era derivable de supuestos m\u00e1s generales: de hecho, es una consecuencia del\u00a0<a title=\"Teorema de la estad\u00edstica del esp\u00edn\" href=\"https:\/\/es.wikipedia.org\/wiki\/Teorema_de_la_estad%C3%ADstica_del_esp%C3%ADn\">teorema de la estad\u00edstica del <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a>.&#8221;<\/p>\n<p>Precisamente se debe a este Principio que se puedan formar las enanas blancas y las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, ya que, al ser comprimida la materia de la estrella que &#8220;muere&#8221; por la Gravedad, fuerza a los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> a estar muy juntos (y como son <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> sometidos a este Principio) degener\u00e1ndose y movi\u00e9ndose a velocidades relativista frenan a la Gravedad y forman las estrellas enanas blancas o de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> dependiendo de su masa inicial.<\/p><\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/moleculas-de-carbono-en-el-espacio\/\" rel=\"next\">Mol\u00e9culas de Carbono en el Espacio<\/a><\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<blockquote>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/noticiasdelaciencia.com\/upload\/img\/periodico\/img_22633.jpg\" alt=\"Primera detecci\u00f3n interestelar de cierto compuesto org\u00e1nico ...\" width=\"486\" height=\"300\" \/><\/div>\n<div><img decoding=\"async\" src=\"http:\/\/www7.uc.cl\/sw_educ\/qda1106\/CAP3\/3C\/3C2\/Images\/Fig2a_3C2.gif\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20180131130535_1200.jpg\" alt=\"Mol\u00e9culas org\u00e1nicas sorprendentemente complejas en una galaxia vecina\" width=\"487\" height=\"308\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/d7lju56vlbdri.cloudfront.net\/var\/ezwebin_site\/storage\/images\/_aliases\/img_1col\/noticias\/descubren-en-el-espacio-interestelar-moleculas-clave-para-la-formacion-de-estructuras-basicas-de-la-vida\/145207-1-esl-MX\/Descubren-en-el-espacio-interestelar-moleculas-clave-para-la-formacion-de-estructuras-basicas-de-la-vida.jpg\" alt=\"Descubren en el espacio interestelar mol\u00e9culas clave para la ...\" width=\"488\" height=\"345\" \/><\/div>\n<\/blockquote>\n<div><\/div>\n<div>El Carbono, el elemento base de la Vida, ha sido hallado en Estrellas, Nebulosas, mundos&#8230;<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/08\/02\/%c2%bfque-nos-trajo-la-arqueologia-2\/\" rel=\"prev\">\u00bfQu\u00e9 nos trajo la arqueolog\u00eda?<\/a><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/hominizate.files.wordpress.com\/2007\/12\/evolucion1b.jpg\" alt=\"Resultado de imagen de La prehistoria de la raza Humana\" width=\"532\" height=\"357\" \/><\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/vcT46WP.png\" width=\"638\" height=\"146\" \/><\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\">\n<div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/08\/04\/%c2%bfque-otras-revoluciones-de-fisica-nos-aguardan\/\" rel=\"next\">\u00bfQu\u00e9 otras revoluciones de F\u00edsica nos aguardan?<\/a><\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/missmaterias715158.files.wordpress.com\/2014\/06\/fs.jpg?w=640\" alt=\"fs\" width=\"422\" height=\"296\" \/><\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/hWiX7Di.png\" width=\"649\" height=\"121\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/photos1.blogger.com\/blogger2\/5066\/3662\/1600\/Imagen2.jpg\" alt=\"http:\/\/photos1.blogger.com\/blogger2\/5066\/3662\/1600\/Imagen2.jpg\" width=\"576\" height=\"462\" \/><\/p>\n<blockquote><p>Los viejos vestigios de lo que fue a\u00fan perduran y son la huella de aquel mundo que consigui\u00f3 una cultura incre\u00edble, ya hace m\u00e1s de dos mil a\u00f1os, aquellos fil\u00f3sofos naturales hablaban de \u00e1tomos y elementos.<\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"El mundo cl\u00e1sico: La epopeya de Grecia y Roma Serie Mayor: Amazon ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El mundo cl\u00e1sico. Concepto.\" width=\"370\" height=\"277\" \/><\/p>\n<\/div>\n<div>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0A partir del mundo Cl\u00e1sico<\/strong><\/p>\n<p>La Ciencia comenz\u00f3 en la Grecia antigua cl\u00e1sica, y ah\u00ed es donde podemos comenzar a seguir de la pista que nos conduce hasta nuestras ideas actuales sobre la energ\u00eda de la vida. Los griegos fueron <a id=\"_GPLITA_0\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">unos<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> pensadores asombrosamente creativos. Realmente es casi imposible describir claramente lo que los griegos pensaban sobre cualquier tema, porque siempre pensaban de manera muy diferente sobre la misma cosa, nunca estaban satisfechos y conjeturaban diferentes perspectivas que podr\u00edan ser, y sobre las mismas cosas discut\u00edan, siendo la mayor\u00eda sus posturas contradictorias, todos persegu\u00edan la verdad que esconde la Naturaleza y les llamaban fil\u00f3sofos naturales. La diversidad de ideas enriquec\u00eda los pensamientos que, en realidad, aunque por separado, todos trataban de llegar a esa verdad desconocida.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"80 Frases de Plat\u00f3n, maravillosas\" width=\"347\" height=\"174\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ8bEu_EJ5Hx_a3p1PxPb5jp4_tbmEERZzopeuQksnzdas4lpVQ&amp;usqp=CAU\" alt=\"Principales fil\u00f3sofos de la historia | VENTURA Educaci\u00f3n\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"66 frases de S\u00f3crates sobre la filosof\u00eda de la vida\" width=\"404\" height=\"178\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Fil\u00f3sofos de la naturaleza\" width=\"234\" height=\"175\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>No podemos dejarlo as\u00ed y, antes de seguir, habr\u00e1 que reconocer que, muchos de los conocimientos que manejaban ven\u00edan de pueblos y culturas anteriores y lejanas, incluso de los sumerios y babilonios, la China, Egipto, la India, Persia\u2026<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/XZhktBUbDSU\/maxresdefault.jpg\" alt=\"Assassin's Creed Odyssey | La caida de Atenas - Episodio 13 - YouTube\" width=\"557\" height=\"314\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Luego, los griegos se equivocaron estrepitosamente en relaci\u00f3n a muchas cosas. Y esto es en si mismo importante, porque <a id=\"_GPLITA_1\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">durante<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> casi dos mil a\u00f1os despu\u00e9s de la ca\u00edda de Atenas, los herederos intelectuales de Grecia en el mundo romano y el isl\u00e1mico, as\u00ed como en la Europa Medieval y en la del Renacimiento, creyeron que todo lo que hab\u00edan pensado los griegos era una verdad incuestionable. Las ideas de los sabios de Grecia sobre Filosof\u00eda, Ciencia y Medicina fueron asumidas con la misma admiraci\u00f3n\u00a0 e igual reverencia que las de Mois\u00e9s, Jes\u00fas y Mahoma sobre religi\u00f3n y \u00e9tica.<\/p>\n<p>Actualmente sabemos que muchas de las \u201cverdades\u201d descubiertas por los griegos son \u201cfalsas\u201d, pero la <a id=\"_GPLITA_2\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">forma<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de sus ideas, el tipo de preguntas a las que respond\u00edan, y el modo en que procedieron para responderlas, han tenido una influencia fundamental en el desarrollo del conocimiento y los conceptos modernos. Si no fuera por el relativamente peque\u00f1o de pensadores de la Grecia Antigua y Cl\u00e1sica, la Ciencia, la Filosof\u00eda, y la cultura occidental. Tal como la conocemos <a id=\"_GPLITA_3\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">ahora<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, no habr\u00eda existido.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"\" src=\"http:\/\/latunicadeneso.files.wordpress.com\/2010\/05\/pitagoras_rafael.jpg\" alt=\"\" width=\"459\" height=\"538\" \/><\/p>\n<p>Emp\u00e9docles (c.490 c.435 a. C.) fue uno de los mayores y mas completos sabios de todos los tiempos, un ejemplo de la enorme diversidad y creatividad de los pensadores de la Grecia Antigua. Nacido en una familia aristocr\u00e1tica de la ciudad-estado de Agrigento, Sicilia, colaboro en un golpe contra la oligarqu\u00eda que gobernaba la ciudad y le ofrecieron la corona. Tras rehusar, estableci\u00f3 una Democracia y se convirti\u00f3 el mismo en pol\u00edtico. Sin embargo, en su tiempo libro, consigui\u00f3 llegar a ser <a id=\"_GPLITA_4\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">tambi\u00e9n<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> uno