{"id":26448,"date":"2021-05-20T06:20:45","date_gmt":"2021-05-20T05:20:45","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26448"},"modified":"2021-05-20T06:20:45","modified_gmt":"2021-05-20T05:20:45","slug":"quimica-alquimia-y-todavia-mas-7","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/05\/20\/quimica-alquimia-y-todavia-mas-7\/","title":{"rendered":"Qu\u00edmica: Alquimia y todav\u00eda m\u00e1s."},"content":{"rendered":"<p style=\"text-align: justify;\">El 16 de febrero de 1785 Antoine-Laurent de Lavoisier sintetiza agua a base de hidr\u00f3geno y ox\u00edgeno. Lavoisier fue un qu\u00edmico franc\u00e9s que junto a su esposa, la cient\u00edfica Marie Lavoisier, realiz\u00f3 grandes contribuciones a la qu\u00edmica. Se le considera el \u201cpadre de la qu\u00edmica\u201d por sus detallados estudios, entre otros: el estudio del aire, el fen\u00f3meno de la respiraci\u00f3n animal y su relaci\u00f3n con los procesos de oxidaci\u00f3n, el an\u00e1lisis del agua y el uso de la balanza para establecer relaciones cuantitativas en las reacciones qu\u00edmicas estableciendo su famosa Ley de conservaci\u00f3n de la masa<\/p>\n<p style=\"text-align: justify;\">Antoine-Laurent Lavoisier (1743-1794) fue un financiero. Estableci\u00f3 un sistema de pesos y medidas que condujo al sistema m\u00e9trico, vivi\u00f3 los primeros momentos turbulentos de la Revoluci\u00f3n Francesa y fue pionero en la agricultura cient\u00edfica. Se cas\u00f3 con una jovencita de catorce a\u00f1os y fue decapitado durante el Terror. Se le ha llamado padre de la qu\u00edmica moderna y, a lo largo de su atareada vida, sac\u00f3 a Europa de las \u00e9pocas oscuras de esta ciencia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_y4MCc7YOA-A\/SS4Np8kKtFI\/AAAAAAAAAA4\/U6Zj6HajIec\/s1600\/8426-004-BDD1097F.jpg\" alt=\"[8426-004-BDD1097F.jpg]\" width=\"282\" height=\"300\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Una de las primeras aportaciones de Lavoisier surgi\u00f3 cuando \u00e9ste hizo el experimento de hervir agua durante largos per\u00edodos de tiempo. En la Europa del siglo XVIII muchos cient\u00edficos cre\u00edan en la transmutaci\u00f3n. Pensaban, por ejemplo, que el agua pod\u00eda transmutarse en tierra, entre otras cosas. Entre las pruebas, la principal consist\u00eda en hervir agua en una cazuela: en la superficie interior se formaban residuos s\u00f3lidos. Algunos cient\u00edficos proclamaron que esto se deb\u00eda a que el agua se convert\u00eda en un nuevo elemento. Robert Boyle, el gran f\u00edsico y qu\u00edmico brit\u00e1nico del siglo XVII que lleg\u00f3 al apogeo de su actividad cient\u00edfica cien a\u00f1os antes que Lavoisier, cre\u00eda en la transmutaci\u00f3n. Despu\u00e9s de observar c\u00f3mo crec\u00edan las plantas absorbiendo agua, lleg\u00f3 a la conclusi\u00f3n &#8211; al igual que muchos antes que \u00e9l &#8211; de que el agua pod\u00eda transformarse en hojas, flores y bayas. Seg\u00fan dice el qu\u00edmico Harold Goldwhite, de la State University de California, en Los \u00c1ngeles, \u201c Boyle fue un activo alquimista \u201d.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"mainImage\" title=\"Scientific Equipment, from \" src=\"http:\/\/cache2.allpostersimages.com\/p\/LRG\/13\/1345\/TW2S000Z\/posters\/scientific-equipment-from-the-elements-of-chemistry-by-antoine-laurent-de-lavoisier-1743-94.jpg\" alt=\"\" width=\"400\" height=\"300\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">El m\u00e9rito que tuvieron aquellos pioneros&#8230;con tan pocos medios, agranda a\u00fan m\u00e1s los enormes logros y los descubrimientos que hicieron.<\/p>\n<p style=\"text-align: justify;\">Lavoisier observ\u00f3 que el peso era la clave y que las mediciones eran fundamentales. Puso agua destilada en un hervidor especial en forma de tetera llamado pel\u00edcano, un recipiente cerrado con una tapa esf\u00e9rica que tomaba el vapor del agua y lo devolv\u00eda a la base del recipiente por dos tubos parecidos a unas asas. Hirvi\u00f3 el agua durante 101 d\u00edas y encontr\u00f3 un residuo considerable. Pes\u00f3 l agua, el residuo y el pel\u00edcano. El agua pesaba exactamente lo mismo. El pel\u00edcano pesaba algo menos, una cantidad exactamente igual al peso del residuo. Por lo tanto, el residuo no era producto de una transmutaci\u00f3n, sino parte del recipiente: vidrio disuelto, s\u00edlice y otras sustancias.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Como los cient\u00edficos segu\u00edan creyendo que el agua era un elemento b\u00e1sico, Lavoisier realiz\u00f3 otro experimento crucial. Invent\u00f3 un aparato con dos boquillas e hizo pasar distintos gases de la una a la otra, para ver que suced\u00eda. Un d\u00eda mezcl\u00f3 ox\u00edgeno con hidr\u00f3geno, esperando conseguir alg\u00fan \u00e1cido. Lo que obtuvo fue agua. Filtr\u00f3 el agua a trav\u00e9s de un ca\u00f1\u00f3n de escopeta lleno de anillos de hierro calientes, para hacer que \u00e9sta se descompusiera de nuevo en hidr\u00f3geno y ox\u00edgeno, confirmando as\u00ed que \u00e9sta no era un elemento.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Scientific apparatus used by Lavoisier in studying chemical reactions in  combustion of substances, including mercury, top right] \/ Paulze Lavoisier,  sculpt. | Library of Congress\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Impresiones artistas de Antoine Laurent de Lavoisier\" \/><img decoding=\"async\" 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alt=\"Antoine Lavoisier - Wikipedia\" \/><img decoding=\"async\" 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\" alt=\"Antoine Lavoisier | Biography, Discoveries, &amp; Facts | Britannica\" \/><\/p>\n<p style=\"text-align: justify;\">Lavoisier hizo mediciones de todo y observ\u00f3 que, cada vez que hac\u00eda este experimento, obten\u00eda los mismos n\u00fameros. El agua siempre produc\u00eda ox\u00edgeno e hidr\u00f3geno en una proporci\u00f3n de 8 a 1 en sus pesos. Lo que Lavoisier vio fue que la naturaleza era estricta en cuanto al peso y la proporci\u00f3n. Los gramos o los kilos de materia no desparec\u00edan o aparec\u00edan de forma aleatoria: tomando las mismas proporciones de gases, \u00e9stos produc\u00edan los mismos compuestos. La naturaleza era predecible\u2026 y, por consiguiente, maleable.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"ALQUIMIA CHINA | Espacio de Alquimia\" \/><img decoding=\"async\" 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\" alt=\"Temas de Historia: La alquimia china\" \/><img decoding=\"async\" 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\" alt=\"La alquimia china\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo se descubri\u00f3 la p\u00f3lvora en China? - Quora\" \/><img decoding=\"async\" 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\" alt=\"Origen e Historia de la Qumica ORIGEN E\" \/><\/p>\n<p style=\"text-align: justify;\">La antigua alquimia china, aproximadamente entre los a\u00f1os 300 y 200 a.C., giraba en torno al concepto de dos principios opuestos. Estos principios pod\u00edan ser, por ejemplo, uno activo y otro pasivo, masculino y femenino, o Luna y Sol. Los alquimistas consideraban que la naturaleza ten\u00eda un equilibrio circular. Las sustancias pod\u00edan transformarse de un principio en el otro y luego volver a su estado inicial.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_JcSXImrxoMI\/SJpnaJK0vJI\/AAAAAAAACGg\/sBMn9Zva22s\/s1600\/alchemist.jpg\" alt=\"[alchemist.jpg]\" width=\"201\" height=\"432\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Un ejemplo excelente es el del cinabrio, conocido actualmente en general como sulfuro de mercurio, un pesado mineral rojo que constituye la principal mena de mercurio. Utilizando el fuego, estos primeros alquimistas descompon\u00edan el cinabrio en mercurio y di\u00f3xido de azufre. Luego descubrieron que el mercurio se combinaba con azufre para formar una sustancia negra llamada meta-cinabrio, \u201cque despu\u00e9s, si se calienta una vez m\u00e1s, puede sublimarse volviendo a su estado original, el brillante cinabrio rojo\u201d, seg\u00fan el historiador de la ciencia Wang Kuike. Tanto la calidad l\u00edquida del mercurio, como la transformaci\u00f3n c\u00edclica de cinabrio a mercurio y viceversa, daban a este elemento unas cualidades m\u00e1gicas. Kuike llamaba al mercurio \u201chuandan, un elixir regenerador transformado c\u00edclicamente\u201d asociado con la longevidad. Estos primitivos profesionales se familiarizaron con la idea de que era posible transformar las sustancias y luego cerrar el c\u00edrculo haciendo que volvieran a su estado original. Llegaron a conocer las proporciones exactas de las cantidades de mercurio y azufre, as\u00ed como las recetas para la duraci\u00f3n e intensidad exactas del calentamiento requerido. Lo m\u00e1s importante, seg\u00fan Kuike, es que estas operaciones pod\u00edan realizarse \u201csin la m\u00e1s m\u00ednima p\u00e9rdida de peso total\u201d.