{"id":22171,"date":"2018-11-01T05:07:28","date_gmt":"2018-11-01T04:07:28","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=22171"},"modified":"2018-11-01T05:07:28","modified_gmt":"2018-11-01T04:07:28","slug":"%c2%bfla-realidad-%c2%bfquien-la-conoce-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2018\/11\/01\/%c2%bfla-realidad-%c2%bfquien-la-conoce-2\/","title":{"rendered":"\u00bfLa Realidad? \u00bfQui\u00e9n la conoce?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/siempre-plantearemos-preguntas\/\" rel=\"prev\">Siempre plantearemos preguntas<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/%c2%bfcomo-podriamos-resolver-la-estructura-del-universo\/\" rel=\"next\">\u00bfC\u00f3mo podr\u00edamos resolver la estructura del Universo?<\/a>\u00a0\u00bb<\/div>\n<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/sobrecuriosidades.com\/wp-content\/uploads\/2009\/03\/pensadores-griegos.jpg\" alt=\"\" width=\"420\" height=\"365\" \/><\/p>\n<p style=\"text-align: justify;\">El origen de la filosof\u00eda ha sido una cuesti\u00f3n controvertida a lo largo de la historia del pensamiento. Por lo general los fil\u00f3sofos griegos han considerado que la filosof\u00eda nace con Tales de Mileto all\u00e1 por el siglo VII a. C., pero no se consideraba necesario explicar c\u00f3mo se hab\u00eda producido ese surgimiento de una nueva forma de pensamiento. S\u00ed parec\u00eda haber un com\u00fan acuerdo en considerar la filosof\u00eda como la forma de pensamiento racional por excelencia, es decir, una forma de pensamiento que no recurre a la acci\u00f3n de elementos sobrenaturales para explicar la realidad y que rechaza el uso de una l\u00f3gica ambivalente o contradictoria. Es a partir de la pol\u00e9mica que suscitan los fil\u00f3sofos alejandrinos durante el per\u00edodo helen\u00edstico cuando el origen de la filosof\u00eda comienza a convertirse en un problema.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/71\/69\/64\/716964ac06fd58f2d8c2fa97f8eaf289.jpg\" alt=\"Resultado de imagen de La filosof\u00c3\u00ada presocr\u00c3\u00a1tica\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>filosof\u00eda presocr\u00e1tica<\/strong>\u00a0es el per\u00edodo de la historia de la\u00a0<a title=\"Filosof\u00eda griega\" href=\"http:\/\/es.wikipedia.org\/wiki\/Filosof%C3%ADa_griega\">filosof\u00eda griega<\/a>\u00a0que se extiende desde el comienzo mismo de \u00e9sta, con\u00a0<a title=\"Tales de Mileto\" href=\"http:\/\/es.wikipedia.org\/wiki\/Tales_de_Mileto\">Tales de Mileto<\/a>\u00a0(nacido en el siglo VII a.\u00a0C.), hasta las \u00faltimas manifestaciones del pensamiento griego no influidas por el pensamiento de\u00a0<a title=\"S\u00f3crates\" href=\"http:\/\/es.wikipedia.org\/wiki\/S%C3%B3crates\">S\u00f3crates<\/a>, a\u00fan cuando sean cronol\u00f3gicamente posteriores a \u00e9l. Tales y los fil\u00f3sofos griegos posteriores a \u00e9l se incluyen dentro de los llamados \u00abpresocr\u00e1ticos\u00bb hasta la \u00e9poca de\u00a0<a title=\"Plat\u00f3n\" href=\"http:\/\/es.wikipedia.org\/wiki\/Plat%C3%B3n\">Plat\u00f3n<\/a>, cuyas obras m\u00e1s importantes corresponden a la primera mitad del siglo IV a.\u00a0C. y afirman estar basadas directamente en las ense\u00f1anzas de S\u00f3crates.<\/p>\n<p style=\"text-align: justify;\">La obra de estos pensadores antiguos no nos ha llegado sino fragmentariamente, en citas de autores posteriores, por lo que el estudio de sus doctrinas debe tener presente constantemente la forma de transmisi\u00f3n textual y la valoraci\u00f3n de las fuentes.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-ESXWU6aFf4c\/VZP7eqdU34I\/AAAAAAAA47E\/KO7qtMF1Q5M\/s400\/LOS%2BFIL%25C3%2593SOFOS%2BGRIEGOS%252C%2Bpor%2BWILLIAM%2BK.%2BC.%2BGUTHRIE%2B%25283%2529.BMP\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Una cosa parece segura: Los griegos que crearon aquella escuela del pensamiento a partir de Tales de Mileto, hab\u00edan bebido en la fuente oriental del pensamiento. Existe una zona muy oscura en la que no podemos ver el origen real de la filosof\u00eda y, no es descabellado pensar en el hecho de que, aquellos pensadores griegos que viajaban hacia pa\u00edses lejanos, pudieran haber estudiado los pensamientos orientales que fueron, m\u00e1s tarde la base de la propia filosof\u00eda por ellos creada.