de los mayores poetas, cient\u00edfico, fil\u00f3sofos, y m\u00e9dicos de la \u00e9poca. si esto no fuera suficiente, despu\u00e9s del destierro y el exilio de su ciudad, se convirti\u00f3 en profeta. La leyenda cosas incre\u00edbles de Emp\u00e9docles que hoy dia, serian dif\u00edciles de admitir <a id=\"_GPLITA_5\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">como<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> ciertas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/album.mediaset.es\/eimg\/2019\/06\/09\/wFqsqDxyr2gpqucPFNHV51.jpg?w=480\" alt=\"Test de los cuatro elementos: averigua cu\u00e1l eres - Yasss\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Fuego, Agua, Tierra y Aire<\/strong><\/p>\n<p>Emp\u00e9docles desarrollo la teor\u00eda de los cuatro elementos. Que ha sido calificada, por su popularidad y larga vigencia, como la teor\u00eda cient\u00edfica de m\u00e1s \u00e9xito que se ha formulado jam\u00e1s, aunque, por supuesto, no era correcta pero, sin embargo, denotaba una intuici\u00f3n de lo que podr\u00eda ser la realidad de la materia. El, hace m\u00e1s de 2000 <a id=\"_GPLITA_6\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">a\u00f1os<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, ya nos hablaba de elementos al igual que Dem\u00f3crito lo hizo de \u00e1tomos.<\/p>\n<p>El dec\u00eda que esos cuatro elementos mezclados en la debida proporci\u00f3n&#8230; \u00a1Lo constitu\u00eds todo!<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/historiadelatomo.files.wordpress.com\/2012\/01\/4-elementos-de-la-naturaleza.jpg\" alt=\"\" width=\"506\" height=\"393\" \/><\/p>\n<p>La Teor\u00eda de Emp\u00e9docles afirmaba que todo lo que existe en el Universo era una combinaci\u00f3n de solo cuatro elementos (el refundi\u00f3 ideas anteriores de otros personajes que, como Tales dec\u00eda que, el Universo estaba hecho b\u00e1sicamente de agua. Aniximandro nos dec\u00eda que todo estaba conformado por una sustancia desconocida, Anaximandro dec\u00eda que era el aire el material principal y Heraclito se refer\u00eda al fuego como el elemento que todo lo transformaba. Emp\u00e9docles planteo que no exist\u00eda en absoluto una sustancia fundamental \u00fanica, sino cuatro elementos (o \u201cra\u00edces\u201d, como el los llamo): tierra, fuego, aire y agua que, mezclados en la debida proporci\u00f3n, conformaban todas las cosas del mundo. El hecho de tener cuatro elementos en lugar de uno era una ventaja, ya que resultaba obvio <a id=\"_GPLITA_7\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">para<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> cualquiera que el mundo estaba compuesto por una incre\u00edble diversidad de cosas. Y era dif\u00edcil explicar dicha diversidad si todo estaba hecho de la misma sustancia \u00fanica. Tambi\u00e9n era dif\u00edcil explicar como pod\u00eda cambiar, si todo era, en esencia, lo mismo. Emp\u00e9docles planteo que cada diferente de cosas tenia proporciones diferentes de los cuatro elementos, y adem\u00e1s que cualquier cambio se deb\u00eda al intercambio de algunos de sus elementos constituyentes. Por ejemplo, dijo que los huesos estaban compuestos de fuego, agua y tierra en la proporci\u00f3n 2:1:1 y la carne estaba compuesta de todos los elementos en proporciones iguales.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/3.bp.blogspot.com\/_pO6_LWzFSx4\/TEUaBoQVGPI\/AAAAAAAADn8\/6AiLECwlZ44\/s1600\/experimento%2Brutherford.jpg\" alt=\"\" width=\"396\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Hoy sabemos que todo aquello era una especie de premonici\u00f3n de lo que despu\u00e9s seria, y, luego, no tenemos mas remedio que admirar el pensamiento de aquellos hombres sabios que, <a id=\"_GPLITA_8\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">como<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> Tales supo darse de la importancia que tenia el agua <a id=\"_GPLITA_9\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">para<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la vida, de Dem\u00f3crito que abr del \u00e1tomo 2.000 a\u00f1os antes de que lo descubriera Rutherfortd y otros, y de los dem\u00e1s pensadores que de una u otra manera, nos dejaron el camino abierto para llegar a la meta del saber.