<\/p>\n<p style=\"text-align: justify;\">En la primera \u00e9poca de la alquimia china, se confiaba en encontrar ese medicamento en una de las islas de la Inmortalidad. Exist\u00edan tres de estas islas, las cuales recib\u00edan los nombres de: &#8220;P\u00b4en-Lai&#8221;, &#8220;Fang Chang&#8221; y &#8220;Jenchou&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5231620372395136562\" src=\"http:\/\/2.bp.blogspot.com\/_JcSXImrxoMI\/SJpzAqhPFjI\/AAAAAAAACIg\/msGgzwxbqiA\/s320\/The+Immortal+Fetus.gif\" alt=\"\" width=\"313\" height=\"320\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">En la primera \u00e9poca de la alquimia china, se confiaba en encontrar ese medicamento en una de las islas de la Inmortalidad. Exist\u00edan tres de estas islas, las cuales recib\u00edan los nombres de: &#8220;P\u00b4en-Lai&#8221;, &#8220;Fang Chang&#8221; y &#8220;Jenchou&#8221;.<\/p>\n<p style=\"text-align: justify;\">Parece ser que los antiguos alquimistas chinos conoc\u00edan de forma emp\u00edrica la conservaci\u00f3n de la masa mil quinientos a\u00f1os antes de los experimentos de Lavoisier. Este qu\u00edmico y sus precursores alquimistas descubrieron que en una reacci\u00f3n qu\u00edmica el peso de los productos es igual al peso de los reactantes.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Sutra del Diamante\u201d, el libro impreso (conservado) m\u00e1s antiguo | Las  lecturas de Guillermo\" \/><img decoding=\"async\" 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\" alt=\"Sutra del diamante: El primer libro de la historia se imprimi\u00f3 en China\" \/><\/p>\n<blockquote><p>El 11 de mayo del a\u00f1o 868, hace 1.145 a\u00f1os, el chino Wang Jie autoriz\u00f3 la impresi\u00f3n y distribuci\u00f3n de El\u00a0<strong>sutra<\/strong>\u00a0del diamante, el\u00a0<strong>libro impreso<\/strong>\u00a0m\u00e1s antiguo del que\u00a0<strong>se<\/strong>\u00a0tiene conocimiento, que\u00a0<strong>se<\/strong>\u00a0estamp\u00f3 casi 600 a\u00f1os antes que la Biblia de Gutenberg<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Aparece en China el Diamond Sutra, el primer libro impreso del que se tiene noticias. En ese tiempo, los alquimistas chinos desarrollan la polvora. En realidad, el texto Alquimista m\u00e1s antiguo es el&#8230;<\/p>\n<p style=\"text-align: justify;\">Ts&#8217;an T&#8217;ung Ch&#8217;i (Unificaci\u00f3n de los tres principios) de Wei Po-Yang, escrito alrededor del a\u00f1o 140 d. C. Esta obra describe un experimento que muy probablemente es la reacci\u00f3n cinabrio-mercurio-azufre. Es dif\u00edcil saberlo con seguridad porque los productos qu\u00edmicos que se echan al fuego reciben nombres metaf\u00f3ricos: Tigre Blanco (probablemente mercurio), Drag\u00f3n Azul y Drag\u00f3n Gris (\u00bfazufre?). M\u00e1s importante es el recipiente que utilizaron. A los lados (del aparato) est\u00e1 el recinto cerrado, que tiene la forma de un recipiente peng-hu. Est\u00e1 cerrado por todos los lados y su interior consta de una serie de laberintos que comunican unos con otros. La protecci\u00f3n es tan completa que hacer retroceder todo esto es diab\u00f3lico e indeseable\u2026Como la Luna yaciendo sobre su espalda, as\u00ed es la forma del horno y el recipiente. En el se calienta el Tigre Blanco. El Sol Mercurio es la perla que fluye, y con el, el Drag\u00f3n Azul. El este y el oeste se fusionan, y el huen y el po [dos tipos de almas] se consuelan mutuamente\u2026El p\u00e1jaro Rojo es el esp\u00edritu de fuego y dispensa con justicia una victoria o una derrota. Al ascender el agua, se produce la victoria sobre el fuego.<\/p>\n<p style=\"text-align: justify;\">Este recipiente se utiliza para fundir y sublimar varios y distintos metales. Aun siendo m\u00e1s complejo, es un instrumento similar al aplicado por Lavoisier, dise\u00f1ado para \u201cdevolver\u201d todos los productos con el fin de garantizar la conservaci\u00f3n de la masa.<\/p>\n<p><center><\/center><center><img decoding=\"async\" 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\" alt=\"El Mundo Sintetico - Vladimir Henzl\" \/><img decoding=\"async\" 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M7uYCduAR6YHShqJZe2DKYGASPW4pP9FP2BqEm7PWwYsbhcfr9N3+YUuasIGDai2JGGcbjOzd6TndEbhkA+1DtFdssj3G81WR18nYMB2B3yhIO1yQsCW9OuYFnVWgQQyjmkgRMeWJwMxNe2eM21VkCk7mtkEgnmBMFYBggjv6Cmg9g8nxkoPjtsO6i2bnlXLbcpIIUCSrjq09cKpkeiVra1jPCuIq11bVpLiMW371mABtO7aZgknaR6RjtWm8B4x5+5WUrcTD4O30lT0g9QDn\/OrclZ4nkYpx010G6Ve0qscQjQ3jWhW\/ZuWmB2ssY6+ojB7gdqc1PErSNsa4A8TsGWj2USx\/Soq652zbsv7F+QfcNz\/7tLIeCadopXHLuo0ugTSKj3N9p0nyy3lKFIXd5RbJwFxjaZyIqncPucWuvu041W4sly6TyKzBQG6hRkAYn2itI4jx\/T2muedf09l1nzAGLt0mAvLzGMCCT6VEv6y5fSydEjuri4C+oHlrhG8sBCVEl4OEOAaQ7oypbXf+Cd4g4nokX\/1QVSSwUIZYgZYkr0UTLBsdzVQW2lyAmqsJYZiJuXUmAYOzlO5pIgrABkRIk967h3ELW1nRHfy3Lm2UVyshn2I7Tt3EA7duFHLzEFrWpqraINRaQ62fMQ2bFvlVoUc4K7XDgsxzPYnaaElfZXDPhqD7\/nQ54N8SW\/3g2YK7LV5DMi4TutgF2fE8hyep7DCkc90WLSMVP4m+5Kg8iPdLKSPy4YE+kH0o3xJbWis29TqUNzVq8K6ne+1jvLPGJMFBBIAKgGCRQQ6lb1sW9ht2Qq296t5kqkBLblMIWJyM7ogdaSa0dHjzSm5L2TeJ6AWOH2bltmtXL723KA91R1Yt7kFQw6Ejvk1A8GXo1mlgIJuQ2OZsMIkk9DmFgQPQ0O\/d71n8K9ea7aBLqxuNcUAbhcZeTkgxuDFYkdZq7\/s38PWmNvWG7vcbyqbSNpMqZ3ZaAesAT0milbVDvJix+PPm7k7X7F18TcCt63TvYu9Ggqw6qw+lh\/3kEjvWRar9keuLHbcsMPUu4mPpkbPSPWt1pVeUEzw4ZZQVIy\/wh+yv93uW72ovBzbYMLaDl3DoSxgkA5gAdOsYrUBSpUVGhZzc3bFVa1nhpNt3btDOSxcLzlsMCSDE7gDgATBiQDVlqr+OONCxZ2hnV3wpUdpG7mJABg4zMxE0JpVsOLlyqJSuORqLSNa8392Vi1yGYAOSrgkOp5SjxPSX6gAEpuI3rFptKBZsFrgWbbEKAx+obywgsGGwETEwZIoRa0uu1BuiwLl5HaXO4qNyiIP4h6iBBIgFTUq\/4Hvi5athWuO2x7jFB5dtRcAgE8pZUJB6kwDiTMOj0nx6bJljiOou2rrXWRt1wBEbbzISNz2ySQOuciIAPqe+M8VsXl8vyn86zNobUnmlUCFhuaMRu7qR3YUJTwvd85rVw+WzG4trdJG4lbmxipJZD5kkkLEe1WzT+CyrNvufhvJZRIKkAhNpESo3NHSBgUGa4Ktg1URtDd8i3MBS8HLuVAuOC0bpBkNgNk471+1rLai3vRl5iTNo5BZGxjPUj9PUVqOm023y1LTsAG6IJgAfYH0GKbvcCtvzFEJkmdiz8z9h+gpHE6MPmLHal0ZfptWBtUI5MrMW2OdjA9o\/7NcabRxbQhEwY+oieYASApEjYR1PU1qul4DbBkWlJ9Si0tR4O09x2d7ZDOQWKuwkjvExPxWWNvopL+pwUtopngXRq2rK3FUjyWO0dPrT6ukj2Ij5rULdoD6VxPQY\/wC\/iovBeA2NKD5NsKW+pskn5JzRWrQxNLZ5Hl+Ss2RyXR7SpUq6DkOIH603dKqCxMAAkn0A6mn68IoUGzIPEHi1QXspsa3cLbrt1VO6YkoFuL5QC7tsgEnMzM1q74ivKl03b3MeVZS3+IuVFxd8OrBRt\/0EmtO4h4Lu3NQ91NStu27Bjb8hWyF2wS5MiCx9iZrvRfs30SFWdWuldv1u0Er0LCYb4PL7VPizu+PjSM20PHOKcQjT2CXtrys5tFWc7TuLsJVCOgG5T9MGrVwHw\/qtPdF7V39oVfKQMd1xwWmUVG6klTBLGS0gzJ0exoLSMbi20VyILBQCQPWK6OjQv5hUF4iTmB3AnpPeOtFQIvyPSWj5y8TvqV1N1wbpG9nVihMiTB5gOiELgAcpA6ZkcK0usuy7pcDbGa29wlFRQQSyTnoWynd19a3\/AFmitMoFwSmF2SdhDcoDIDtYGYgg01a4fp7BDLbVCSFBVY64GBgDPpQ4Ff8A6010ZOfCGsv3Teuh2tnC3LbBiwVYDMCQ\/NA5gCck7cmtA8N+CrOlZbm5nugRuJx2iR3gDaCe3SMRY9FcV0DqIDgN+o7+9SaZQRz5M0nro9pUqVORFSpUqxhVCfhtktvNpC3WSo6+vz79am15QqwptdDdq0qiFAUegEU5Fe0q1AGjbEgwJHQx0+P1\/rXlyyGp2vazimFNoijRJ6U6LQHQU5XhIpeKC5N9noFKK9pu7cCgkkAASSegHvTUKdzSoRwXxHptWWFi5vKxuG1hE\/IFFzWWwtNOme0qVKiAVKlSrGG0uAgEEEHoRXdDtTo7SgsLU9SQkCe5MSAT39aD2OKsjC3NxQRyG+mCZwsht394ggDPyt12OoX0HbmnKyyu85MHmHxBz+hFRxrX6zP\/AOi6P+tAL3G4HKp2sQEcXbjKXJMBVCqxHXpiCD0r3hOu1Ugl0uJJBBZZ\/wBmDtnpu3MM7jInGJockVWGVWwlxDiq+UGaAA1piROFDq5YhgCF2g5yO1EOMZtiP47X\/wBi1WryWnUtfIhCQgC7lyzKqA98nbyx9AyIwV4jfdrIYLsQPaABwSfPQTBGFgSPWe1DlaYXj4tV9QhwL\/8AHteyAfpj\/SiFD+Bn8Ef2rg\/S4w\/0ogKePRCf9z\/EVMaq1vRlBiQRPpQfxV4jGiW272y6M21iCAVxPQ9f\/wCVK4HxhdQm4I9thAa3cUqyyJGCBII7jHX0rWujcJJcvQTQYEmfeuqpnjXxz+4Oqfu7XZElt21R1wDBlsdMdqm+BeP3NbZe9cVVHmEIFn6NqkST1OTn+gocldBeOSjyfRZ6VKlTCCpV5XBalckg0OUq5Brh3oOaNQ5UbVaUOUJJGxgwg9wCM+0E1y10k04p9aX4l+huLWx+hPHboNprYG5mAhdoM5xIaFgkRDETkVPd4BJwBJJ+Kqer1LMVudc+YckbLaA4YASY3Bo7tmewDnY2OFuwVwniAXW+ZYtgLqLZQYgFrRYnlAU7QCtsEgGUbr1qwcN8TG6ygIpVio3KTgkqO4jBJyDHLAJJAqpcT1NhNRb1Nm6GMszKhkcwI8xR2JxuXBBBxBBo7wZmfabVkryWpuEcrsrIWnMlVCwsd2bFDlWjqniTXJrReaVcTXlWs4BylXlMecfM2bTG3du7TMR896JiRTV60rCGUMPQiadpGsYyrU3dWbztuuNtuuiBraOiAbifLAYGSAVmAQrHvTg4jfkJNxS7PtARpGWDHLBScCMCCs9jMsm8l26NgYeezKQwB5nuqAQ0D7ye1QRdvG9Y\/BYHzb4yyZlrpIwx6fHauNydnvY4xa6XX\/CK1+8yFl3g\/hTO1V5m2ztlzJBj6QP5asvhhieHkMZi4nrjmtMAJJjr\/Xt0Fc0tu8UuLyLCW8yW+m6sbRgf1o34VQDQ6kE9LkyxAkrasn\/SPgCtBuxfKglHXqSLfwIfhf373\/2vRGgfAuI2mVlDiVZjmRhmJBExPfpRpXB6EGuqL0jxsiam7KZ4z4tbJtWmXkF1Wa4V3KCh+nb1bOD6CYkgio\/hPxKhuMlw89y4yrtMoqICV5mOQZbp6jHehnHru0XAF3EPeVhBjLsQTg4E7p7T+grRW\/ItW2B\/FJxESrEqFJBBkABgcfmIrm+K+VnuQ8HHLB93\/LLz4xtWWG26qOrAbg4JCwWCEEMNrEkjJEwciDPPgy+9tEsXLZtptBtbomOblMdcAsCQD1BGASP0erZtM7XCqEqANqhSzI5jaANrbmBEdpWR6zuI8QS3btGTuVoACMAFGYBYCVXYuep2nGYqie+R584OMfhNW77\/AA+hcK5uNAr1TIpjXalLaF7jBVXqTVn0cKWyPxDiVq1AuXFSf4iBj1qQpk+orNON301OuTO2yyjcz7pJGAEAmCTESAZY9CRN64bqFWwGX6ArbczKKW2Qe\/KBUH2XljqKa7Ja64GYDNBIwjRIJBgxHb1qO2vExBB9NyA\/pvmo9uw++IDbLaqwKgy5IYkSR6yankMB1IxMKoH2zOaPG+xaS6Ir6lvyr8ST\/wAqtXSXLpiBH91j\/wAWyoHEONqh2fiNc\/8AbUS3UR9BG3rOTXFnTau\/9RGnSemblw\/3mlV+00EkW4OrdJD3FuKeUAt5wu\/EBRJEgEABmMkGB7\/rQW2mqu7zbtiytwRL5JjGxBgLiBzdSJnJqxWOEWbMMFBaR+I\/Mw9wT0+2BT1y6gMBoPcFTkdOYHqJ747CaLh9QwyRivkV\/dr\/AJ+5QOI8Ha2ysvmXDJDEjuFVp6SM7xBzCirhodUFuG2pGw9OoIcdQZ\/iGR7q3qK61Wkt3V5x2IBJzGZ2OfqXH0t84EUzptEht7QEMQbLxA3q0wSACvOBKH3AmKXjT0VyZ\/iQSl6\/n6FiXpXtNaVgyKwEBgGH3E\/615VDgJleUqDcc4qbW1EANx5KyC0AFQTtXLZYYBHf0qjdKxYxcnSDNKqz4J8Q3NZbuNcteXsfZiYYgc5Un+aRHaOponqOIkytkB2Eyx+gEdpH1H2H3IoclVhcHyop17Wm3qr3m27hUXEg2xux57FcCW\/NkR2MdRXN7idrzrJAvEi7cMeRdnmVz025601rNRfS7cc2DeR\/LdXtQzAbldd6Y2g7DBz1AzE1N02vD3WZbdxGMhQ9sxuCnYVEfWSzKc\/T+o5Wtnrp0r+1foBl1zfiC1ZaDbuCX5Yh0yR9WI6QOtMcL4WXF1yyPcVhClWZsnbKIjAwNp7k4NGtRpm23Ratl7p81Qp5CVY25bmIEq3X5n2ov4W0T2Bdvah1Xf8AkUghQGZpJ7vLkY\/r2aELexsvkKMG4vegRo9e9prekL27UoTvVN7kgsFU7jG8qh7GIAirLw7Sx5LlixJIG6J27HOSANxJAMxGBGOreisLqbnnso2iVUFYODkT1Ikc3YxHQEsZ1X1Wv7f\/ACOP9atBezzc2S3SW\/ZTeNq37y72UQAFdxOQWWS24T3OwQOu0maiOLS3FuW7aK91hb+kFSGuKGMMDsbHuDJxNEL\/AIfuG5qWGp2LvYwVAEsqvkzgDcBPtQOzwLUX+RbxCq0gXAFYruILARuVgCGAJMzUXGXI9GE8TxpOXSX1+hbuNaFFFtBMNcDXAcrtRfqZfp2Ai2DEYr3SeGtOBH7taXIk7VbcIOAYB79x69etR\/8AxJb5tMkllnzDbKnaIBZlAJaQ23BGVYiDRjTKqjejKbMFh15RE8kdV\/l7dsQBXV6PNk5RVPsc4VflWSZNtinyAYU\/p39QapviPizXdR5RGxUJCqzKNzZBY83p0+Z74snA3LXr7bdoItwOwHORHac5HYz1qtGxbui7ddQ7s5ZSZ7MNi\/GAp+\/pQnk4pFcGJSk7+36la034Tl2VgwuI3KRG0MtzljlPcA9+x71otvj+nvhRaugyySCCDE7jg9iFI+49RVU0nBke\/cW\/dZUBUptgYhp8zB5T\/F05YxgVP8P6NE1VzaIFp7e0YxvuXkyepO1oz169aXlyofJiSb+20WDbdFx2EMGaQCHIAgCYCYbHr39s9+VfJmRjoBbx7fUy5nM0cmlNV4nJ8R\/QEaXSshO22qk9TtUEnrkhz\/lVc8QDiBZrmnuFRaZW8gJJcBVZtzxHcgKMferr+8Lu27huidsiY9Y6xVK8ZcQe3eU2uqoGaMgiWjd7Lt69ppZpRRbx1LLk46v7lh0B\/eLVtzHMoMFp2kjK8kDHT7VIXh2ILfpP\/MzVm\/hjihsXlMwjNDDttPSfUgZHx71p51izHMfhGI\/UCKXHJS7KeZ42Txp8fT2hq3wxB3P2Cr\/wAGuNdpkS07c3KpbLsfpz0JPpUk6k9rbn\/CP+JhTGoLujKLRG5SOZlHUR+UtVaRxpyvbI2juwgCldomN5hokxIjp6e0Uqd0nBUtoEVmAEwJGJJMdO0xSoUynKIUqk+K7zNeUqINtmtIQDLO9u220EDAYHbIIIgmYGLtVR8WaPa66naW27QNsyGkgExmCDtxkEitPo3j1zA1jixtWblsENbK30G0fmQlSwCgZY5gdSTGepS3di2LpC+WLi24UYVX2Qx23CDtJAgHEtQa1omLBbe8kLNncFPmbdpBwT3Lnc5EHy5kg0Xu2WZbwYKu7zEZCYJtqDDhVXDxDSxM+0iIqzuyKOuOn7JV\/h9y2wXbvWVK7FYf2gTmFkBiJzuxkZgI4vNcs7\/KIdGukmSAFBhcwoJU+\/1TBpvW8We\/owCWR0Y27n8zqB6\/lMloPpEGq2nHfxWukhWuE7CciQ6MF2j1cKJJjmx3NaTSeiuHx8k4Sk61r8y88P4eHuXSSVyAu2CNijas7gSCTLe4g1B4vpDafaCzIQG6CZ8wloKpPpAlSOx9LToNILaIi4CqBGOveYjNCPFKn6gSCLdw4VjJUqRMYH3BHXFGUdWcOPK3kr0E+BWClkI3UFvTuxOYAE59BT1\/mdVH5SGY+nWB8n\/KfaYukAtqwtgkuxKhu8BQznvtkbie+73FTbIVBBbPUknJ9Sf+4HSqx6o55f3NgDVvNm9cgw1224JwIFxByz0hVDT6sfSies4RYKkvbVsySwDfP1T6mgnEL6C4umF0mWHl25HMBb3rJ7pKbZ98+tHrHEECncwSGMBuUwDAwc56z71lXseXJJUDdPpQl20qAqA16YwAo2wIAAg8nT0HvXn7uy+eZEecAUfmtwxQzH5TzziMjPrS1fFLSvaKuA7b4QAnduK7smBgr3K+swIJHhyljdLCVYiQfUCCIk4gL89fcqkr0M3Krf82R9JdAvyRDMh3BW3AbdpVYABB5nPTMnJxQnQeUfLVGVtuWAIOY6ED0JP3AqXwPQ3rN8o1pfLAunzgQN264GtqV6gqCy+mB7VDuXCOIl1aALbTMAHmVNuSATKE9fyn0pZK0rKY2k3X0G\/wByTz7lzaDt8vajQpZ9pCgjrtIcTIB5j2kFvhWstWtTfS88E+XB2nJR3zgRMgH71KvcZ01km5duqQrCR1YvB\/LMkTcER02gdqrwezd1Fy44dmZVNq2oyd9suxb2WZ69u9K6jVF8cXk5KV1RfhrbB6XSx9Ax3f4Rn+lD9fxm0rbBud\/4AWdv8IMfcmgfg7g3nW2ZrjLb3mUWBuO1cswztg\/T81crVq1ZWFVUX2HXE\/JMDqfSnXKSvo58kceKbjttfkVnyLrusqLCbtx3bGY8nTYFgAhehJMjpXHnPZ8++wCi6CqD0gQpA\/hjqehK+hBMjWaixeN2Ns7hLeYFYAAK0CZ3ADDR+bHuxpdX+9AoSbXUWncCRtXqoZVY46sem6OuaV\/YtCXuS17\/AA7\/ABKYmrNthtx1M+0FYEjGCemcVYeFeMLtsBSq3FHSTBUek+n2x8RTGr4XpLNw2muveuqQNi8oJIBUMcmTI+nOatnAPDqW0Vrtq2LvWBuYL6Ab2aSOkikhGV6PS8vy\/FlC5Qbvr1\/6d8K8UWr7bBKv1giRH9oY\/WKOW3mvLVoKIUAD0AinIq8Yy9s+fySg38qpfjZ1SpUqoTPKrnifiqqr2vLZzCEwREs3IIB3E7gJAHQ1Y6q3inw2l7deN02ioBLGSq7JIaARBAkTJEdqWV1org4c1z6Bun1Ya6WANtwgCkle+2ZKmCebdOJCTHWj\/FADbN5VJ3W4YASSpX07lZmBmJ64FV4aLR+Vsu6zfCheoAUwNp25yDBin7fG0ZOW4x3BXC7I2t1JJLIo5sxJzOT0qSdLZ25IObTgnr7Pogcf0Fy7eFtPw7WpZbkkqTvVIYJDgSy5jvtPoaj8L8Bsl9bl0O4CowPJ\/tBcVojfJQbR1MmaMLxey67G3lg29SgV9p7sAnSSSYz1nrVjHF7OwObq7cjccCVEt17+1NFRexZ5c+OKhVfz9j3S6i7t57LbpboUiNx2n6zBIg1A4zoHvkfhdLdxc7Dl9sdSYGDJGenWpvCeNWr4GxuYruKnqBMGfv8A5iidPxTRx8nCXVMqHjbXXdNYW7bjc7hHOeVSrbQpkQAYziZPSaoWp4yL1p1VGFxZIdmDMAxB5mYZEAdM9elbFr9Il221u4u5WEEf9PQ957VT3\/Zpp5Jt3rqA\/l5CP+GanODZ1eN5EIKpFGTjeq3i9ZWLx7943EAZkMM5xJn2mtusg7RuMmBJHrGYqucJ8F2LLi4We4wgjcRAI6EADqPcmrRTQi12T8nNDI1x9EPX8PtXgFu21cDIDCYPt6VzwzhlrTqVspsUncRJOYA7n0AH2qdSNUObk6q9CoHqPLt3SqYusDcMk5Eso69g1wkx0+4o5QrjvBU1SBWZkYTtdDDCRDD4IwRQasMJJPfQFvcDuw7ObVvlO57S\/iXDByzkSs+09678LaG3dW7dZF3NccK0CVQqAAvpAJFWW3ZhApJbEEnqcRn3NcaaxbtKEQBRmB6+vuTSrGk7LPyJcHH\/AEMcH4WmnTahJBMkmOsAdvgVJ1GnVwA04MggkEGCMEEHoSPvUilTfYhKTk7b2QE4VbExvEmTFx8\/PNT+n0dtJ2Iqk9SBk\/J6n71IpVqRnKT7ZFXQWw\/mC2m89X2jd0jrE9MVKpV7RM232KlSpVgCpUqVYwq8Ir2lWMUXxxw+08WbVoC9dIditoklRg8y9+mM\/brQhPCt8OrNZ8wtuJZmXHpKr3JM\/URjtWoUqnLGmdeLzJ448Ymf\/wDl\/VyttQApWSzFdq56BRPMInqwM\/oc03hCyAPNL3Wkk7mIEmJgA46e9WSlRWOKFyeXln7r8CPpdHbtiLaKg\/lUD\/KpFCuIcd09klXuAMBJUZbpPQdzHep2k1G9Ffay7hMMII+RTWiDUu2SKVKm3cASSAPU0RTqmr+oCxPdgo+TQ+\/x2yIglwWCllBKrJgFm+mJgde9eWuKG7Pl2WbaxUlioAZTHqTPwKHJDrHLtrQWpTQttPfcEPcFsEdLYk\/42\/0UUAtQbtt7wmSbF0EmN6ybbROdw9fWg5V6Gjju9lp1GutoYZ1B9Jz9gMmhHEfEewMUtsdu1ucMu5CYYrInBI7d6LWvKRhbUIjMCQoAEgRPT0kUO8VaYG2LkT5ZO6P\/AG2G25+ind\/dFaV0bGo8kpIli3ffrcS2P5F3H7M2P92ofF9F5afvAZ3ezzyzE8o\/2gAEKJWeg7CuODa9hpG6NcshkiYBK4XPoRGajcE45qL15rF7ShIUkuHlSJ24gEGTPQ4gg9KFpoZxlFv6Is6MCARkHIruhHh1iLZtMZayxtn3AgofuhX+td8d41a0qB7p6mFURLH2kimvVknF8qQUr2gfhnxCmsVmVGTaYhoz7qR1FG6KdglFxdM9rylTF3UAOqQZaYPbAnNYHZIpUqVYwqVKlWMKlSpVjDW7miO0z+n\/AH9qZ1OutoQHZVJBI3GMD5+alUM43wxL9uHwRlW7qfUf9KWV1oaCTkk+jk8e08wtzefS2rOf90Gub3FmEFdPdK9WYgLA9QpO4n2iovBeKkMNPfgXB9LiNtwZ6R+b1HvRbV6pUEnJPQDqf+nycUFK1dlZwUJVxv8APv8AApHFuDWtTdPllwzDzfMBm2VZo6dmGRt6k\/MrcNO7ooBVQgAAgbYj2khRHqf0qDbhA4S2POcs4VQuCVA3ZOB8wSScZqRd4siqonc52ysS0dSSq5k5x6+wJAVIeblKkla\/U644rPYc2mKuvMsSDK5IPyJEH1pvh\/DLLojnddkBgbjbuuehxP2pnQXdQGLvZFu1zcoaWAERIGMQehxMCYEu8GHlPc0\/5Qd9v+w3UD2VpH3FbTexdqLSfW9DvE9XpzadLl1ApDIeYYIwYH8QP6EUC4JqdQtxmWw7i4q7z9C71lS4LxKsoBwJk9KJWNMtvWvKL+ModGgSGXluKD7gq33arABRpt2bmoRpK73sqWr4lqkuRcZLfMDjmUW35ATIUnY4E\/8AyelEf\/Lwdi1247lipYCFUlfpMDMj5r3xLpFZVuESqyr+9q4Nr\/pyt\/dp7w\/qy1rY5m5aOxz6kdGHswg\/c+lCldMZyfBSjr06GddwlVXzLKDzkO9T3YjqpY5IYErk95ojZupftBhzJcX+hHQ\/5VKqs3tQdNca0r20tvuuK1ySFJPOoAI\/Mdwz+Y+lM2lslFOf4oCaHUfu73rN36SrIcwSbayhEdN1siPda54Hx+7v8xySCm0KfzBJJIJ7iYnMljPszxxd7l2LOWG0N5e1CwVtpE\/LASTMfFeJqFVLWCqWl2yY5nkSBnvtz6y3oa5JTaej24YoShbVt9\/49foWnQa0Nqy1tLnl3UAZjbZV3pMGWA6qYn+UV54p4SNWBahfwytwFpgnmAXHYiZ+R8gzoLJS2ikyVVQT6wAKEa6+A91fM2MSVMkSAbabXAnIUj7Sx7V0N1HZ48Xc7j6\/Mb4DdSyh80JYZOQr9KABmbchJyp3degMjEGrClwESCCD0Iqp8RvG8NwG1rcByZnIEgzAImCvWTBEdyP4jgm2Nr8wLIpjcJBJDMqtkfzVoT9ByY7fJ6v9A\/SqBwbUO9lWuCHyG6dQSJwTExMdpqeaonZztU6IQ4nY3bPOt7gSCu9ZkYIiZkVMBrKOK79ssJBa84mDEq7gjE4O0dYq1+GdMVvBY2bLbyowCGdBbJHcjy3E+5qMc1yqjtzeGscOfIt1KlSq5wipq\/O1tvWDHzGKdpGsYA6e3ce0ji4bm5VbdJUwQD9KlVJM+3xTZ04kF05vXoSfsBux\/DuNSOE6gWrNq1e\/DZFRJb6WIAHK30mewmfajBE9aTimW+I4sBa3R279t1gA5KnaQykdCRG7r69QKj2tUgvBboKDHlvO4E91Z2kgyOmOnxRq7oFIgSPbBH2BkD7RQ3VcJJXaZZZBgEkEgiDBYMIAjDn4pZRa2h4ZItU26\/0TUu2rchSJJyFyZAjMdMCO1cafTKXu3FGWaMRkqpUz7ySP7opvaHGFkAwAs9VxknbkR0JNPWL5W0HYDbtk9iPWZ6nrORRv69CNUtdsnoZANBl0nMrS263uC7QACpztMiNo6CT+WpFviCEjazQx6bGiYJMGMGM13YsJ5jEBWED0O0jEe04P2NZtSqgRuN2RdYGu+WyOu5GDYUn2ZSVJABBIqU3E7aibjC2ebDEflMGD37e+anMYqr8a1ShmaD5mnuBwACZQopefQQSf7o70JS47Gxr4jUa6CGp4stxStqzcuhhH0lVII\/ieBEdxNBbfCtXZRrlspbYIJVRuL7CWAbEbiDtkdc+uLhacMAR0IBHwacouHLbYY5+Hypa93sptrVJf1YAvObV60CFV2ADr9S46cpkxGZmrJpeF2bZlLag\/xRLH5Y5P61V9RpTYlRH\/AKe6Lqf\/ABOx3qJ9NxH2FXVWnp0oQ23fY\/kaS43X8\/4B\/FNkNprhI+gB\/wDAQxj3gEfeqmmkGptDzVFsQ2wKxKg5+JCDlEgTnFaDdtggqRIIII9j1rM3TVW0K2kRktXGQMTBDEkHcCwxznoM1LyVtM6f6fJuLipU07Tbrv8AiLv4a1he1scy6YJ9RkA\/0I94nvUS7oUv3n3AHa53H0gIFUHr0Bx\/M1DfDXCNRZuLd1Fw5XZ5a\/SoM7d3b8qricnrQ3XeJivmW9KpNy47uzkTAOBsUSSwVR198GleSoLkFeM5Z5LC7+66V97+hB4Toh+\/62zvJK+WU5io8tWtswJzlFubQfbPWtM4WD5Nvd9RUFv7REt\/Ums58DcJPm32c7g4s4DTO4XVeWBknbJJnqR161ff3so2zNyPqONyiJ9t\/UfTnI6nrXE9ciXmr5+Cd1+x1pL0eYgUsVduggc3P1MD8496k7Lh6sF\/siSPucf7tCtO5Je7buYdpiNwjaqiB1BIUGPfoanjXZ2kAtiQDmD32nmH\/eaopL2ckoNAy74Wtn6XYcoWGAIgKVzgGYJ705aTyLt+\/eKhXFtQQcKqbzB6Hq7HoevWiXmEiS+0e0D+pn+lD9TZLBlyqsCC7NDHrhcFiOndT6Uj4raQ\/OctSeg3NKh9q+6qALcwAPT\/ADpVTmiPFhKlSpUwpyyzg1B\/8OC\/7Jjb\/lGU\/wAJwB\/Z2n3ohXlCg20QlvuseYk+rW8j7r9Qn0G6PWn7N9XEqQfWO3sfQ+1PUze06tllBI6HuPg9R9q2zWmM6J+a6v8AC\/8AmiMf6sa5tINrK307mJJPSXLZ+JBrtNGoJILZMnmPpHycDuewqEnC3lg13cpJwUE9SRmewIEx+UUjUvoOqfuj17VsBLmwMymS6rkcpDMCBJnpA9a44drLdy45tEFgF37hDAFmIkdR1bBAouiwAJmPWuhR4M3NU0RvIYmWf\/CI\/wA5P6Gu10yiYGSIJOSR7k5NP17TcUJyYL4Q4UNZmTaMf3Tle3WPSiVCW04tXEZZ2sWDEnMsSwP6yPv7U9\/4mmQssRIMCIgT3j+nrSRkoqmUlFydr2QvEmm5RcHYMrzMFHG0zHXaYb4B6TUrgF8tZUH6k5GzOVx17+s+9dObtxWBtogIIhzumR3C4jr3qHoOAbZ8x2aYwGIBgEc0QD27du9JvlaRS4vHxk9rr2E9Vr7Vv67ir7Eif061XdNaS9qbxHmhWRWBKuq7\/oJ2tAY4UgkHpirFp+H2kMpbVT6gCf161J21Rxcuyccignxu37AewhfLe95tzvJVIJGMDqwGQvwcYNNPwlEtvsRbdzYwDDBJMHB64gR96P3bYYQwkUwNGvvH8O4x9h2+Big8YVmaK7p9G9ibmzcfM3KkgsRzKo\/mfYx7nJy2KNkgM3mDlYqykjAO1RBPYgrMmOtS7enRTKqAT1IGT8nrT9ZRrQJ5eTtgy7w9GhjD4wT1A68rjmg+5M01vztCs5ieaB37npHQgBex9wJlzRDJWUmZ29DPqPX3EH3qNpuHMpfngM27Az9Kr+af4fc561pRfo0Wq2xuzYW3nlQfyrmTGATJM+gipD39gnyznEllE\/JZpj+uOleX+FKwWCZVt3OS\/ZhHMcDm7U0vDmLS2wYgMo5gDO4LjlnBnJ\/QGp8ZLVBbUttnA1F453WhPaZj7xmlRLyT\/Gf6UqPCRucfoj\/\/2Q==\" alt=\"Arte_Historia_Estudios: Cap\u00edtulo 27 - Lista de Inventos Chinos\" \/><img decoding=\"async\" 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k8Bi2GQxBCvtHJeYrsPBKpiyxb0rt2AjhAorOnrJ+lvgvKo5iNGJzhvgayozFHWw\/1H+RqVsX87jhW0KWWSLseouxNlHgT3UZmMca0AliCZA4dXjwG9AEMz4026y2Uz6ietAqxFOVCo8ASeuT6zEwwkm5O+5pn0IjMCNWlQB6MajduPq+F+0UBkl6xiLLifSm3QIse4fFqqGeTwlXFhRH4d+ZOrieJ76ZRQOD\/AJx\/0x\/M1HRUZZfJN\/2yf6fyqeadrKtizKsnYSd6ryrxlVNgBhT7B9+2hcXpFWYHSyhmGhiPS0sNXGx33itVIOKyJqGKesg7f6TU8tia1DQVnYHkQCD4giq8yeunefgaixQx\/EePyL8XHwqObyiuhVxIPt3rxW\/EbmUX+Z6K0yI+96KU4eEERlHCf6aV5WDiL3\/I07xEs5PBjwnbT76RZYRiD9VFajBSEU\/s\/Ws1mhJaIuT7yfnT\/MpqwwpE7D3j5Gs+6CIG3CjSnJ4ZmZFrcuFMcggLvIkaZI\/eH34UuwrNe591x8YEe2jsihcuqnSxSx4WZDebX28aUgfMK0nrQATAtMAxz37qDx3Yb3tTZCnn8NSRpGIbk2MA8aUZxxMA22FBbg4g0gm0x9zVy4qC5YeNV5WdAKkhgJEcf7U7yaa0UlxMXCi475JnagWqykFgQw7OztqeM40Mw7bGx7Z3p6mQHB291XHo612Pu+lQIEgEKTLRJ7Qb\/Opf4pFmdLAmL2uLbxzEU7bo7tPsH0qpOjhPpH2D6UGedNDHQq9dWTrQY6pYEciCopTg9B6jLMAP2bn6DvrWZ7JQ+FeZxCNv2H5VW+CFxdGoAaJkrPHlTTCskB0m2lCe67fKK9XD\/DZiTMgi4sTABtcHupjmujmKyGJiV0hCed7bCq0yOLo0hLEg3On0SDswBG1B5gozgOHKErpIADSJJBlr7GrlwgQyGQIABG+xE+0VblA6LDqQQbctptGw4VYr31CCNhftG\/ZQL85ltOkXsLHnHDv+lZdR128PhWs6Vcm5i1\/vn\/asqiy7d4+FIlb7Pkak\/S\/9NRxLpiDnqoHpvOqronGCD2aojc\/s\/CimcFcRQwNpkGRDAxcceyopi+EFdAAAOtYCALCljv8AiYv6x7kSmuN6ac9Lf01lfMnEbFZldvxGAuFSFOkTqhTtHHarEonL9I4avpLiSmIIF7mDw2sDTPo3pLDw1LO2kQBJBi08Y7az2Jl7IxYQuoBUvEqxB1aQs22E70z6FXCjXoLvYgkF2FvzH0faKqNH0HmNeI769akDSYgRrcAD2fGnWus\/0M2IWcoAszJbrEfi4vqrYnfjw40x\/wAO\/wD9zfwp\/wCNRkjbB15RBJjzcmLT6Bj3UrAfERNUKF1FRYR1wpNt5IB4bU3w8dVwUQ+kMPTH7XUsOZsbUFhoQmFa51A9kurXrSQRksXSFQg6osIJkAACImwAFTxbsm0EmD+61RfCDoqtNgpDAwwMCCCNjVOYxFQopb1juZJkNc+JoR2IIxj+gfzn60zRQIPtpDl8yXzGOZgYKAAATq62ozygSKesbVGoBzA6r7WOq4mYNJsxlWR0crA85B4esR8BPjR2czehMR1I1oNQBvewEjxoXpTN5h8sjuyMphiUSIMCL\/vbRuDyqxTT\/qmFjKjIjqPOBOtpvp60mCY291Z10gkTsxX2EijOhV\/7JmBPUcP7Gv7qGxvSf9bfzH61Fimb7xf61PLYka4YejAPLrpy+7VBvnXYWCSRAJv7KArFwgxnWhFoksdgB+XsqGaymEzJoK+gFaX0yw4jhJ7a45dDcqvsFeJgJyUeAoF4xygC6T1YB9nZx2rQ9GZZSiSAQdRg3mSxAiOVIcxl+tIj7itD0YdOHh9g+tLVkL+leiAoLpKgbibd48aVeZc+sfaa2WNdXnYoR7jWWL9WPvapKWB2wHmzn+I\/WvUyrz6Z\/iNGqVvHKvcP300U5bAYOJv1X4z6jVd5N5cu7mZhIuefH3e+pAw6dof3o1X+SR6z9y\/1cKUP3wV6xjhPpGBI5T41JMupIEeEm9L85iQ+gFlD4gQkGRAw1NgbC5q7o\/ELMhbUSNY5DqlRtHafdWWhmLgqFJUQZ5mkGbJDGCdrVoMwdxMXvG\/bWczGa1wTuUUmxtqH9jWkpNm8y1+sSL8vpQORHW8R8qu6QmSOzwqvo8dYd4q8ZrY9LdGM7riJBYbqTExtB8b0ZjIQrs12aJgeAAvSvMh5JOI8FysSQB1iBGgg7d9CvhmVIY3bQTLA+moNmJO171MVpcV3OIkJp6reke1OCz8aX5dJS7lR5wmBAuHnc33FF5QOMQqzs+kFQWidsM8AJ3oNH0ogKK2rF0gNsLsQdjy99EA5lOSljb9pjOGNp+FMuhZ0QQQeREHbjSrM4+jrTpgoecDza8KbdDYod2ILGVW7IVmJmJG0mqhz5P8ArzzP\/wDXFo9sS5oLoT1+\/wDrxDRLYlzRHzXp7K6URhialjSpWQBAGruAJ7zyrvJ3JBy3UfH08ExCmocYLRsOZFHeVB\/7dDFzJJsJJAPCBJ3qfkMjNBW2mSx1RqEbRx3rfGFGJm0GOEwRiLtZsQsB\/UZ2g8qa+UmVKNhlmBDKTtHunt91ZdNH+KJJjrmxn81aby+ZR5gCLCefrLUqxDyKQYr5pj6xPYbk01w8SUS24FvCs55G54oMbEZGxHJUEAmYZwGMDgASYA4Vb\/1tcMmV1mQEBOlYBIMmJmOz4Vm\/WoW9MOyLihgZc6eWzg\/KtECG6NZI2UN7DPwpR0\/mnxsux\/w+nS2sOrWIHV2O9hPdFP8AojE19HuoVvQPCqAPJrCU5XFlR6B3HfSlHsJJn3zTLoN9OSxSeMrPeRSzFAXVsAPlU6sc7Ae2p5fNOsqhIBN+60iDwNLMbMaiBwme+\/GmuazrriEKSAE1iRe0+61MV5jZtVEnrE\/mtJjmL+Jmu8nME5h9LG8aReBtuYBk0BmemHcaTBB7P7Uy8h1Xzt7wbRPAWiNr0z0Lelci+AwRmQxtECzGeIB7\/CrchmgEQEry0hhImeZ+deeU\/Sjpi3SCV2YlojvFXYzhSOokSstHW6zKInbTB5VPqjujsVMVsRHcJwVbA3F97zWXxNKuV1CBh6iF2kAx3zE+NHf4tC+MuIj3XSpUSFIt4Wi4oBtA04gRyChWFA9UaJN\/dTDVuQxEbXCkSgLdYbgTaRYbWod8eMLCtJZmmRGxFp415lQs6VLy6RfSBe3PeiPMq4811gcNi82M6oECTA4VR5gjXnEwweorEGOM2PHaDTrIdGvgYuKsErMKx4gE8uNZjKMz5pigVXLnTqNlJJ5cqe5no7HTGZXzB1KocldRB1FpHWaItG3HsqUgvpHAfW51kQy6LAgEpBJkT6sUDGKDpVyYsfV9PQTBAkcpplnmMn9S+5Wb4UtTE60XF1B91SB7m0Hmn3sh5k7e0mkQUaFYapMKbGCFXUp63Ah+yYnnTrK4PnnxRqK6ECSp313vfcabd5oLPYKHF80FYebULq2BgLHjpI5VVrOdJr2X\/wCKq6M9IfqFHHLh8wmDsGO43spPyq7pTo1MsyQxabmbERHx+VVkxzDCVEgHzrET+ph470KusmSQ34jCAIAIcSZJ++2hcbpXjoEh9QJPNiaBwunStioNy1rXZg0n2VMGubPrhYhZ5gsQIE304Z+ApTmem0VUEMSmJrOwkdawvvelb+U8sS2EpmTDdYbDgR+z8aTNmluPNp38fhVkS1p0BxXRAy\/iAN+jSlp7wPbWoyWHo0gwYXTbsPdXzzorpYYbriaF6s2HVmQRvB5+6nB8syTbCH8Z+lMTW96EXTrnjHvLH51DGcam7z8a+f4nlZjz1CEtqIEnbxEf3oP\/APbsXmP4m\/8AKmVNP\/KRdWWUj1dJ90fP3V3kFmQExf2cMtSvprNOECE9RhdYgiNJubyZ5RQmQ6WYuFAADDQZYqNKiTJgnYcq3npl4cTzeMHadLEkaRPGaaeVvS65h0KA6FQL1hDEkztyqOe6NJRcZoOFIZSrEknSTF4IYCT4Xigszk5w0xw0I+IEQGzmLmQLC07GimHkLmCGchwh6rEwLgQxUTa4BHO80izmOWc8OsGj9RJP81NvJHJg4eK8Tp023lQ4DDv0kiRzrP5kEYrryb4NFTq8fROk3dsp5tbxgB1A9YSyv4jqnuai+h20ZFzsNBJ\/5pR5TKv+DwHkllGmOEOBN\/3QPGrMvmHXJbDzTLpm0yeEb8x4+3LRJk871BhszhGYayBMGbTMyDzt4zVOezLK2kMHG\/WUEexhb+9W5BEfzoZZTzcwOrMSRyuG0nwrs\/0aThnFBPVbSywQQAFgm37QG\/wNULQysZ0xf1SY\/wB0\/Gm+Iia4ZW66RKsqgA24jelaJ1RfanOIjF1IfDELGl2AuCb8wv0qUDY3RaBWb8RSNiWQieEkDnbxqzyHJ88IgHXTFEYqwfQQRB04gYX9lLfI0kZmP2h8acDHynwBi4zqTGki6gEi37REbz7Kjm3MxyKcR+ZdwbnwqfTWXJxMUoskvczeR2m8Dlahek8ORYEnTwBJFhwF6NJ4GS1rjvAnWIPH0SB4XobBI8yv738xq\/oF0htbnTqG7MAARMtBHvoPBxtTYekmQxJCnVGp2IsLTtQW9GZS6FlgDUDI7TE1DLEHGxCBYrI8HG3tolcBFzJQCFAuDFyVBvHHYeFTyvnDrTSWgytxMT8Lzf8AtU0JuiMJWzUESNe1+darpkg5nEUWGlB7mPHvrL9H4hTOgxZXuJHAnw3mtF0lg4gxcfEZGgkDqw2nqjeL7EXpSBnzbHWAFGlxJLWMqygSYv1WPhVAaX6pQlmEDWoO0Ad8xVGTw2fCZlAJOIJ6wHqseJH5\/fXuBkWVg\/UsNRAZZGkqbwT+U7dlUX9FdIhMPFLIzsYaR2EzJNxM8uFedOdIsvmnw2Kl01MAeYWJ7Y+FBDE0JmEgTIGwIs552oBs1ivpETAgdRZA2iQLbVIWjFzZLjFUiVE6edotz391eZjHZ4cydQn20HnFxMJdT4YANxIA8QRxqOFmg4C6SeraDFgpPEHl7quMrjlnYCB4XNiTe3L50ux8B0PWUiTxET3TVD4Vgbgm\/I3Jv3VEY7r6ze01rE1JwRNiO\/n9ke2vA44+B4ipJ0jiC2sxyIB+VdjZpnA1R2QACZoizLYDOSEBaBNhw5nlXuayroBqHpbeBg+INe5XPlAyCYmI1aefHt+tWv0kCChwyQDxfjz2qgfL4rL1gs9XY0GAOdMcLEUKSARI2mffS3SOfvFBpelMQFzB9HWT29ZRAoHKICqjUJAc77wrcuymOe6DxmxXZFV0MwdWn0rxeDbaeyhG6HzMgeYhQR6LKbDlLcqrI7EwsUZZNRhEdjIuSGWAIi8Fo7JPKh\/8QWy2TQeriOWuJkkAW7viKd5lMRsouGMNiwB6vVsSynnGwr1MFjlcvglGDJia3MXUA8JImZqaq7\/8foCjp+ZCPbNZjpTJkZjEEhQGAE8dcafiK1XRmTfB1eZZgNtTBdv3vrwoTO5N1YuxLht1RWkGw9ITFrzfburO+1TfFOcRcsG0ebw1frbGAdR2km8REWodEcocJbywcrBK2nZBZd5t8hRGXOGjE+adWazHSzSDz0gap7VNGphq5DCbbRKj+EQOPLjUrUJHyuLhgwBLKVnQWjVPKQDbjzHfR+UwX0vqDqXADgt1WC7cSZEbyDTQJ2376hiodJm1jxI4dlNXGf6Tyow1BgBXNmv32Inhzr1cNzpYoXaD1hpAM32mhugMq+JhdQExiqGiD1WgGZIkCefE1oejUVRwA1sOQ9I0qRms0hA62E07R5th4zHDhflXnQOMyZgMqqNp1yBYcduXGtnmcdEEsQt4E7k9g3pZi9L4YaCGHGQAR7jV0LXy2M5L6k6zE6SpAEngRejTn1w760XEAA65tEXtxNuYq1umMuf\/AJQP1W+QrJ+ULg4zFHDKwBkEbwBAg9nvqZq6cnpLzrsXfC29ZzHD0Qrn5VYmYwkEocoDvuWbwLNvWTwsVoi0EQb8JB59leRcXq4mtLjdIecYfjYWFvJCwT3ksfdRPQ\/SSjFRNaFQY1gsC5IjZjxO9vrWTCamInYA+jO89vZV+WQgg6mhWBMAA2IJgzY8qlkNo7JHVjuSsksTw4k19Hxs4iOQxRSVUxqUeqOB8Kz2U8lUVg64jz3LJ91P8z0frUdbrgAB2w0cgDhBG3dftqWtfGf8oemWRWGAMNdRWXWC5MkttbYC5oTOZ0nJJjF9b+c6ysispUM1oI5AbUX5V5HRlXfUGZShU6FWOtHARx+FJ+isIYuBpxCIILKgXqyATeTbjwi9WZiDc\/0vgYbLOAh1rqJUg3IltSja97+6s2vSLK5ZAXCjugTN1II4C4AFarpfJ4aZjJIEGnU4MgdYBBE+NVdKdGouZwRhqia9ReFBB0lB1QRCnrm4pMKW4vSz5tQMQghTKrqRTIHAINZ9ldm+iMwZcJpsInEXXYNJmd7170TilnwVZ5LNia1B02RtKyFiNmorOrgLmQrhVXzYN2MSXYE34wN6Iz7dHufV7+sD86rbIPM6THcPrTvpLO5RSFw01EgNMsFg8LX1RwjjReBg5LECwYLWCtiMGmYiCd6uoyhyT7hG\/hqHmGDAsrAC91gWv8q1XTfReBgJq68mQvXMSBN5+lIHwwVlW3EEEm1+2\/jtV1C5sJ79VvYamFM3BuPhb6UW6HiCZ7aqKE8\/nw41dMG4agpdRYcp4Us0D83wptgYq6IJFh3GlPmfv7NDGszeAF21C59ZvrQH+MxP\/sf+I15XUjLsLpDFMfiP\/Ea3J6mDhMtmZQSdybTxrq6lHuHcib99\/jRWBhgzaurqw1Ax9KOFRzawbWryuo0z2d6RxVmGiCeA+lZ3M9OZgj\/NPgAPgK6urUZrU\/8A4+c6MS\/A\/AVWjFQSrMJ6x6xgmXvExwHsrq6s9a4q8oXJ0qTIkm\/dz3rOYfzrq6tJVD\/fsNQyKypJvc\/KurqqObl31zcK6uorn38KI6Kvi4QNwcRZHPrCurql+D6Xn8UovVMW7\/jWSznSeNP+Y3trq6sRus\/mek8ZyVfEZlnYmRvTnorMuuAVDEA7jgY0n5n211dWmIT9JZx8Z\/xGLxtPCY29ld0ZZ2\/0n+Arq6qND0P0dhhFYAgtckOwn2GqelcigxcQQSBgqw1MzEHW2xYk8Ntq6uqf0rPdJdRyq2EDt58Ter8K2Ejizap8RF424V1dVRovLlAfM2\/P\/RSvo++FiTeAf5hXV1J8OhF4dx+dePuPCurqogyC9tv\/AFr2urqK\/9k=\" alt=\"Historia de la qu\u00edmica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Historia de la quimica (ppt)\" \/><\/center><center><\/center><center><br \/>\n<em>Figura 2. Accesorios que utilizaban los qu\u00edmicos hace much\u00edsimos a\u00f1os.