<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/sitiocero.net\/wp-content\/uploads\/2013\/12\/Vigencia-del-antiguo-pensamiento-griego-1024x729.jpg\" alt=\"\" width=\"552\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>A trav\u00e9s de la filosof\u00eda lleg\u00f3 hasta nosotros otra clase de pensamientos que, de alguna manera, nos hizo m\u00e1s humanos<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<div>\n<p style=\"text-align: justify;\">No una sino mil veces podemos haber podido hablar del \u201cmilagro griego\u201d. La hip\u00f3tesis es la siguiente: La Ciencia naci\u00f3 en la antigua Grecia alrededor del a\u00f1o 600 a. C. y floreci\u00f3 a lo largo de\u00a0unos pocos cientos de a\u00f1os, aproximadamente hasta 146 a. C., cuando los griegos cedieron su primac\u00eda a los romanos y la ciencia se fren\u00f3 en seco, permaneci\u00f3 en letargo hasta que resucit\u00f3 en Europa durante el Renacimiento alrededor de 1500.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La filosof\u00c3\u00ada sumeria\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Filosof\u00c3\u00ada Hind\u00c3\u00ba\" \/><\/p>\n<p style=\"text-align: justify;\">Aquellos pueblos primeros pasaron de la mitolog\u00eda a la l\u00f3gica y la filosof\u00eda, all\u00ed bebieron los griegos<\/p>\n<p style=\"text-align: justify;\">No pocos creen ciegamente que eso fue as\u00ed y que, las personas que habitaron la India, Egipto, Mesopotamia, el \u00c1frica Subsahariana, China, el Continente americano y alg\u00fan otro lugar con anterioridad al a\u00f1o 600 a. C. no dirigieron el desarrollo de la Ciencia. Cuando descubrieron el fuego, se quedaron esperando tranquilamente a que Tales de Mileto, Pit\u00e1goras, Dem\u00f3crito y Arist\u00f3teles inventaran la Ciencia en el Egeo.<\/p>\n<p style=\"text-align: justify;\">Claro que, tal pensamiento es una aut\u00e9ntica barbaridad, pensar eso es un sin sentido. \u00bfC\u00f3mo durante m\u00e1s de mil quinientos a\u00f1os,\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el final del per\u00edodo griego hasta la \u00e9poca de Cop\u00e9rnico, no se produjo avance alguna en la Ciencia? Esto quiere decir que ninguna persona, en ninguna parte, demostr\u00f3 la capacidad o el inter\u00e9s necesario para proseguir insistiendo en las obras de Arqu\u00edmedes, Euclides o Apolonio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Tales de Mileto\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Tales de Mileto<\/p>\n<p style=\"text-align: justify;\">Aquellos\u00a0 \u201dcient\u00edficos\u201d se reunieron en Mileto. Tales, Anaximandro y Anax\u00edmenes hicieron observaciones astron\u00f3micas con el gnomon, dise\u00f1aron cartas na\u00faticas, plantearon hip\u00f3tesis m\u00e1s o menos relacionadas con los hechos observados referidas a la estructura de la Tierra, la naturaleza de los planetas y las estrellas, las leyes seguidas por los astros en sus movimientos. En Mileto, la ciencia, entendida\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>interpretaci\u00f3n racional de las observaciones, \u00bfdio los primeros pasos?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de LOs \u00c3\u00a1rabes conservaron viva la cultura y las ciencias\" \/><img decoding=\"async\" src=\"http:\/\/www.100pies.net\/Gifs\/Casa-Jardin\/Antorchas\/antorcha-08.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Los \u00e1rabes comenzaron a acumular el conocimiento de los pueblos dominados y Bagdad se convirti\u00f3 en el centro intelectual del centro de Europa, Asia y \u00c1frica. Los pensadores que hu\u00edan de Alejandr\u00eda encontraban en el imperio isl\u00e1mico un ambiente adecuado para continuar con sus estudios. Supieron mantener encendida la llama del saber del mundo.<\/p>\n<p style=\"text-align: justify;\">Claro que, las cosas nunca suelen ser tan sencillas. La hip\u00f3tesis seg\u00fan la cual la ciencia surgi\u00f3 por generaci\u00f3n espont\u00e1nea en suelo griego y desaparecido despu\u00e9s hasta el Renacimiento parece rid\u00edcula cuando se expresa de\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0sucinta, sin m\u00e1s explicaciones. Es una idea que se formul\u00f3 por primera vez en Alemania hace unos 150 a\u00f1os y que, poco a poco, ha ido calando, sutilmente en nuestras consciencias a trav\u00e9s de la educaci\u00f3n que, la \u00fanica concesi\u00f3n que se hace a las culturas no europeas es la que se refiere al Islam. Esta teor\u00eda dice que los \u00e1rabes conservaron viva la cultura griega, incluida la ciencia, durante toda la Edad Media. Ejercieron de escribas, traductores y guardianes, sin pensar, aparentemente, en crear su propia ciencia.