<\/p>\n<p>Sin embargo, la visi\u00f3n que Emp\u00e9docles tenia del mundo difiere radicalmente de la visi\u00f3n moderna en mucho aspectos: el considero tambi\u00e9n estas dos fuerzas, el amor y el odio, en un sentido religioso, como una lucha <a id=\"_GPLITA_10\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">entre<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el bien y el mal (identificando cada uno de los cuatro elementos con un dios diferente). Sin embargo, la religi\u00f3n es algo que, al tratarse de fe, tomo un camino divergente con el de la Ciencia que solo se puede asentar en la certeza. Y, desde luego, fue el sabio de Gracia Tales de Mileto el que, un dia, dejo de lado la mitolog\u00eda para emplear la l\u00f3gica en sus postulados.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIQEBUQEBIVFRUVFRUQFRYVFRUWFRIVFhYYFhYVFxUYHiggGBomGxUVITEiJSkrLi4uFx8zODMsNygtLisBCgoKDg0OFxAQGi0lHR0tLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tKy0tLS0tKy0tLS0tLS0rKy0tLS0tLf\/AABEIALEBHAMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAAAAQUGAwQHAgj\/xABGEAABAwIEAwQHAgsHBAMAAAABAAIDBBEFEiExBkFREyJhgQcycZGhscFCYhQjM1Jyo7LS0+HwFzRUgpKT0UNjwvEVFkT\/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID\/8QAHxEBAQADAQADAAMAAAAAAAAAAAECETEhEjJBIlFh\/9oADAMBAAIRAxEAPwDiaEIUAhCEUJhCEDQkmgEIQg2aMMLgJHZRfU2cbD2AErsPC\/FGDUkQb+F962v4mo3\/ANtcWQpo2+h4\/SPhA\/8A2fqKn+GvX9peEf4z9RU\/w187WTsnxht9F\/2lYR\/jP1FT\/DXr+0vB\/wDGfqKn+GvnRrVePRrwnPUVdPUvgJpWSB73vsGODQSAAdX94DYEKeK7dQ8TU0rO0jMpZa4d+C1QBHheMX8llkxiIs7T8YG+ME7T5NLLnyC8mnLJHS5i9txZtiC0H5rdMhPL6n3rO6aRrMXhdG2UOcGuOVuaKVrib2\/JuaHD3LZ9ZuZuoIuP\/W68VFIXan5LXcXsGVpIHTkEGCunZHq+\/wDlY9\/wYCqrPx3hoJBqSCNCDDUAg9CDHop2uhL9XFx67fDRVDFeEKOVznOLszvtZsr226Ed0+YSGnqp43w87VH6qf8AcUXPxbRHaf8AVy\/uKvcV8HspWdrDOJGj1mGxczW2jm6O5ch5qoWWpJT2Ols4qo76zfq5f3VMUnGWF5CySfQ\/9qf9xccslZPhDad4skpXTF1JJnafuvb+00KBTshakQkkykgEJpIBCEIgQhCKEJoRCTSTRQhNCgEIXoBFKyF7c3QH2ryqlCEJoEvTQgBTnCfD8mIVUdLFoXG7nco4x67\/ACHLmSApaqxeiXhRtdVl87c0EAD3AjuyPd+TjPUaFxH3QNiu\/QwMvlaHHT1cujbDlyAWnw\/w\/DQw9jTMDWjn9p7gLF7zzcpSCoaXOaDfLlB9p5e5Y\/QmU3I8ugXvsQNlsZgAsTnrSNSduq1Z47hbc71pmTf+rKVUbVQWCrGKRcwrRUv1v4Wty639qreMvAuQpRhwqnh9aeJj2G7crmgh4O4sdyuT8eYVHS10scH5InNHzAuBmbfwPzCtVfVvkIAJszRo6XJO3mtbiHhx8kbWtOaVwdIG+LdwPaLjyWcbqt68c8STKF2cyQmkqPJSW2Ke8WfoSPgFqrIEkIVQIQUBFCEIQNJCEDQhCBhCEKBhbdBRuleGtFyVqhdM9FdNFfO4Au5BSqgeMuGjRUtM53rSukv5NYfqqiuu+nU\/iaPl35v2WLkSs4lCaEwqPTQuw+gejyiqqiL+pTMtvf13j4xrluC4ZLVTMp4G5pJDlaOXiSeQAuSegX0tgOAxYdRCni1DQXyOO8khHed4DYAcgAsWtCeunlf2EWVtwLka5GnS5Pjy\/oqTw6FscYDTe5vm5vPN3n8rKM4daDDm+1I57nn23Y33C3vVgjjsGt6KT+yvbo763WJ8YHNbThpstCombexWmWvM3TdR87HNFmjqfbfdbk3tWMMBNifFQRFRA61ybKs4lDcHvc7bc91b8QqI2bC58VWa4g6lo1uBsNfBZqxS6I\/jrO\/Obf3hTs1RmxFgBsGs+YdZVytu2QuHPXzGv0UlTS55O02OUA\/dc03F\/A3IWXT\/AFQeJaPJKXgWD3OuOjtz8CPiodXji6nDo5HgfaD7fmOGhv4EKjrrhfHPIJJpLTKewmDNTu\/Sd8goKdmVxCsnD7rQeBe75BR+M0NjmC5y6tb14h0ITXRgihCEUIQhAIQhECYSTQNCSaimFdfRtVOZUgDboqUFbvR5Jlq235qVVp9N9WJI6QDk+b4tYuUrqnptYBHSEc3S\/ssXKwrOJTTCSAqRb\/RlX9jiUWtu1vTlwFywPLTmH+m3mu88RYkyCHKDuOtyb\/1dfO\/A0gbiNKXbdvGDfxdl+q7XxFgcUliS4MGmryQ629m7WXLPjePUzwRUB0P3Tdw9l\/5qxVNQGG59qq3D7bBrWizTYAc8jdz5khS2Pkhl+g9\/gpjf4mU9Y6uumd6gAF+arlZxPNFJllY0t2uF5qql8o1zW+ywHLcD7T3ch4blQWIUxAvYeJaXX9ziQVi5VqRZGY72tgxupPu6lLEsabACXHlZeuFcNJaDYAHmOnMhRfpDwtkceZtzcgarXsjOptV6jid80uVjdSdLrNWRTu1kk0t6oNhbpooTBqMiS9hfq4EgX8OfsUrijX2sMjrchG1rvIsFx8UWz3xGYjJdwBaG2tYDp\/RRh0hc\/Jezhseo8eoWGCN8rjcE5TqefmslDSE1MZHiD4W118vko1ptYnS2c0m1ngsPS+2o5jdc9xSm7KVzLW1uB08PeCul8TVDRJTwN9Z0hcQNw0gj+ao3Gjga2UN2GVvnbX4kreHWMuINJCF1c1u4fivRF3\/df8mrNUUvaRk9AtPCawMoMl9TK8\/BqmKJ4FMXHouV66S+KBO2ziPFeFkqXXe4+JWJdYwCkUykUAmkmgEIQgaEIRAmkmophWrgNl6piqwVp4BaTVst1Uqrd6bWWho\/05v2WLlC6z6cj+Kox96b9li5MrOJTTCQTCpE5wfl\/D6bMQB28Wp2vmFvjZfSFRh\/ayxjkzVwOxtt5XN\/JfN3CE7Y66me\/wBVs8RPh3xr5b+S+kmyP7TOfVaHX8bDb3kLnlNt41swQgSud0IZ7hf6qW7JrtwDbqFEwMc1jSdCfxjvaSSR5Xst+Op8Ux8iZe1q1tMwXGUWPgCo1mGB+gAA3JDQPiVNTPBChp8T\/Gtgj3O9uTeZUy0sSlPCGANA0GgVe44g7SB1raEE+S0cT47aypFPFBK65ILwNAfPloqnxHxXJ2cjbOGpLtNQFi1rVbGExtcbs1c3cD7Tf+VJVcBkbZubXfkfNU\/hrHmhzHC9icjr72OuvnZdCnnblzDpdX8Z16hzh0cMeRo1sST1PNUysqHMkIjNibC\/nYq3YxiItfyIVInmtJnIuB3vbbVSri1pc8NQ5ziXSEAhx1LQRuPFVPEZA6V7hfVx338firXiNeZGiexAO56hoJDVTCbm\/XVdMEz4SEIXRzSeFsuBfYE6e5S+JVv4rKNBZRmGM\/FX+8fkFjxWTu2C5X7Os+qKKSELq5hJNCBJoQgEIQgYQgIQCYSTCg9Kd4PrexqWuPVQN1kheQbhKrpvpklzwUbxsXS\/ssXL1Y+IsXNRR0zHG5jfJ7i1n\/CraTiU00k1