<\/em><\/center><\/p>\n<p style=\"text-align: justify;\">La Historia de la qu\u00edmica, tanto occidental como no occidental, se desarrolla de forma contraria a la historia de la f\u00edsica. Esta \u00faltima contiene gran abundancia de teor\u00eda, quedando la actividad experimental muy por detr\u00e1s. En la qu\u00edmica observamos una fascinaci\u00f3n por el conocimiento emp\u00edrico, por la experimentaci\u00f3n con toda una variedad de sustancias (l\u00edquidos, s\u00f3lidos, gases), utilizando todo tipo de m\u00e9todos (el fuego, la ebullici\u00f3n, la destilaci\u00f3n), pero sin un marco te\u00f3rico s\u00f3lido que gu\u00ede la experimentaci\u00f3n. La imagen de pel\u00edcula del cient\u00edfico de cabellera hirsuta metido en su laboratorio y mezclando el contenido de probetas llenas de productos qu\u00edmicos de colores brillantes no est\u00e1 muy lejos de la realidad. La qu\u00edmica ha sido una ciencia de pruebas y tanteos. La teor\u00eda no siempre ha sido de m\u00e1xima calidad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Dmitri Mendel\u00e9yev y la tabla peri\u00f3dica | Ciencia | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">Suele atribuirse la tabla a Dimitri Mendeleiev, quien orden\u00f3 los elementos bas\u00e1ndose en la variaci\u00f3n manual de las propiedades qu\u00edmicas, si bien Julius Lothar Meyer&#8230; (no podemos contar aqu\u00ed todas las historias).<\/p>\n<p style=\"text-align: justify;\">El mundo occidental desarroll\u00f3 una teor\u00eda coherente que predice qu\u00e9 elementos se combinan entre s\u00ed y cu\u00e1les no, y tambi\u00e9n por qu\u00e9 algunos compuestos son imposibles y otros no lo son y qu\u00e9 es exactamente lo que va a suceder cuando una sustancia qu\u00edmica se combina con otra. Adem\u00e1s de Lavoisier, hubo dos grandes pioneros en esta materia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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NqU1qDkFZQkd0xIMG4MCRHIY+4ZmhQy9KRUKsurUhESTOkqbSJUYa5hFFOnUdlCPBU1IG41AWsDH44SBV3yT2eYWOS1FBt4XDYpzFOtMlFa26tp\/9LD8cOBTpPsEb+hlP4jFFThtMbCpTPUSPmMTi3M7\/SioabiHp1FYaRcDeQNViR+OGv8AgFpp1B6G+87+m+FxpkVkGssJvqN9ifM7fGMaDOuETUE1d6Jt850nzIkC\/lizGM3K27LXyOYp7EkTfyknx8vQYEJqD30vaSvdJsZuIPvQPXDShnmB06HVouoM+sEFY9euCaGeDCzC1yNMx6rbDQz4zJFizASTpdZEkCbiD0HjBwXl8+9MTpVg0yQ5vdh7p5WfneDhjmcxRtr7Mk8lYSNrwYPI+E4E4nQo6NQU3BIOmOUAzMHflO+JqnTU\/wD+5pPQp06iVtSKAyDu9q+kqZqIZVRudpmNgZwPE84lXNvUpKaSVCe4TtKd4Eg3UkExffDDiiZXTRp5dizhT2xaQe1LT3dUAi9itoF74z5PZuCdpFja2x+WFt8akk7NfZ\/Kh8\/RpQIqa1gjmaTgfOPhjcezMVOAl6pC9hTzCqRKsrQ0d8NN9QBGxkAg88erNlM9QqhFYo4IXXM3iGaLG\/TA2U4jUOWzNKWWkXaqUv8AxHGgBjGw0jpMHqcJ1Ey9MOD5h86mXo1BGXyqIpUQdb8pUmLi5JsbDyeVkNJlWkSqMB3RDANqhdx1HKPeEzvgH2NoLTyyMbs0te4MgQunxXSPHflGD+J1PdYkmCQREFU1CO6LghlW2926YVIvp19LlH0qWupWYcEQRBFm2MTMCcfVaPPVqWbkldN7zbmem2BA9R9EjTBW8wTYtsJiZ59Nr46cwJ37x2YCWIkyF5Ag2PL5HGa1DSrligEe6AS1gTtPMR9o7YEqZXs3przKEGNiQVufEkkyOuD6lUOh033g8uYnC\/Mu4el3bwwk2n3b\/LzjAQ4bQBRJQkaQZaIDaRdfUn1BwRVeY+s6R4SdW88rj9TirhLNpjSYkgk+AAkdRvtzGPqptpLamUzCiLECAbX3nGa3Eaz2a40G0ACZMA+szbx9MViQwWABEKxI1SbwPWMWQ0TZVIv9rUTFo6HFNOmDpmXHvBydpuPPYfLGG9nvsFR\/ecrlidSolWtVdgCJqs9QqBYgqs6jMqTpF+8MMPahKaNU1IO0dO83Kp3SuoH6sd0RaDHgTp+G5MUKNKlTEpTVUA\/lAifHrjx6vm8xXq1X7ViRVqKJUFVVXaFkC32Ynnj02vP9qTw4B9SiQ40kIbssKpAk++ompNpaOuNP7B5JaZVNiGpbEGCSSTJF5eWjlqgWjGaGWqEhg1IkEnaDO9yPLfnbrgvhmdq0CKgRWWm6tAMAiZK7W2InljO16j2h3hSek\/LFgxnM9x16eVp1TTUVKgDdk7EEKbxZSZAKg23OH9E90E7kSfPfFR1yAJJgC58MeP8AtTxU5qvqADiodNJJMLSEgVD0ZyWaeSwDtjX\/ALS+LhKf7uGguNVUg3FLbT51GGnyD+GMZwnLFadSuL1WVitM3UUxAuSdXNSQGnSQI7wxm1ZNltVgmWanA0uzUyQbhu0CaxztBbxgYq9ozro0K0yUNNXI5dwA3NyQyjlGJcVzDChTDag\/buSDBUntdwwAvJ8JjYWxdxWn9GaemBVoi1h31VaisdVz7p2i2kXxfvRfAHBMwj1s67MQHCkxpnZ5ieY5R4Yo4pm0OVCDvHSApEwGBQsHkCG08x5Tc4r9iXIasojUyqVmIkaomeUkbRvgHikijHMu3odK3+OG+k10e0qdLsAEN2oU2qU4b6OppuYa8NpDWtMkWOCfa0saFJnADaxqgW1aDMEEyJnFftgqSqoCFFGisFifdeqJkm8mT6457RlP3alpBABWJiQugwDF523xVx+r\/wBV+y\/De1GoBDULEU9ZhVi5diATuOQP34J45lq0uHBp1aahh2bk06lO\/eUwCdjuAbR0JE9l1Z2FMOygMCGXSGBaV3KmRJEg232wdx7N1FFNqlR6rdiD3tCkF2Ub01ErcGGH34Twy3zJuA1Wd5ZpIdQOsaHuIuY\/HDz2mqtTRNJXSre40mTyMNcRBm\/1hhD7LGC4BE66fn7tTa\/Ln6Yfe2lIhQxTc+9caZG0Enfw+zhb+K4yctFfDlhVeowpKxYK0nlNhqJ6RYzfxwYrkyHWNMkWBJYDVCsLxp8BhJxDNFqCIfdQuIAiZ7wvN46+eLOL1ASkSNMAEavehd7bxHhfE+ky6o4qzUzChVBkqAAd4iWAA\/0k+OO8MyLVHIRtKhSYI1rM2EBhc72I5WM4jxPNHt6QR9IIUMoIOoloMwSTBG1vIYt4bl0\/eyoUssGCOUgSWm8QSPOMS3S4zewXEMrUFWozU1ddRnQCRtEhZ1R8fWcK+JuhVdKgGSLNM+ERKkY0XHkcZns6ZUAUwzEhYgEkkkctsL\/aA0nphqaK201QTIbmjDnYH4+c1Cls2+pHknTpKyBuCCRbyFzieczLs9WDpVwGdVsCRESCBMMZwPlq4hAR7j\/Ilfjs3x5YJ45AqlhsyAi0W2uORkG2CHnBqtNUpo9OSVpxKxJCj60SJ64e5ml3CFQ3LQVEDvXhlbumAdMnoNsZ7h+XKV6UloCoY1W1AC\/QfhjYUyxVtIUKWMDUWkRJkx9qcS1YSnLvIDkhZix2MTuRAMW22nzJzKqoncgCb6m2sOVzJgjyvieZymqztqnkDAkGYnfYHmNtsTVwogAruCAsn\/Sdo8x8MZrWJhlXJHuwton9HAXEVg05M95h8RP4YMywtMk2G8T6xgDizHuR9sfMHAR4a5ghVJ7xB5CNTXBO8Wt44urOIK6zqBmE97THWOjL19cC8LqXb3uf9O5NvEz8sSzNT3gWA2Ij37TJPWwj0Phh0TbtVxIbTCm7ltxc2iYH1T6nAlRg2lWJabqettj0\/Xlj7Wrd4XBJDTy90G3oMUuxCwzhdUaSo5CJX42xm3+NSf17YlIKIXujpy\/t6Y849rMxTXNF1KuCF72oEG3eQxbYed8ejZi6kTBIIE9Tb78eF8PytSoHU2j6rLtcrFhv3Tv0x1tcpDutw9Gfutc3GnvagSTEg8j4dMQqUqdAozAOgfv2F4kskmwsDY8\/A2zQzLoVVtMfVJHKdt9pA8o8cH5mqXoliixsYJBMA7j09MSaW2rPaDiTZqvVqItQrX0laY0ghFACl2uYYLr0zHeFsVjP5qkv0bV6cbBandHgQIw3\/Z1lVqIzuNTMSD\/ppmwEXEnobjyxT7U0RTpM6hVIbYgib7Durfn6Yv1s+9FfAszUz2Y7OqWcyXd23ZRAVPADoPHfDriucWxQNT0kU9J2ClSZA2E61kdRbbCH2UqAvUY91mprpKkgBhUqG89dI9QMF52rr1O3VGk9O4JPw+XhjNreONc49JoUzEzmKrEbn31Y77j++KuLUTTNFlBXSaIfSYA1dwrExNyJFpwbmasUANMMatbvcwvdBUcwTNzvgfiwFTL1AoFqKkEqTdVLAKeXeG+wxqf7VMpeMpBw1CterTnSAjzABMAi17bfKcC51VLoiv3JvqWNMwCTG9hywTlqg\/fQ0BtdOYjmaevTG4vgKoZq7frflhWZNw84s\/bPrNWjq0gHS2mYJIkMd7xhhxWnUrZekq\/SPKkwVM903iBHljKlj0g+WNLx6P3WkaYbRqUpMbaW9ZmcJVuOtK+B0DRZzVV0BQhTpJ74uPdBxzj1dDSpqrEkUVDEzOvtE7pkC4AItyHhhOubqCCKjjyYx8Jxb\/i1bnUJ\/qVT94nDc1pbheW0\/ZtgKjAndqf\/AHgxPgcPva4r2VMlu9OyldJPPVpi45T44UcHzZd3LBQQafuqBPeO+H\/tVUdaCMIZBGoPDA8hEXN8W+JL+W2UdZpGws3\/AOt\/yxPiYADbbz\/7SHEBmk50kPkSv3T4461ek09otSPBweUcwOQHwxmajWW7bdDM2gFan4Vo\/wDdH54u9lIGYSSw3A08z0a47vPfkMCnMUmYM1VwQ2sTTB70hr6TtIHzwZ7OlRmKZSssloI0sCQd1uOe2Je9GN1vYj2qkZqoB9akR8i88yem\/rjNq5FCt\/MKdhJk3M+BgHryxp\/amk\/7wXCEqFglbwSkCRA5npjOUj3GVrH6OJ8A8\/ePji2pJLZCvIr31kfWUkHz2xZxNyzMS3UXsBBNhyA8PPEKlXSwPiPgDjufqjU83AJ9bz8DisNvngO0pMARKiLz06k\/CcNsrmQsy0nUJBIJFjuBYYX8dQk0mY8jNx4WtviWRI7wNhA5iwgiwFhEfPGcmoJd11ayTbqe6LRMbbTc4IDKyAyLzALGG9B71rxgPtaSRsW5E3b0m\/wGCBmCyzDLtHI+Z1XA5bYzkuIulU7oA+yPAfA3HlhZxljCmfrr95\/PBRrqAPLkdXz3PmcLuMuSBAO6bj+a3hhF05l81p1RJM7TbZfnz9MSq1QQTIDj60XABPLmIPjviOUphlcTHeF9o25+mLVVO8SLzcxMi3ptb0xLFlgZcySbSxKgW93neORmfliuqzxfTT3sx2526yZ+GLc3xOkoIDATvBmOXupOErcRpAaUVn9PCOWo\/EDF4054vfuEuKlKnV0wzorXMkAgNGqPHHnXE+GdlWqhwpYlip6qxJDQDub\/ADwdl\/amrTy\/ZqE1LT002KMoELAmbGLYS1eJ1a47SqQXHcsoEjeIBIJubje22NZ1Pjm6T8WyiFaah9LaSBPJtbR6+XXA2czDCk5a0vU1CbagNJAttNvUWwJxjMVA0qy84lUb63iJEfHFnFnK0qqvEsC4IAjUIkiOq6RbocS3qJMe62H7OqRHaGO6GYeppKxEQZvqO3MDlgL23MUXHdHmPHl3R3umGXsOg01IuNTqB4LTRTO8nUrcjvhT7X\/walgLD3h48u6L9PHG\/wBU\/dm\/Z73l6aRPT+JUufLDlZQaiIYhSqm8WkOw67FR4yeWEvAagVhIn6MwOU9owk8zEyB1+GHaZeVNV2IEEAm5ZuQHrF8csr3qPThjNW5ebfMjOlPW0TVqgExd2NMDeNyRueVsG1CzU1QqQOxQCWCiNJFokm3XC7jFMBGA3XMPp8g1P1Jkr8MHUKndWSNXZU5IUtyNp2HljrJ+TzZZW46YgVCtbLutm0IJn6wmnJ3jbFdLMFazsV1FSR\/qkSfkcW8eSNX8lVhtFnAdf++3hgKjeqQDE8\/M\/wDjC+sw4L\/vAZtIV15DYj9Thtx9mbLIzKqkssgKQRY85g2+\/CDJd0VTMwB4fWA5eeHXGRGUUs2ppSTq33ju7cxgs+ivI5XUGZiAi+8T+refji\/OUaTrroEkKBrB3nqLT1wJQzGqjUpAHdWvAEalG++5HwxZwWp2buSIAXvc+YGw8ziaaud30u4AO+wnc0v\/AMg2xoPbBF7BNRIYHu2EMbSCRvaTy2xnvZ4jtT4mnA3\/AMwcueNP7X2oCEUyV72kjSN5k9fd9cP1X92SyuWNRoUDqZ2A6\/dg5OFBtmLHw2HnE4Bo5oolVRu62PkD+B+WPvZbNBHYFu6VveOYG58xiYxfkzsuotzfDmUTcr1iPlgj2YtmaUIHvseVve\/0i9umF3Ds037zqLEy7Bh4XtHptg7hRUZlYcousgMLGJMDrf3fXEs1Vwy5SymPtu7duCGKyv1WPhvthImaqj\/Mb1v984ee09HXmEH8pMknYX5+WEdOstVW0Jp0CRa5X+bx\/vhZdpLjqSktQksTyv8AniRqX2HuiR1i1\/E9fHFsAMB1IEetvyxzMUtDlTupK+oMY256b7jEBaXdiFBI6HSO7POOuPsmBdTG3u2sNthtgSs4anSj3Y+tuTA3PO0Ti7JsuqPAdOu1tufxxjJuL+0pqxCpsYsLT4gDBal2UHTBm4gTF\/Eifj+X2kev44hnHBgEwZFiCZM7afrYw0u7RhFhtuYmesC2F3Fc1FzJAiw62wdS2FuR5QN+mF\/FUAUzHKx+7FiUnbilRrIVH9ClyfXTb\/dgWrRqVCAwc9NbQPT3mw8VG0KV+wTb78TOVYGlzneSOZBk32icbc9M8cgZgkctlLGT4sfDpi48P6liJG5i3kAMOVyrdoWlbbRJm5PIYtqZVIEsbnqBz8SZwFnb0xWNAoEMAhlEfU17DfaPhbcYm2aSmI1d4wb9d+ewnFz5amawqloYWNx9nRceWF+by9PvMyyB0uf73xymUysdcZcSriyBqmoQwvOnbeJif1GLPaGhqoP2cnRJYKJAQrpLQPdiQTytOBOMVDTFIKBDGpOoTYOBA6b47n6pR6ukwRcNI1BtIuDPn8\/Gev8AGfNtx7AVA1AEbM1Z\/wDcS3j16YUe1silU90TY6lsfAd0d7p44J\/Z2hNNXPMEKBJUKRJCi4AnlHTbC\/2rkJUsALzI8dh3Rc9eWH6s\/sWeyVBXqqW2CGByJ1M0E8hCnDviWa1So909nb6oAKghegmT\/wCZxnvZ1zqA5FCfg5\/M4aZxgqzYAD\/vGI6+++bqOZYmlJ\/6zcucUDvg01AFW5A7JDJfSJlunjO+FVFHqqyiQoqFi5\/mFOABaI0j4jEquQpox1swOkTJvN+m362xqeuWV60U+05szIVhgquNRJkGVa+\/Nf8AVhNwpwKgJ9cP+KUqRpVdJkhZW\/MX2nCDhJUVqZb3dQnyNsWsGNJ5FQAg90f81w54sVOSQIT9X77\/ADnDD91yxiSfWcRfh9AiA0X28J8R+pxdLtl+GoZeR9Uf81OC0gNVH8p+\/wDth4\/CqAEq9\/6hiFHg1Im1SJEEzyw0bhPwBwKwkgTo3Mf5i88ar2vJOXtUAHdldZOoW7sHxvPhhHW4ctIgpUljA5WOtTO+D85ly4C1KupQZ+rExE2GJq601c5ctssdj\/S3\/E45lR\/F8j\/yp4ZZ7KoGAV7GQZHURiipk6azFTcwZHLfr4DEk0uWUyy2Hyw+lY\/\/AFG+ZbBHBDFWlCBrju\/rpv6YCDjtPf3e5HnvhhwzKEgMKihgdpgmPED0ws2Y5THZn7VMTWpWN4F5O5H2vPGe4cSoqQT7gHxZZ28CcOqmWqVaggDuwwBfcTyJ8uVsCLwismuVsR+Ib\/twTfhRXS89CI+\/FmZGqrO7FgxJM3gNM+eI5pCH0neQI+GPqR01YIvqYEdDdfvOKXW2sruexpMXD2HPaw+rsMcybNN5AAsDG87wOWKP3lWpU0hpUAQZjbleOhtiimtRb6kUeAnGLFlaZKlt9\/HA+fqQotNxckr6zuIsbYSGuPrV2PUBgLeQvjjV8rz1MZvZif8A1CMTicjXLcTpoApceQJbmbzvzxRmM2GUqFqGSJlYm+2o9cBpxHLIbCq3QIigbRcs0\/LEKnF1nu0iRb33vb+VQPvxdGzc5ippCpTWmBYann7sDB6h+uiyCYVJPxMYXNxKqfdVRboTb\/WTiBzGaIP0pUdFIXw+oBjTJvVyLlSTUqtFwBYG3UeM88K\/3ULBqVKadVarJjyk4XGlqaHqFz0ZtR+eLkoLtAxQ84jXb997K2gxI0ruUJ6Tv44HznDqpY6ai6dRIGgdesEnFVXMBajNC61mGmY3AvM9RvgvLpXYxqjmLD15445WTXbclLs3laix2nf30kWi97ERirOZtyhW5UEE2vvuSN5wz4pk6hptrYlVGraDseh2whrVjoYTuL\/DGsMuUTKaaP2E4q6UtAptUhnAiBFxElrRflJ288VcWzFSqHVaektIMsvrsPPAnsrUco+h9BNRibEm6gmAomNjM7jEcwlXUT2jkaiCdL8hPXy8caZ+9r\/Z7h9U1VRVGvQ5M3sHXkN5naRiORzTU6xqVMuXsBDOoIgsbCIG48oO+COFLUNQDUxZU1FYYGoutTo3uIBJF5i2xxdmTUdmOlbmfdP3TjOeXFrHeSvLPXqNUNNWpozlveiNUWLAd6AQLRGKEySiodVVZIBJAmTJG+\/IfHEKD1Q5IKqS0c4GwgKTHLz3vhpmcx9KfpF93lTMe820zYfjjeNl7YymimplKZLDtJttoPiMZEGPMWjxxuUrnUfpG25U7c\/5cY\/P\/wAdz\/OTO15kn441UjXpw4R33C7bqNyJi04rqZROVVBeNokdbDC32fzTmuJqPEE3lo5THOxjGjq1z\/1OY3pHw+GAGy+UB2qUpmAJMnygY7+4N9umo5kswG8Xx9xPMt2LxUEjaKZB3FweWEfDc3VaqoaoxXcgwRa+3PrGKGOcpFZ+kpm0SrMQO8pm52HXwx0ZUGPp1M8\/x32\/PFvEa1h3gdz\/AAyOh9fLni4Ow+u0c\/oj+WCFPFMnrhRUp7+Mn9fhhTU4U45L5z4x08MaLijnQxDtKo0HRH1bHb7\/AAwk4PmKj1QHckROwPyG+5xNNBf8OfoOV5tzvt4HDTg2VcJAqKIlve+Qix5\/EYAqZqp2pTWY1kRA2kiPCxPxxqaVgBMQP+kfhiaNgmp1FaA6tPQifU8jidRKy2Knr7\/SN4Pl+r4+qKC4ki4O9Ex\/c8vD1wv4Zn6j1dDMpUfy8geYFzsPHALa0tWkXJfkZvPWb44Gb94uontDbxnbe98dyEmqs\/b8et9r4jV\/jHnDn4avG+AcZsVbBlhSTFo9N8DrlAdwT+vHDHiCgadt+Sup+dsD0kB5D\/aTzwo+SigF0PPcgfdiLFAIOgf6pwWrEKIA35IQfiThJXRSzzYhjEmDBE7THP7sJC0atIdfghxfTojchz6AW9YwPlqwNjJPgbeZINsNKoAC6lUyLAuSfmMSxYp7MCSU\/wBzEfniOlQT\/DHhv+WLqhAAIFOegWfLY44CYmGG+ynw6g84xFB\/u2pjBgybrae6sYpbhd7sx82OGGV\/iHc97ciD7g5QMEuRgMvnj9NIJK6jcmT\/ABDcmOe+NnkdOlDFW6DYt0HjjG56nUasWVG0k9N+95emNhkandT6Rx3BbSPC3u45fJ5G8L6+4zahVK9qD2bQZaxg+OMdUpsSN7gfO+NpnailHDVH06Tq7nKDOyjljINnaYgKdUabkX5+nTF+Lyp8nq\/gaA02Ulg5ZdJGr+UWC8xuPLlvjlKlz1Hdjsd9PwxbwHMQCogk3gjkFZuu0D1tgM8QCgKVQ91bz1UeOOs25rqdNxVp9nJIgjumYDd4jUOS6vwvjXWi2v4HGX4dmdVZWCoSFaFEkbqJi9+8fhjR0jAA1VDH8n\/844\/N9Ovxg82wAm\/vn3vM7eODc1XJqyare4f8ox7xtGna5vhTnA7mFLRrnvCLb9MFVGzJqLLgEq0QBZQZP1b3ON\/F4z8nqDVDqPffYRCR1\/lxkuIGa7Tzcm\/icaiolUt3qt\/T8v1OM3xlCtZtRkgi\/WRM47VzMODkiqIMW5CT6DD9q7c3q7j\/ACx\/8cLqPDQplXAI5if\/AJYudas\/xT8T+BxBbxKoxpONVQiOaQPUxbCbh5PaLc89t\/SeeG7ZRmENVkHkZg\/BsVrwxAZDKCOYmfMd7F0LON1DABarsY1BRfTygb4OYOQLVem67fHCTioKhj2hcBTdmJ70GwGqbdfHFioY71R97AFo36FicATnwdDWqRpbcjYr54S8CU9qAJ2tFvng5wNizxz\/ACvjqUKAuCw5SABv6YgVZlIrNy753397njUCm0C1TYfXG\/xwqahSkEKTJ6rPntjjLRv3bea\/lgGGlta2qbGYq7i0xJhbx5+mE\/DQBX3i5FjBmTafxxYMshI7gI8wPI39cXhKajvL8G5emIF2SH06mY7xO8cid8ClpYnq+\/8Aq6\/ji+mQGUnbz8OuB6bRpnaQcFP+I1QQvfBvt2xc\/A4jlXWNx\/vI+Qwrr1lAJBkggiZ3F8WrxK3Pl0\/LANnKwNo6doTjOcWpaqrQBaOYiNI6kYZniZIi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alt=\"El devenir de la ciencia: Mendel\u00e9iev en San Petersburgo\" \/><img decoding=\"async\" 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\" alt=\"Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">En 1869, en la Universidad de San Petersburgo, el cient\u00edfico nacido e Liberia Dimitri Mendeleiev no pudo encontrar un buen libro de texto de qu\u00edmica para asignarlo a sus clases. Por consiguiente, se puso a escribir su propio libro. Como Lavoisier y los antiguos chinos, consider\u00f3 la qu\u00edmica como la \u201cciencia de la masa\u201d. Era aficionado a hacer solitarios, por lo que escribi\u00f3 los s\u00edmbolos de los elementos con sus pesos at\u00f3micos en unas fichas de cartulina, una para cada elemento, con la lista de sus diversas propiedades (por ejemplo, sodio: metal activo; cloro: gas reactivo).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las 32 mejores frases de Tales de Mileto\" \/><\/p>\n<p style=\"text-align: justify;\">Tales de Mileto<\/p>\n<p style=\"text-align: justify;\">Personajes ilustres como Tales de Mileto y Pit\u00e1goras fueron pioneros en la constituci\u00f3n de la ciencia matem\u00e1tica. (Qui\u00e9n no ha o\u00eddo hablar de sus respectivos teoremas?), y figuran igualmente entre los creadores de la filosof\u00eda. Efectivamente, la ciencia y la filosof\u00eda nacieron a una en Grecia y no es extra\u00f1o que as\u00ed fuera, ya que constituyen el resultado conjunto de una nueva actitud ante el universo: la actitud consistente en\u00a0<strong>buscar una explicaci\u00f3n racional<\/strong>\u00a0tanto de los acontecimientos de la naturaleza como de la conducta de los seres humanos. Para ello, Tales de Mileto comenz\u00f3 dejando a un lado la Mitolog\u00eda para aplicar la L\u00f3gica. Toda la tarea de los pensadores griegos, cient\u00edficos y fil\u00f3sofos, puede resumirse en estas palabras: b\u00fasqueda de una explicaci\u00f3n racional, distinta y contrapuesta radicalmente a las explicaciones mitol\u00f3gico \u2013 religiosas heredadas de generaci\u00f3n en generaci\u00f3n. El surgimiento del pensamiento occidental se califica a menudo como\u00a0<strong>paso del mito al logos<\/strong>. Si hablamos de logo lo hacemos de la raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Filosof\u00eda griega\" \/><img decoding=\"async\" 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z5ShUt8WgEDX1nlQa7jLdxWGcpBgyQSwHi0kTz0AIrRiL6XMvdTkEKATvA1YwNyaC2lwPneYMnTb7uvpvWp0Z7uUMYCgHbqTWOGw5uECecEAGfbrRPg9ghy7AQTuCCI23B1jaq9l07Br4Bw0KoMUyqsbVSwFxMoq9mFYsrSe1KlSoiUHxn1x\/Av7jRig+M+uP4F\/caR2q2+XlSpUq9QM1KlSqGxKxfY1heuqilmIAG5NBMRxc3NLei\/e5n06VPDDLLoLOOvn+JvIAxWQTG4MKDl05AqfnRxLTMAr3FCjYiM2ukgR4D56mp3XXc1h\/DHka3xFQg3XuAYfdlLyNcxzTrznet1rh9gAqLaAbRlG0eW1CTiLtuQG0mCDt\/cVbwmIU82BOmUTrz0NdGl+z+G5W4JMyCQfy3rcOFW1txbuPbO+hkT5q2x8xVtrYz6TrqAf8AueVYPcRmNtSM505fOKCscOq2zndnlYJgZoIg7eWsdRQDi9u5buIVtOxe3lcZW3+GQY0J\/pTRgcLJDEkjNkBBjNvuOWo+VF7NuNQ3hyjkPinUzzoEHg+DZ7ZKErIjKRmjwkb8j4h6TWa4K2zt3ls50gZt1Pnvv\/WnnB4MKkEHxNmbNE7ACYgSIFT\/AA1MpEbnN5z5eX+9Bzj\/AA5A3gUgeR\/OruA4XBOrzPID89NKJ8Qsi0oJZSGaJU6THw+TaT\/1VnB47IF8wJ2Osb6edBQu2igILuwOgXn6RFbsXwrwfRrAjVPTWR51bPF1O5ET1\/5rQzFcZCL3hYk6xHy8XLpQa+KYvKgU7mAOsnka0cES4bjC2CyzoAP\/ANZthrQe\/wASS4waCzuYCjl9mY6mukcFtraw6JAWFGbl4uuuskg0Cv2s4cwtyFDKoJZN4gqVKeWhkfKueYjiK3HRnkQYYCYynfbpANdP7Wdo0sJcbLmyxlUkDvHYabbIokkncxXH14pcuAi1YUEk5mGqCTynbTzNBcdQ7SjbE+M6aaRPymtz4\/DW5z3Wd\/uIJ8Uzy2oK2AOhv3lST8O\/zEj9KzS7atwLeMa2I+JbSHX1DZvegauGcTvCGt4cKDs1+5kX\/SviPyreeN2h4bzWZ2KpauZd+RBWlTDrgyxe5jXuPtFxLiKfVkYsaqYl0zxbs4doOht3HE\/62mg6rwXFTLWmZgTqpkjoImSPnTVgeJEaOCD51yHgnGbloQbVxBzZEZwNdiRJ866Jgb1u8gCYvMw1ysUk6dDDDmIiqtmuMnbO1q6GFbKWeG48q2RjqKY7byJrHljU0kzoPjPrj+Bf3GjFB8Z9cfwL+41GO1W3y8qVKlXqBmvGNe0I7TX8mGuGSDkIEbz099qpxi5psBuP4\/vXFpT4AdT94\/2FbsJbAApOw+JllYHQAbelNmEuMyhogdK9DHGMYqEBMJprWJWtWfrWPejqKkK+MtciKoJGbwkgr86KOMwpd4oGttK+9Acs41rhysBCGWbqFliB6gflWbuqghE8d4FlUgaLoM3QQGEUtIjlDbJKlgTOsCVIEgbieVU27eZb2FvP3ao9spcjMxtujw4IGoBILDTbLQPmJ4vbt2L6oZewnjAABDFRqf8AUCT61ow+Ie\/h17u4QzI5DiNLsAJOaQB4pHpXO+JjG2sY+Jw1rvLVwliMytbdHYtDHNBBBg7Ea8jFMHZ\/gIuzca2+GbkmGvOQPUOCg9FJigaeH8WN5LtpiLd5VylW+JWIIB1iQY320NaLPaC04Fu62S4IDKWXMjiJmCCRPsR61Z\/l+0yjvhcuGNHcoXQcsr21Vx86rYzsnhLqkXO8ZYgBvEV6FWKl99d48qDZd4rhbtzuwVct4GEAzvGbnB5HyI50qcTwf8M5lwUk5FBMqDqubzAApj4dwKxayklMyGUcKEcrMBXSBO5nkSAdDVXjGFt3VuXLlvM+fQowDOqyFIJIGWGGm5g0CZjMaDIGUTE+fmZ51P4C5eULZV2DEa65eh12FTFcXwlgxdwV9ehuKQCfWTPtTLhuOl7Au27LhQM8BCEgclI099qC1wTs1bw6q7gNd+9vlPkNpHXetfF+MhC1vK2bIzMOiKQA2nIk6DfSaCW+2bXNbVksuzG5ct2kB6Z3MSem9VuJOLj97c+jZlS3C3MwZTcXMytkynKuYkgwBJoFLjeNa+5LsSoPhJMxGkQeUeVHuyPZe5xBXcN3VgNllYLMQNQoIhQDzqj2v4XaW6qWrfhAyplId3ywCzZDlJJM7zTngePpwnA2MObea6EzMrEqAznvDMST8UaDlHKgst\/42wKABrRYxqzO7MfP4oHsKEcQ7A4GDClekMR\/XWhuI\/8AKGKYn6O3BOgysCB0Hj16z51psdprmKupa7sB7jBRlJnqdD5TzoA3FOxttZ7tzp1M0Lsdkb7GFZfeaMceuXbd+5lDFE8JY7Bp0k8q0YTj5tZeY+1qBAnkdj+VBYtcA4jhIdFLIBmLI2dQJ+0pggelH8B2tZEm\/bQ9T4pknkCdaauz\/HrN\/DXHVoK22LK3hbRCTyg+omuaYRLWONtLjMlwwDlgBtNZHI7b7dSNgd8HxlLzC5bYSNCo6ZiJjlrAroHCL+ZRXJ+DcNt2rht2sxUGCzasxB8gBA10FdS4JbIUVj3VfxKBig+M+uP4F\/caMUHxn1x\/Av7jVEdq9vl5UqVKvUDNLPbfFG3ZBiRnGb8MMTHyFM1Bu0eEFyyynYj9NRVeuayhslzWyQFa4glZJGUGP9qs4XiVx1P0jA8hlZj8gPD70Q7OMlphaOkADX3mmV+GWyQ4OXrEV6CBIwHFMbdfu8maTGdpWI6k1a4tg8daSUVWJkHKc0abwaO4vilhbmS5cRFGvxeMny0\/rWeJ7S4RSD3yTHPWPIxQKdjCOUBuXLpc6wU8IJ5ZQ+aPOiXDcLecHPbIWOZJn0nWmfD37N8B0eQPunQ+vOtXFuJrbXbXYUCvjsWLZZXDBFCsbg0AT4jPnoRSTxns9ZF9mS4f4dnFxGmfA26eRUyvplPOjnbvGN\/CpbAP0jqrEHYKZj3oXi+zFy2ThkfOLgRrcnKIKAkajTU9OVA79nsHbt2Qlu4EmQokBZ65eevPqaauG8QVQLTnM499Y1I12rjV\/szjrbW7eJW4EYjKyRcggHRTmGVo6mP0ql2l4NiMA6XFuOA2gOYFwejQIFB3m9ikgQXUMdPERqOmugqxh8RmkFnMei9PuxXF+wnHcQ2Kti7mdGMKCIExuBGtM\/8A5D45ewd6zkBzOplQYVgDAIIkg666UDzibi3RlCzDyGYaCPtCeXnSHiOCYi5jC6uBaQMCAwGY5iAugjxfFm\/y9aWOMcQx1y2ty8XK5wVt2wcgEHRwozTHPbypy7D2WSx9IxDOS0NPhQHKgAOuwJ5ak0HlnsvYPx2CqqZ8VwtJHVZIb\/2ozatKMMsLC6QPInbeq\/G+IJbtku+UaxESYE6dPetbcewwsT3igBMwMiOsRO9Bnd4PbJ7y3btBwI8QIgb+EjRR1AGtaB2eSC5Cq05otSAW5Eg6FvMAHz5Vv4JxW3eGZWDZo9VJ6\/Ki1+6FB9P+e9AC4P2cVcbbm5dY27YuP3njVjBVRbY7QWkjyFMmN4fh8SIv2rbhTC50Vo9CRpW7hXEFuqIYSoGZRPh6HVRuPb1qhxTDvnIXYmdyPegS+1vZw3LgFrCyIABtuAIGgGQiF9jRPsN\/4\/GGuriLpl1BIWZCSI35nfWjOJ4nbw1uWbUCABqSdtNJolw7i47gXLxRGIzZA0sFPwhgdQ8RI5UCp2j4ImMsYtUBD586xpNxAYnrMx71xXD2jIRiU8QDAqZHiAOh3gSfau98K4lbuWsU2HAuOrHwSAWbLMCkJry4m4LltfGBMEDWBHTyoCXDey9y0ly2jLlfDOpK7m4yZQdepnfkRQLsxZty1zKyXLRzAjNlZI8SFTIBBK6iN66BwPFhrMspDbHyHvSw+DuWrlxGeTcuM+8xbLHLHQnnHSuZTUA12awuZsx3Jk+5muiYa3lUUt9nMHAGlNSisGc3Kb2g+M+uP4F\/caMUHxn1x\/Av7jUI7VbfLypUqVeoGa04pJU1urC7saphscxxVvJcLodmPyzHamrheJLW1zaaR60BkJfdYzDvNpEgHX+v5Vsu3Ll4C1bhXU6tIgeu\/TavRjpBo7Q28Cxm6q5oidmEdIoNw3A4C247wrczfBmYMF\/ykQBJ660yYHszatuXdu8ublnEjXoh0FFV4fbIOZbJB5C2oEfnr510VsHbw7IBYKoQIGXaOhHMedasfw4uVU7nTqPatlrgdpGZsOQjfajxL6EE6e1b8VcBZEJ8ROhXf4SZBNAt9suGL3SMqjPadHAPwmGGhoL2w74jDYljAdW1ScqnMCPFPi2knmZo1jEu4tLlhEYnRM6g5RMgM5B8IgHetPBMKuIsjCtoUIS74mNsOpIU25PgZgDIAA1570FvszxFb9o2L75wdVmTBEagjURtpRu9h8lpkJzDkHJePQttpzpIThz4bFMmwRjDTEqDv+lMXFLt27hna2pZokG3rMcgdjpyoAOGvA4tHC\/A4XWNtddNNxXUOJYG1eZO8tq4glZGx8jXFLPGcOGQDOr5h3gcaCPKJHnXUcX2itMLC2WDXM6lUGsiDI01iJ15QKAvicJbtqX0XwlFgGACQduulLBs21+kQxprz2ldzqdQatdoeLNcQWrJGe4cupjI23i+Y00qi1ru7OS4wLImU85KzJ82PxGgFdouJWbdsJdtszNouUS2Y9B\/SgOD4DmKu+But\/k+jRG1nxmZgfdgTzpyXh6XgC65g2sj7LfeU8tK2JwDDyJN0n\/7bgHymKAfwriVu23cHCjDkgkL4AGA5grppRjEPmtlRJnY9P8Ak1U4lw2yltWCxlbU7kSIknfLMTWWFTIgAMhd53ZmMEzsBv8AlQGOFhbdsjN8Wk6Rp7Sd6Kq63Mw3y6A+cCYPOguAGS54iE001010225Deig8CyOXIDyO3qTy\/wB6APxnH4LAnvb8NcyllzaxqFhAdt9965n2v7SYTHZnRBavxGfNGdQD4XA0fXrtW3t\/hcRicdbtBRcdoi2niCgMWOY7gePU6aRTVxzs3iGtolvB4UIgEojBW2iPEv8AU0CP2P4zYw5Fu6xIzlsyPcQSQIzKrgPENvO4o1b4B\/C30uWrne4W4YVg2ZrZ10YjcEqwDaeeu\/P+0XCrlm86Naa3B2Oo66EEgjzroXAsJcw+Fxllmzd3az5d8jD6QacpJkHyoHsoFJVBPhLE6DrA\/X8qWeHqb19rjDdttwI0gUQt41kwztMt4hJgzJ00noYPnWXZbDbVVtmodg6cNsBVFXawtrAFZ1ilJKD4z64\/gX9xoxQfGfXH8C\/uNcjtVt8vKlSpV6gSxmJW2jO2yiaTb\/F711jDQp0AEj\/c0d7Wg\/wzx0B+TA0o4K6wAKifap6MImLlrkH4zeNu4CdNI00\/7q\/wPEFB3lvUTLR4iOhy8xyIqt2nwrOheNR0FAeG8QuAqySCumhI9jBmP0rSi6XYe3dIOcqY1UFgfYmDHkZ9a35As6tHQkR89xS+nF0uZJMXFMk8+kdDVm7e71SC+QbSd2OsADpJGtBvx\/GltrktrLtsFGg8zFBbvFgG\/iOaeEgcgTE1awKKxf6Qh0XLmGUjTXprBNBMRZF3ElNJ+G4QPCQI\/M0DhwO1lQMpKl4ZgCRuNj1\/3NVMe9yxcZraBmvsgAIGRCgEMconSM3mSaMWLSgDlA5VW42sC0xQuveqj5TDZH8ErtMaabxtQVu1KW0t2sygusu\/2tImWHm+Ua7TS5iu2jWgxuEELcyQohgusFG2gwseRolxngmLF5gtwul+21uERWNu3DQAHuICPF8ZJMsZgRVvBdlsO4YX7ZfwKpzhViPhgK7GVEazzoOddoOO4fHHNaw9xXXUOFZ9ec5dhVns1x+1g3DXEdzlM3CjBcxGgE6QANK6XgezFu0r\/wAJca3mAmIIEaaAjWdede3+yYvWhaxF3vEJDaKqQR6c6ARax1rGH+LtqEZGyyw0cqM3iA+1H5RVLE4gi4WIJBZvDrp\/\/Np6Sytz+1R\/FcJXDBRbnIpCp0QEasRrm0nYE+RkQvpxfNjblvuiqNoZlWzGTnKtBWZHh5aHckACGHR7aAk\/EYidADso\/v1rO3i2bYagT6Dr59a18KxFy4jJdQFdVYTHiU5TH+mQfSvL161aXMXZnU5VKiWaTopAGp196Agl1yGUH7JiY12n21j3qribTBFc6ZSHcaHMRsD5D\/nOheGl4jMFJL7kd2dRlUg7nXTXmNRFEMLgLl05ixyGRJMEjkdtfy3oMODcVD4kKVBLGCG8UKF0MeZJ+Y6U44p0S2zDTSd9QBI06bmg\/DOz9u05cTnIIMxtEdJGlWkth2dLi5ktlQJJ1kKZjmJjnuDQD+zPD7WHw\/8AElSb11M7O5zPG4UE7CI9Sa84h2jUXCmkgZxqNgRI\/MfnRLiwZrcqoCZSBqF067aAAfkdhSfwbBC7exOIu2xlRQltSQfDmDMTB3bMNjswHKgKcaRcVhnkqGTxIxOgyliZ8soHyHSq3DOKJesm\/llnso2UCd2Fu4hHMSp0995ojjlshXsBFyMe6ya6k5nZT5nWaEcC4OmHuMF+AqSkk\/ArySZ5FgSPJqC32ht5baKgyrmGbfxEgzPXUT70W7MWxApf4\/xBQoUnxHxQTsNfl0qcD7TW7ZhyQOsT+gqnbhM9OxLpYr2h+E4pbuAFWBB5gyPnV1XB2NY5ikmdB8Z9cfwL+40YoPjPrj+Bf3GuR2q2+XlSpUq9Qt8YsZ7Tr1Uj5giud8AxERacnOJ06EaZfWunXhKmuU9o8O1jFMyzD+NYnQz4hHrJ\/wDapfj5dw1yZr9lWEMN9P8Auk7j\/ATYm7bkr9pR05088GdL1sMDvueh6GrWIwWhUwwOhB51qRcn4Y6TqSJ3afPSOczTALjEy72nTLqGUiRHONJ36VhxvsiEYtbfLOwI09AdxSnca4rd2RDbRrz6daA5xTH5JtWlyKwGVVBEg\/dA5HrTL2a4AbVoPcJzvqR0rHsT2fhu+uy75fCCDlX3p3WxIBnago2EI5GKW+3HEbQUYds4YgXFuWyZR1MqdFMCecaU3Y2+LdtnPLbzPIVyO72qa1xFzmOUgW7kj\/LJIBnQEsI5wKA9wbj74myLN66EvwLmHfKoPw+GQsErG5XzGkVst8Xv3CXGR1bL3luYdHy5SQdQy9QRzPXRS4XxtwxtvhkxNi3cbu3iGtjMSoUyCBBEDTejHa3CBgl62uHw98qGtgX8l99jGRAyMx2ADTqNZ0oGn+ZzatvmtwUUEcg0gwZBKsDlJkbRqBNE34zktJcfKQWCNGkSYzR0GmtKScGunCXbl64c+RkVHUI1t8rh1GUw4aQQRB8NDey2PxFq+cJjkXKAQS4cEjL8QYKyMCNN1MUDtjeI3SVRBLDxIW8UgggEx0IIP\/r1pDx91XxTDvH8LFWfZ2htWHOSZ0845UbxnafDYW8ircNwSozp44RQ4IB0Bk92P\/Vt6x45wyzjPpsNcVbpAOUjIzHfXXQ68pFAN4Xig30YuEMJA5899eZ3ojaU2LglhcV4ZCdwAACT6Eb0lY\/D4i02Z0ZGG8iCfX+9VbvHGa2ts5gFMyNST0BOw8qDqPDGF243dlTbGrjLoGO4TpO\/kfWmlAAAI0jbb2pd7G2imDtlhq4DsI2zDwg9fDFHXuiBO\/L0oLSPBBj18qpYq6MyuxypsQdAfuz5b\/MVO93APQzWu84YEMARtrHMa6cqAbxfigZlUAsmhgDQBTzjaDl3PKlbgnGSVe2oWFuZrhMkvuwSBrJuZiTMwsc5q\/xXE6fwynIc6h5GrIYJcneILmddRGkUpYHH27d2+bTGe8D6ALoc22rREL1iTvQNfDGW\/cUXnMSzCGIm4QUeDvkbM5CnYsxB2on2r4qln6NZLkEt\/lBJbKOQk\/8A50pc4LhyhFxnZ7CnvJJhsoVnCHUlXEATAVhMfDqFxvEzcbvWMudW5yxgz19vKgq4\/HO9xmLSdJPt+VVkxREggjWvC4YgxrHz9asLYB\/5\/Wgv8NxzIcykq3UEin7gnH7kDPLaxm06Ey3yjSkbAYORP9Jo5hnKWmBGsiCNY1G\/lFQzxiY+jqGCxQcVTxv1x\/Av7jQ\/s3dJAohjfrj+Bf3GsMxUo7fLypUqVaoGDSx2s4SbtvwnKynMp6ET\/emitd62GFVY5TjNtjlGAxt7CuQAYnxqRI05jz866LgcSlxFuJ4lIkxy8jVDiHBM8xQk8FuLolx1HRXYfoa1Rvie4Ro2PlOhA96wexbO6IT5hZ9qUW4Pe\/8Aluf63\/vWJ4Jd\/wDkf\/W396lzYlHMXUURmUD1ArA4hMpJZYkn4htSd\/gd377\/AOpv71iezjMZYsTtqSa5zQUnGOMLcuBQ0INp0zGN\/QageprmvaTg7vcN20JZmlgCNfNdfQR5V1Wx2Y8quJ2ZEbVzmKcGw3DsYjSlt1J0MEQRzza60w4CziLbLiD4r6PAnWVyyG15TAjYdK61\/LI6VP5ZHSucztOXcQ4\/j7qtbeyCHBDMIkBhlYJqMsg61i9zF3LIw99u9tDVQ+VmBA8Iz\/EBPIk711P+WR0qfyyOlOcpx7CcMuPcXvUyKum6wANgADy1+dOdpLWksCAOuogcqbv5ZHSvR2ZHSnMUAniVlrYs3Ee4v3iMw11+1rpVSxwvh1vUW2by8Zn1BO1OFvs6vStn8vr0Fc5ygNOM2smVQUIERBCj8J6AQK8\/xS3ABcfnRs9nV6Ctbdm16V3mKBF4rbnR\/mCB+lQ8Tt\/fH50Z\/ltelRuzY6U5iibx6xZxCQzww1V1OqmZ56ET1pCx\/Z+5ZbNZzP5hgHG86g123+Wh0rz+Wh0pzFOO4a7i0tNbyMQ+UNooICliFBnQSxmK0NhLzT9EQfYT+ddo\/lkdK8\/lkdKc5TjVnAXRE2yPdf70Uw2FbmI66j+9dS\/lkdKn8sjpTmKImGAWJP6aUTw9xMrCdwREzTT\/ACyOlZ2uzgB2pzFNPZq2QBNFcZ9cfwL+41ZweBycqrYz64\/gX9xrNM3Kvb5SpUqVaoGalSpVDYlamFSpQa4qRUqV0SK9UVKlBuFZVKlcEqVKlBKlSpQSpUqV0SpUqVwSpUqUEqVKlBKlSpQSpUqUEqVKlBKlSpQSg+M+uP4F\/calSkdqtvl5UqVKvUP\/2Q==\" alt=\"Derecho griego\" \/><\/p>\n<p style=\"text-align: justify;\">Hacia el\u00a0<strong>600 a.C.<\/strong>\u00a0se inicia en Grecia la ciencia y la filosof\u00eda del mundo occidental moderno; todo el conocimiento se englobaba dentro del t\u00e9rmino \u201c<strong>filosof\u00eda natural<\/strong>\u201d. Los fil\u00f3sofos griegos presocr\u00e1ticos se enfrentaron a las mismas preguntas eternas y esenciales. La que nos ocupa en este recorrido hist\u00f3rico es:<strong><em>\u00bfde qu\u00e9 est\u00e1 hecho el Universo?<\/em><\/strong><\/p>\n<p style=\"text-align: justify;\">Mucho m\u00e1s tarde, lleg\u00f3&#8230;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cadenaser00.epimg.net\/ser\/imagenes\/2016\/02\/08\/ciencia\/1454918285_819318_1454918992_noticia_normal.jpg\" alt=\"Dmitri Mendel\u00e9iev: Google rinde homenaje a Dmitri Mendel\u00e9yev, protagonista  de la tabla peri\u00f3dica | Ciencia y tecnolog\u00eda | Cadena SER\" \/><\/p>\n<p style=\"text-align: justify;\">Mendeleiev, y, orden\u00f3 estas fichas en orden ascendente seg\u00fan el peso at\u00f3mico de los elementos. Observ\u00f3 una periodicidad evidente (de aqu\u00ed que se diga \u201ctabla peri\u00f3dica de los elementos\u201d, que es como lleg\u00f3 a llamarse este ordenamiento). Los elementos que ten\u00edan propiedades qu\u00edmicas similares estaban a una distancia de ocho fichas. El litio, el sodio y el potasio, por ejemplo, son todos aquellos metales activos (se combinan fuertemente con otros elementos, tales como el ox\u00edgeno y el cloro) y sus posiciones son 3, 11 y 19. El hidr\u00f3geno, el fl\u00faor y el cloro son gases activos y ocupan las posiciones 1, 9 y 17. Mendeleiev reorganiz\u00f3 las fichas en una tabla de ocho columnas verticales. Leyendo la tabla horizontalmente, los elementos que aparec\u00edan eran cada vez m\u00e1s pesados. Ley\u00e9ndola verticalmente hacia abajo, los elementos de cada columna mostraban unas propiedades similares.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ep01.epimg.net\/verne\/imagenes\/2018\/12\/16\/articulo\/1544973683_866319_1544979003_rrss_normal.jpg\" alt=\"V\u00eddeo: La evoluci\u00f3n de la tabla peri\u00f3dica, a\u00f1o a a\u00f1o | Verne EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">Mendeleiev no se sinti\u00f3 obligado a rellenar todas las casillas de la tabla, sabiendo que, como un solitario, algunas de las cartas estaban a\u00fan ocultas en el mazo. Si una casilla de la tabla ped\u00eda un elemento con unas propiedades especiales y tal elemento no exist\u00eda, lo dejaba en blanco. Muchos ridiculizaron a Mendeleiev por dejar esos huecos en la tabla peri\u00f3dica. Sin embargo, pocos a\u00f1os m\u00e1s tarde, en 1875, se descubri\u00f3 el galio y este encaj\u00f3 en el hueco situado bajo el aluminio., con todas las propiedades que su lugar en la tabla predec\u00eda. En 1886 se descubri\u00f3 el germanio y \u00e9ste encaj\u00f3 en el espacio situado bajo el silicio. Nadie se ha re\u00eddo desde entonces. Mendeleiev nunca gan\u00f3 el premio Nobel de qu\u00edmica, aunque segu\u00eda vivo y elegible durante los primeros a\u00f1os de este premio. No obstante, tres qu\u00edmicos que descubrieron nuevos elementos para \u201cllenar\u201d los huecos si lo ganaron: William Ramsay, que descubri\u00f3 el arg\u00f3n, el cript\u00f3n, el ne\u00f3n y el xen\u00f3n; Henri Moissan, por el descubrimiento del fluor, y Marie Curie por descubrir el radio y el polonio.