<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" loading=\"lazy\" title=\"Averroes\" src=\"http:\/\/cdn2.grupos.emagister.com\/imagen\/averroes_119278_t0.jpg\" alt=\"Averroes\" width=\"314\" height=\"400\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">Al Sur de la puerta de Almod\u00f3var de C\u00f3rdoba, se levanta la est\u00e1tua de Averroes. Jurista, m\u00e9dico, fil\u00f3sofo. El gran Averroes fue la m\u00e1xima autoridad judicial de la \u00e9poca,(siglo XII). Fue acusado por los fundamentalistas de poner la raz\u00f3n humana por encima de la ley divina. La mirada del viejo fil\u00f3sofo se pierde\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0las callejas mientras escucha el murmullo del agua del estanque junto al que reposa.<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"http:\/\/www.cardenashistoriamedicina.net\/images\/6-2-medico-arabe-curando.jpg\" alt=\"\" \/><img decoding=\"async\" src=\"http:\/\/lanaveva.files.wordpress.com\/2009\/11\/11.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Tratados de medicina \u00e1rabe<\/p>\n<p style=\"text-align: justify;\" align=\"center\">Nada de eso es cierto. De hecho, los eruditos isl\u00e1micos admiraron y preservaron las matem\u00e1ticas y la ciencia griega y actuaron como el hilo conductor de la ciencia de muchas culturas no occidentales, adem\u00e1s de construir un edificio propio impresionante en el campo de las ciencias. Lo cierto es que, la ciencia occidental es lo que es porque se construy\u00f3 acertadamente sobre las mejores ideas de los distintos pueblos, los mejores\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0e incluso, los mejores aparatos procedentes de otras culturas. Por ejmplo, los babilonios desarrollaron el teorema de Pit\u00e1goras (la suma de los cuadrados de los dos lados perpendiculares de un tri\u00e1ngulo rect\u00e1ngulo es igual al cuadrado de la hipotenusa) al menos mil quinientos a\u00f1os antes de que Pit\u00e1goras naciera.<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Liuhui_Pi_Inequality.svg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/34\/Liuhui_Pi_Inequality.svg\/220px-Liuhui_Pi_Inequality.svg.png\" alt=\"\" width=\"220\" height=\"220\" data-file-width=\"570\" data-file-height=\"570\" \/><\/a><\/p>\n<div style=\"text-align: justify;\">Diagrama de la desigualdad de Liu Hui para el n\u00famero pi<\/div>\n<div style=\"text-align: justify;\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:China_5.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/41\/China_5.jpg\/300px-China_5.jpg\" alt=\"\" width=\"300\" height=\"295\" data-file-width=\"560\" data-file-height=\"550\" \/><\/a><\/div>\n<div style=\"text-align: justify;\">\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El reino de Wei en 262 d.\u00a0C.<\/div>\n<\/div>\n<div style=\"text-align: justify;\"><em>Li\u00fa Hu\u012b<\/em>\u00a0(225-295)fue un matem\u00e1tico chino\u00a0que vivi\u00f3 en el reino Wei\u00a0durante el per\u00edodo de los Tres reinos.\u00a0En el a\u00f1o 263\u00a0edit\u00f3 un libro que hab\u00eda sido compuesto en torno al inicio de nuestra era, conocido como\u00a0<em>Jiuzhang Suanshu<\/em>\u00a0o\u00a0<em>Los nueve cap\u00edtulos del arte matem\u00e1tico<\/em>, junto con comentarios enormemente importantes. Esta obra estaba llamada a ser uno de los libros chinos m\u00e1s famosos en el dominio de las matem\u00e1ticas,\u00a0el gran cl\u00e1sico sobre el que trabajaron las generaciones posteriores.<\/div>\n<p style=\"text-align: justify;\" align=\"center\">En el a\u00f1o 200 d. C., el matem\u00e1tico chino Liu Hui calcul\u00f3 para el\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0\u03c0 un valor (3,1416) que se mantuvo como la\u00a0 estimaci\u00f3n m\u00e1s precisa de dicho n\u00famero durante unos mil a\u00f1os. Nuestras cifras del 0 al 9, se inventaron en la antigua India, siendo las cifras de Gwalior del a\u00f1o 500 d. C. casi indistinguibles de las cifras occidentales modernas. \u00c1lgebra es una palabra \u00e1rabe que significa \u201cobligaci\u00f3n\u201d, como cuando se obliga a que la inc\u00f3gnita x tome un valor num\u00e9rico.