RljK+kuBOIDV4fTyPBMmbsn2HrOYS25PLk5fNbF3D0ESH8EqQACWzBxueTo2izRyPdOvsWarpjXuLTmyeIBJIHVY42bojp2gFwHevvc6gi+vvXphLAbi\/j0WFR2M1vZMJ8EuHcNyMM0n5SSzjfdrfstSGH9tKJH+o3UD84jX3J4vjjIASTsLW0\/rkp+tTjZqIIc9iwZnAu2GtlVca4Up5+8BYl2UWNhr4eAVRxfjaWacfgrXvc27QGC4F9NXc04MWxNoBfTyEDM7dt+83L16FNnxZhwuyA5hqAbed7Le7UsJjJ2Ubh+Odo+OJwIeC5xY\/Qki589m+4p1TnPkMg1a0WceV+XmSbrNa00MWnOoUSKRxs4n1tm8yFNYme4A0XLtb+FliikyNe47\/g4DOose9byyoRXcZkDaDshu1wb7nWN\/iqepTFaoluXWzj2nxOii11wmo559CEIW2E7hEBdASNg4\/IKKxB9zbop\/AJQKVw+875BVmc3cfasT7V0t\/jGNCELbBpIQgEIQgEIQiGhCSKYQhCBr01eV6Cisszu6B4k\/JYlkl2HmsQViU0ICER7Yu++g+kjbh5lFu0lndmPMCMAMb7NSf8xXAQV0X0T8U\/g73UjzZkpzsOndly5bC+2bu\/6fFZrTt4r2OlMTHXyDM48tLaX9th71np3Z2i\/O5+P\/AKUBwnSuZFJI8d58jr33DGnKB8CfNStM60jzyAaG9Move3mucrVjcqZw1p5W6bDTZcc4vmknk7CMEmVxaOgAILifL5romKzOAkA1DrHxBt8VW+GsP7asDj6sTXO\/zOsLe4FZ7W543+GeFPweJoBANrnQalbtTh0rvVmsNvUHlupyeQt2Fx4KKp6m4dcE6ucbb72a0K+IpmIYA5s7ZXyXym97AHeykcahbBTmIan1nHQXJ1ueg29wWbGHvAL5BluQGt3PW5923ivfElMx7A+aTJGQHBjR336aknkOSiqdhveLGuN73A9mVxHwafevU1UxrnwO0Lbt9rT9FgixFkcxmsLMBaxvQkWHuHzULXZpD2jgQ8va5vUAkD43+CppA8Sw2eCPVAyjw1J+XyUMp7imfviMcjm+YH1UCuuHHPPoSTSWmUjR1WSIt6k\/IKNJXtw7o9p+ixqSerbwIQhVAhCSBoSTQCEIRAmkhA0JIRXq6YXhegg2Zfybf0nfILXTLtLJJCmhJNECyxuWMBZ6eBz3BrGlzjs1oJcfYBqpWn0T6OsRlkw2CWbvOLX3J3e0SOawnxLQD4781NSVLT6mmhNrXtty5bqp4U+aDCoYp2mJ4jawt0vlZ3Rc8iRYnpdWaORoOW+th5i4F1zqtetp5M5F7t6Ebew8wsfCMzQ+W+hs3W3n8iFv1Ly4EN5ttttzv8VhwWma1jw4jMXvGvTlbyaFn9anHrGJcrDZwb4jn5G60KColMZDMrbkuc88gO6A3xuHLUrnDPksQN8wIIH+kg+9RuKV5bE2GG\/2r622\/OdyFtdFLVkR3FFXlcc0ucgEn80W+a1+Jah8\/Zhp7pa1vtNtfkoqaAes9xcTs0Am\/meS266XsmR5tGxDM89CB3WX5nZRpmw7DYgxrnakEE39h+qh6uBxkc4a5XOd7crS5vxHwUzTz9lQB8gHaSZnNbzs8ktBH6OqqjK8te4X2aCTyuN1pmfqp1VSZXl7tz8ByCwoQu7kEkIVGx2N4s3Qn6LVW62a0OXq4\/RaazFpIQhVAkU0kAE0kIGhCEQIQEIBCEIoXoJJhAwmAkF7AQSGCYJPWSGKnZmcBnNyAGtuBck+JCueHeiqodbtpo2DmGhzz7zYKR9C9LZtTMeZjhHlme75sXT2AKJapmFeiyijsZe0mP3nZW+5lviVcsIwGnpwBBCyP9FoBPtO5WzGAtqJEa2J4WyeMNeNr2PQ\/wDC0WwBpaHus5rQ0X2cLWPt2CnG9FoYlTB4LT\/XiFmzbW9PeFt3JBFiRrrp1WkwCXtyLhoPdO1jsbe5ZHOkbBljtm2zONmtG2Zx8ioKsrzG0UtO7PIfW07z3k3v91gHXdZ46T2MWF0bssj3WO5Dgbk5dNb7alV9lUJZKlrLF9+7zAB5+y4Cs8tRFRU3ZOlDn5C02OrnuIJsOl7qs8D0Ln1U0pBAa5jDyN7A6+Tli9ax5a8U3DEjojI573EODfWOm2Z3hz2WxxxhAFO3sx3WZdB5fO3xVxhY6HtCRdrnF2Xpaw28gqbxLxFE9pZlB5CxtbrqFdTRu7VTF6sXAaSTYXceQtsOQCrFebgtabX3PXwU1NHdt\/63UPM1XCGV\/Ih3wkLGpJ7EmwhxsQuu3LSOQm8WJHQkJLSAnSy8plIqAQhCAQhCISaSaKEIQgAhC9NaToEHlNbcWGyu2YfcpKk4VqJNmFTYgk1eKP0dzO9bRWCh9GbftlByloWRgV39JHDkdFHT9mPXdID5BtvmqVGEWO6+ijDg3DGO2Mj5JD5OyD4MVvMFlocFU\/Z4bStI\/wChG4+1wzH9pTeW6aYaLhlWemdzWQxpZUg3obEW5pSwXGq1o3WWdtRyOvzVkNqvxZTTuYGwOsL98Xtp1v8ARVvDKaSGKZ7vyrnFgdbXLYEnXmSfgF0WoY1wtb2qvYnAWCzbFu5B0I03aeqxnhv2N4Za8qj07XwsdUlmaRzzFEHA921gX67kk78gs\/o9xCft6iBzcznydqSeuxsemg9yl8XrG3j717NvbTuk3vtz0UJw7iv4PWGUgZX3ab8t8p99veuWvXbe4tFYyczuhD7DL2lumoBBPmFzKrhArZg4bEH\/ADDQq54tjj44XOa4dpMXdo77TWtOjW\/m\/wA1Qpqi1z13P2nJN04VTJpbyURK5Zaie61SbrpJpzteHFblBSlzlnw\/Cy83Oys9BhQbYgLTN8c6xCPLNI3o93zutdSvE8WWsmb94H3safqopaiEUkOQgEIQgEkIQCaEKgTRZNQIK4ej7ChPOC4XAVRC6v6LqOzC\/qoLrDhMTdmD3LajpmjYBZQsgRkRsWdrVjaV7aUFb454POJthaJhF2Tnu1YX5s4aPzhb1fiqu30Nv\/xrf9g\/xF1FjlssSrBSMEcTI\/zGNjv1DWhv0WQS25fFeSEOCbXTFNiGX7BPn\/JasGMB5sYyPP8AksszFp9jY3T1G\/UVDWi5Cj6fGA92UNOnO\/8AJeMRylvedYKArMYjiblZzWLlXSYxY63HmRjUXt4haUGJiqabMLR4m\/0Vbp4zOcztG7qQlxqGBuVvJT50+E\/GHFKFkAzu72+myqf\/AMg2aTsxHbxuD9FL4pXvqRoLNUdwjQCSdxPIrHy3W5jJG+7hhz25zL72k\/VasfAbphcVLW+BiJ\/810AQAMssTGtYNCtRHP5PRq8b1bP9k\/vrVk4UbT6mQP8AY3L9SrJxFjBi56KoVWNmTYpcj47ZmYkyM27Mm3j\/ACWf\/wC0tZ\/0Xf6h\/wAKEGpuVgqQkypcMWjxDMKiodMBlDsuh12aBv5KKMHipGVq13BdJWLGoY15Ma2S1LKiNYxrwRZbrWrFWMsQrsayaSa0gQhJB6TQhQNq7R6Nv7shChVzasgQhEML21NCD2zdbkaEKj2m5CFFa0y1nIQqyg8d9VUer9ZCFwyd8eLJSf3fyVRxL1vNJCzWon6T+7+X0WHgH8q\/2oQkF6qdlGybIQtMqVxp6ip9IhCTjTdYsNQhCsKjpFgchC6RyrGUIQiG3dYsQ5IQrBpoQhaQIQhEf\/\/Z\" alt=\"Definici\u00f3n de Anaximandro, Qu\u00e9 es, su Significado y Concepto\" width=\"369\" height=\"230\" \/><img decoding=\"async\" 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\" alt=\"Biografia de Dem\u00f3crito de Abdera\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Los primeros pensadores (como Anax\u00edmedes) y los \u00faltimos (como Dem\u00f3crito) adoptaron un punto de vista mas moderno que el de Emp\u00e9docles, y, seg\u00fan el cual, una sustancia constituida por un amplio numero de peque\u00f1as part\u00edculas separadas por el espacio vaci\u00f3, y la conversi\u00f3n de un liquido en gas no se debe a un cambio de elementos, sino que dichos elementos se alejan considerablemente unos de otros. As\u00ed, el hielo esta formado por mol\u00e9culas de agua que se mantienen fuertemente unidad, mientras que el agua liquida esta formada por las mismas mol\u00e9culas de agua, pero en este caso fluyen unas sobre otras, y el vapor, es decir, el agua totalmente evaporada, esta constituidas por las mismas mol\u00e9culas de agua, pero muy alejadas entre si. \u2013Leucipo y Dem\u00f3crito (c.460-370 a.C.)