<\/p>\n<p style=\"text-align: justify;\">No podr\u00eda explicar el motivo real de que ocurra as\u00ed pero, cuando veo una Tabla Peri\u00f3dica, me quedo mir\u00e1ndola como fascinado de lo que all\u00ed est\u00e1 encerrado y del mensaje que nos comunica: Todos los elementos naturales del Universo est\u00e1n all\u00ed.<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/1.bp.blogspot.com\/-8uYGCC4hUgU\/TZyrkHXKJtI\/AAAAAAAAAC0\/bIlFAdGesng\/s1600\/tabla+periodica+ilustrativa.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-8uYGCC4hUgU\/TZyrkHXKJtI\/AAAAAAAAAC0\/bIlFAdGesng\/s1600\/tabla+periodica+ilustrativa.jpg\" alt=\"http:\/\/1.bp.blogspot.com\/-8uYGCC4hUgU\/TZyrkHXKJtI\/AAAAAAAAAC0\/bIlFAdGesng\/s1600\/tabla+periodica+ilustrativa.jpg\" width=\"599\" height=\"308\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">Si por mi fuese, la Tabla Peri\u00f3dica se expondr\u00eda por todas partes, para que la gente se familiarizara con ella y con lo que nos dice. Es una desgracia que no sea as\u00ed, ya que el verla de manera constante inculca, hasta en la mente m\u00e1s lenta, la importancia del n\u00famero at\u00f3mico, que coincide con el lugar que ocupa el elemento en la Tabla Peri\u00f3dica. Las impactantes diferencias cualitativas entre elementos \u2013el carbono se parece poco al hidr\u00f3geno, lo mismo que el plomo al helio- son, a un nivel b\u00e1sico, diferencias entre sus n\u00fameros at\u00f3micos, que actualmente equiparamos con la carga del n\u00facleo.<\/p>\n<p style=\"text-align: justify;\">El significado de la Tabla Peri\u00f3dica y sus regularidades y pautas repetitivas sigui\u00f3 estando oculto hasta principios del siglo XX, cuando se hizo la disecci\u00f3n del \u00e1tomo y los f\u00edsicos encontraron dentro <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y un n\u00facleo que conten\u00eda <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que tienen en su n\u00facleo y al n\u00famero de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que zumban en torno a estos n\u00facleos. A partir de todo esto comenz\u00f3 a surgir lo que hoy se llama teor\u00eda cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo Max Planck descubri\u00f3 la f\u00edsica cu\u00e1ntica\" \/><\/p>\n<p style=\"text-align: justify;\">Ya he dicho muchas veces en mis escritos que, en un art\u00edculo de ocho p\u00e1ginas que Max Planck escribi\u00f3 en 1900, qued\u00f3 sembrada la semilla para la teor\u00eda cu\u00e1ntica, all\u00ed naci\u00f3 el cuanto de acci\u00f3n de Planck que denominamos h. Sin embargo, no ser\u00eda justo dar todo el m\u00e9rito a Planck, otros tambi\u00e9n pusieron su empe\u00f1o y su genio en llegar a conclusiones valiosas en ese universo de lo microsc\u00f3pico en lo m\u00e1s profundo de la materia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Wofgang Ernst Pauli, Premio Nobel que promulg\u00f3 el Principio de Exclusi\u00f3n,  introdujo un cuarto n\u00famero cu\u00e1ntico y teoriz\u00f3 sobre el neutrino | Rinc\u00f3n  Educativo\" \/><\/p>\n<p style=\"text-align: justify;\">Uno de los pioneros del apogeo cu\u00e1ntico (de 1900 a 1930) fue Wolfgang Pauli. Pauli no intentaba resolver el misterio de la Tabla Peri\u00f3dica; simplemente trataba de comprender el \u00e1tomo. Este personaje era famoso por su cruel sentido del humor. Nadie se libraba. Cuando el famoso f\u00edsico Victor Weisskopf, que entonces era ayudante de Pauli, le present\u00f3 los resultados de sus esfuerzos por desarrollar cierta teor\u00eda, Pauli dijo: \u201c\u00a1Bah!, esto ni siquiera es err\u00f3neo\u201d. Pauli tambi\u00e9n envi\u00f3 una carta a Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, dec\u00eda Pauli, \u201ceste estudiante es bueno, pero no entiende claramente la diferencia entre las matem\u00e1ticas y la f\u00edsica. Por otra parte, usted, querido maestro, hace tiempo que perdi\u00f3 la noci\u00f3n de estas diferencias.\u201d<\/p>\n<p style=\"text-align: justify;\">Aparte de que era un aut\u00e9ntico eg\u00f3latra, tambi\u00e9n era un aut\u00e9ntico gran f\u00edsico, y, en 1924, Pauli anunci\u00f3 el <a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a>: no hay dos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que puedan ocupar el mismo estado cu\u00e1ntico. Este principio explicaba el orden de los elementos de la Tabla de Mendeleiev y, adem\u00e1s, por qu\u00e9 podemos utilizarla para predecir que elementos pueden combinarse con cu\u00e1les y c\u00f3mo. No entrar\u00e9 aqu\u00ed en detalle de lo que es un estado cu\u00e1ntico.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Pauli Exclusion Principle\" \/><img decoding=\"async\" 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alt=\"Principio de exclusi\u00f3n de Pauli - YouTube\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es el principio de exclusi\u00f3n de Pauli? - 100CIA | Principio de exclusi\u00f3n  de pauli, El principito, Mecanica cuantica\" \/><img decoding=\"async\" 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\" alt=\"Pauli Exclusion Principle\" \/><\/p>\n<p style=\"text-align: justify;\">Baste decir que el <a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a> de Pauli limita el n\u00famero de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en lo que actualmente llamamos las \u201ccapas\u201d [o niveles de energ\u00eda] de cada \u00e1tomo: dos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en el primer nivel, ocho en el segundo, dieciocho en el tercero, y as\u00ed sucesivamente. El \u00e1tomo de hidr\u00f3geno, por ejemplo, no tiene m\u00e1s que un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> en su n\u00facleo. Para equilibrar esta carga positiva \u00fanica necesitamos un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> (carga negativa), que ocupa en su \u00f3rbita el nivel m\u00e1s bajo de energ\u00eda. El siguiente en la Tabla es el helio. Su n\u00facleo tiene dos cargas positivas, por lo que necesitamos dos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, que, seg\u00fan el principio de Pauli, encajan ambos en el primer nivel&#8230;<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n es importe el Principio de exclusi\u00f3n de Pauli en el desarrollo del final de las estrellas en funci\u00f3n de sus masas, ya que, ese principio hace que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> se degeneren para que la estrella quede finalmente como una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> y, en otras m\u00e1s masivas, la degeneraci\u00f3n se produce en los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que hacen que la estrella quede estabilizada como una estrella de ese nombre. Si son demasiado masivas, ni la degeneraci\u00f3n de los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> hacen posible frenar a la Gravedad que, finalmente, lleva a la estrella a convertirse en un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p style=\"text-align: justify;\">Lo dejaremos aqu\u00ed por hoy.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\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%2F2021%2F05%2F20%2Fquimica-alquimia-y-todavia-mas-7%2F&amp;title=Qu%C3%ADmica%3A+Alquimia+y+todav%C3%ADa+m%C3%A1s.' 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; 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Lavoisier fue un qu\u00edmico franc\u00e9s que junto a su esposa, la cient\u00edfica Marie Lavoisier, realiz\u00f3 grandes contribuciones a la qu\u00edmica. Se le considera el \u201cpadre de la qu\u00edmica\u201d por sus detallados estudios, entre otros: el estudio del aire, [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26448"}],"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=26448"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26448\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26448"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26448"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26448"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}