- llevaron esta visi\u00f3n del mundo a su extremo mas materialista, tomando la teor\u00eda de Emp\u00e9docles, despoj\u00e1ndola de sus componentes religiosos, y a\u00f1adiendo el vaci\u00f3.<\/p>\n<blockquote><p><strong>As\u00ed, su punto de vista dejo establecido y consist\u00eda en afirmar que no exist\u00eda nada en el mundo \u00a0salvo un gran numero de part\u00edculas diminutas (\u00e1tomos) que se mov\u00edan a traves del espacio vaci\u00f3 y que todo lo conformaban bajo ciertas del <a id=\"_GPLITA_11\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">estado<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de densidad y temperaturas dependiendo de las regiones en las que se encontraran, en cada momento, dichas part\u00edculas.<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<\/div>\n<div><\/div>\n<div><a title=\"Pietro Longhi\" href=\"http:\/\/es.wikipedia.org\/wiki\/Pietro_Longhi\">\u00a0<\/a><\/div>\n<\/div>\n<p style=\"text-align: justify;\">La Alquimia tiende un puente entre, por una <a id=\"_GPLITA_12\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">parte<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> las ense\u00f1anzas de la Grecia Antigua y de Roma, y por otra el nacimiento de la Ciencia Moderna en la Europa del siglo XVII. Aunque la investigaci\u00f3n de los alquimistas hab\u00eda comenzado 2000 a\u00f1os antes en Alejandr\u00eda, China y la India, en 1680 Isaac <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/05\/12\/filosofos-naturales-alquimistas-buscadores-de-la-verdad\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> dedicaba a\u00fan la mayor parte de su tiempo a este arte misterioso.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/tucalidaddevida.files.wordpress.com\/2011\/08\/alquimista.jpg\" alt=\"http:\/\/tucalidaddevida.files.wordpress.com\/2011\/08\/alquimista.jpg\" width=\"463\" height=\"365\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"justify\">Claro que, si hablamos de Alquimia habr\u00e1 que viajar m\u00e1s lejos, <a id=\"_GPLITA_13\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">hacia<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> atr\u00e1s en el tiempo. Considerada una pseudo-ciencia, la alquimia se practic\u00f3 aproximadamente el siglo IV a. C. <a id=\"_GPLITA_14\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">hasta<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el surgimiento de la qu\u00edmica y las ciencias naturales, a comienzos del XVII. Es cierto que, su \u00e9poca de esplendor se sit\u00faa en la Europa medieval. Sin embargo, la verdadera historia de la Alquimia, nos dice que deber\u00edamos irnos mucho m\u00e1s atr\u00e1s en el tiempo.<\/p>\n<p align=\"justify\">\n<p style=\"text-align: justify;\" align=\"justify\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"EL ARTE HERM\u00c9TICO \u2013 Muy Respetable Gran Logia \u201cSuroeste\u201d del ...\" width=\"339\" height=\"267\" \/><img decoding=\"async\" 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\" alt=\"El Arte Herm\u00e9tico al descubierto - Librer\u00eda Inici\u00e1tica\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"justify\">A partir de la etapa final de la Edad Media se escribieron numerosos libros del denominado \u00abArte Herm\u00e9tico\u00bb. La palabra alquimia, del \u00e1rabe <em>al-kimiya,<\/em> cuyo significado es similar al de qu\u00edmica, , sin embargo, una connotaci\u00f3n distinta al concepto actual del t\u00e9rmino, ya que <a id=\"_GPLITA_15\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">hace<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> referencia a lo trascendental y espiritual.<\/p>\n<p style=\"text-align: justify;\" align=\"justify\">Tres fueron los objetivos fundamentales perseguidos por los Alquimistas: La transformaci\u00f3n de metales como el plomo y el cobre en metales preciosos como el oro y la plata. <a id=\"_GPLITA_16\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">Tambi\u00e9n<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> persegu\u00edan crear sustancias curativas de todas las enfermedades y, no pocos dedicaron su esfuerzo a conseguir lo que llamaron el elixir de la inmortalidad.<\/p>\n<p align=\"justify\">\n<p style=\"text-align: justify;\" align=\"justify\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/static2.wikia.nocookie.net\/__cb20100731201956\/es.harrypotter\/images\/f\/f0\/Piedra-filosofal.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"justify\">\u00a0\u00a0\u00a0 <strong>El Cinabrio, la Piedra filosofal o, el secreto de la !vida eterna!<\/strong><\/p>\n<p style=\"text-align: justify;\" align=\"justify\">Ya sabeis, la b\u00fasqueda de \u201cLa Piedra Filosofal\u201d, la \u00fanica sustancia capaz de conseguir la transmutaci\u00f3n. La verdadera Piedra Filosofal es roja y, ten\u00eda sus virtudes que s\u00f3lo eran conocidas por los alquimistas m\u00e1s expertos y que estaban en posesi\u00f3n de los secretos de la materia transmutada.<\/p>\n<p align=\"justify\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/www.revista.unam.mx\/wp-content\/uploads\/001a.jpg\" alt=\"El choque de estrellas de neutrones y la alquimia del Universo ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Faltaba mucho tiempo para que llegara la tecnolog\u00eda necesaria que les hiciera saber que la verdadera Alquimia natural se produc\u00eda en las estrellas situadas en el Espacio Interestelar a muchos a\u00f1os-luz de distancia de la Tierra. Sin embargo, ellos, los alquimistas de \u00e9pocas muy lejanas, buscaron con denuedo los secretos de la materia y cre\u00edan, de manera firme en el elixir de la juventud y en la transmutaci\u00f3n del plomo en oro.<\/p>\n<p style=\"text-align: justify;\">Ellos no sab\u00edan que esa Alquimia so\u00f1ada s\u00f3lo pod\u00eda ser hecha en los <a id=\"_GPLITA_17\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">hornos<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> nucleares de las estrellas. All\u00ed, s\u00ed que se transmutan los elementos y, cuando al final mueren, esas explosiones que llamamos de supernovas, transmutan los materiales en oro y plantino a partir de otros m\u00e1s sencillos y menos valiosos pero, el elixir de la felicidad o la eterna juventud\u2026 \u00a1Qu\u00e9 cosas!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/octopussgarden.files.wordpress.com\/2010\/01\/supernovaremnant.jpg\" alt=\"\" width=\"665\" height=\"332\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_18\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">Pero<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, sabemos \u00bfCu\u00e1l es el origen de la Alquimia? Es muy dif\u00edcil contestar esa pregunta dando una y un lugar concretos; China, Egipto, Grecia y el Oriente Medio pudieran atribuirse, con el mismo derecho, la paternidad de la Alquimia. As\u00ed pues, parece aconsejable ce\u00f1irce a la tradici\u00f3n y remontar el arte herm\u00e9tico hasta el propio Hermes -quien fue un rey prefara\u00f3nico-, puesto que \u00e9l le dio su <a id=\"_GPLITA_19\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">nombre<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. Se le atribuyen varios tratados alqu\u00edmicos, entre otros, la famosa Tabla esmeraldina, que es, sin duda, el resumen m\u00e1s conciso, si no el m\u00e1s claro, de la Gran Obra.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5385221242492771730\" src=\"http:\/\/2.bp.blogspot.com\/_Lue-dnrgxm8\/SrwmMBurXZI\/AAAAAAAACUI\/4-uuDRmu_GM\/s400\/tablaesmeralda\" alt=\"\" border=\"0\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"center\"><em><strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 La Tabla Esmeraldina<\/strong><\/em><\/p>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"center\"><em>\u201cEs verdad, sin mentira, cierto y muy verdadero. Lo que est\u00e1 abajo es <a id=\"_GPLITA_20\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">como<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> lo que est\u00e1 arriba, y lo que est\u00e1 arriba es como lo que est\u00e1 abajo, <a id=\"_GPLITA_21\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">hacer<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> los milagros de una sola cosa. Todas las cosas vinieron y vienen del Uno, y por mediaci\u00f3n del Uno, as\u00ed todas las cosas han nacido de cosa \u00fanica por la adaptaci\u00f3n. El Sol es el padre; la Luna, la madre; el viento la ha llevado en su vientre, la Tierra es su nodriza. El Padre de toda la Perfecci\u00f3n de todo el mundo est\u00e1 aqu\u00ed. Su potencia est\u00e1 entera si se convierte en tierra.<br \/>\n<\/em><\/p>\n<p align=\"center\">\n<\/blockquote>\n<\/div>\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.realcirculodelabradores.com\/wp-content\/uploads\/2019\/01\/conf-17ene-1.jpg\" alt=\"Real Circulo de Labradores | 17 de enero, conferencia 'La Tierra primitiva y el origen de la vida'\" width=\"530\" height=\"353\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.nationalgeographicla.com\/files\/styles\/image_3200\/public\/c0580555-early_earth_illustration.jpg?w=1600&amp;h=1109\" alt=\"Cu\u00e1l es el origen de la vida en la Tierra? Las 3 teor\u00edas que lo explican | National Geographic\" width=\"533\" height=\"370\" \/><\/p>\n<p align=\"center\">La Tierra primigenia se fue enfriando y surgi\u00f3 la vida<\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"center\"><em>Separar\u00e1s la tierra del fuego, lo sutil de lo espeso, suavemente, con gran cuidado. Subir\u00e1 de la Tierra al Cielo y de bajar\u00e1 a la Tierra y recibir\u00e1 la fuerza de las cosas superiores e inferiores. Por <a id=\"_GPLITA_22\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">este<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> medio, tendr\u00e1s la gloria de todo el mundo, y por esto tambi\u00e9n, toda oscuridad huir\u00e1 de ti. Es la fuerza de toda fuerza, pues vencer\u00e1 todo lo sutil y penetrar\u00e1 todo lo s\u00f3lido. As\u00ed se ha creado el mundo.<br \/>\n<\/em><\/p>\n<p style=\"text-align: justify;\" align=\"center\"><em>De ah\u00ed saldr\u00e1n admirables adaptaciones, cuyo medio est\u00e1 aqu\u00ed. Por eso he sido llamado Hermes Trismegisto, porque poseo las tres partes de la filosof\u00eda de todo el mundo. Lo que he dicho aqu\u00ed de la operaci\u00f3n del Sol, est\u00e1 cumplido y acabado.\u201d<\/em><\/p>\n<p align=\"center\"><img decoding=\"async\" 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\" alt=\"Biografia de Alejandro Magno\" \/><\/p>\n<p align=\"center\">\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"center\">Seg\u00fan la leyenda, los soldados de Alejandro Magno encontraron dicho texto en lo m\u00e1s profundo de la gran pir\u00e1mide de Gizeh, que ser\u00eda el sepulcro de Hermes. Al parecer, este mismo emple\u00f3 un diamante puntiagudo <a id=\"_GPLITA_23\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/21\/desde-la-grecia-antigua-llegamos-hasta-aqui\/#\">para<img decoding=\"async\" title=\"Ad by Savings Wave\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> grabar sobre una plaza de esmeralda -de aqu\u00ed su nombre- las escasas l\u00edneas que componen la Tabla y que, arriba quedan reproducidas.<\/p>\n<p style=\"text-align: justify;\">Pero bueno, esa es otra historia que tocara contar en pr\u00f3ximo comentario. Por hoy aqu\u00ed lo dejo.<\/p>\n<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F08%2Ffilosofos-naturales-alquimistas-buscadores-de-la-verdad-2%2F&amp;title=Fil%C3%B3sofos+naturales%2C+alquimistas%2C+buscadores+de+la+verdad' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F11%2F08%2Ffilosofos-naturales-alquimistas-buscadores-de-la-verdad-2%2F&amp;title=Fil%C3%B3sofos+naturales%2C+alquimistas%2C+buscadores+de+la+verdad' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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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En aquellos tiempos eran los &#8220;cirujanos&#8221; barberos [&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":[208],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11576"}],"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=11576"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11576\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11576"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11576"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11576"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}