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/st-listas.20minutos.es\/images\/2011-01\/269575\/2822503_640px.jpg?1304365453\" alt=\"\" width=\"589\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">Arabia es una regi\u00f3n de Oriente Medio del desierto comprendido entre el mar Rojo y el oc\u00e9ano \u00cdndico.\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>Desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el punto de vista hist\u00f3rico, esta regi\u00f3n era conocida tambi\u00e9n como la cuna de una de las principales religiones del mundo, el Islam. Nacida en el siglo VII, esta religi\u00f3n hab\u00eda establecido importantes cambios en la configuraci\u00f3n de mandato, los derechos econ\u00f3micos y principios culturales del mundo \u00e1rabe. Sin embargo, pocos saben de su cultura y de la importante contribuci\u00f3n que hicieron a la Ciencia (Astronom\u00eda, Medicina, Matem\u00e1ticas\u2026)<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-fGFEWKQqztU\/V98_oB32jyI\/AAAAAAAAAlA\/OIhTYS4UDtUiSqfJa5GGzq_jQA39N_XsQCLcB\/s1600\/house-of-wisdom-01.jpg\" alt=\"Resultado de imagen de El Califa \u00c3\u00a1rabe al-Mamun hizo construir la ciudad de la Sabidur\u00c3\u00ada\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">China, Babilonia y tambi\u00e9n el Islam. El Califa \u00e1rabe al-Mamun hizo construir la ciudad de la Sabidur\u00eda y un Observatorio para que los astr\u00f3nomos pudieron abservar las variantes de los par\u00e1metros astron\u00f3micos (obtenidos de los griegos) y las estrellas del cielo. Aportaron as\u00ed la mayor contribuci\u00f3n y uno de los valores m\u00e1s exactos de de la precesi\u00f3n de los equinoccios, la inclinaci\u00f3n de la ecl\u00edptica y otros datos de este tipo. En el a\u00f1o 829 sus cuadrantes y sextantes eran mayores que los que construy\u00f3 Tycho Brahe en Europa m\u00e1s de siete siglos despu\u00e9s.<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:ManuscriptAbbasid.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/8b\/ManuscriptAbbasid.jpg\/300px-ManuscriptAbbasid.jpg\" alt=\"\" width=\"300\" height=\"216\" data-file-width=\"800\" data-file-height=\"575\" \/><\/a><\/p>\n<div style=\"text-align: justify;\">\n<p>Manuscrito de la \u00e9poca del Califato Abas\u00ed<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Como antes dec\u00eda, en el siglo IX, el gran mecenas de la ciencia el califa abas\u00ed al-Mamun, reuni\u00f3 a varios astr\u00f3nomos en Bagdad\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0crear la casa de la Sabidur\u00eda (Bait al-Hikmah). All\u00ed los astr\u00f3nomos llevaron a cabo observaciones del Sol y de la Luna, con el fin de determina la latitud y la longitud locales para fijar la gibla. Recopilaron algunos de los mejores resultados de un zij titulado \u201cLo Comprobado\u201d (al-Mumtahan).<\/p>\n<p style=\"text-align: justify;\">Al-Biruni desarroll\u00f3 t\u00e9cnicas para medir la Tierra y las distancias sobre ella utilizando la triangulaci\u00f3n. Descubri\u00f3 que el radio de la Tierra era 6.339,6 Kil\u00f3metros, un valor que no se obtuvo en Occidente\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>hasta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el siglo XVI. Uno de sus zijs contiene una tabla que da las coordenadas de seiscientos lugares, casi todos conocidos por \u00e9l directamente.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/af\/2064_aryabhata-crp.jpg\/220px-2064_aryabhata-crp.jpg\" alt=\"2064 aryabhata-crp.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Estatua de\u00a0\u00a0Aryabhata<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Obra\">Obra<\/a>:<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Aryabhatiya\">Aryabhatiya<\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Matem%C3%A1ticas\">Matem\u00e1ticas<\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Sistema_de_notaci%C3%B3n_posicional_y_el_cero\">Sistema de notaci\u00f3n posicional y el cero<\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Aproximaci%C3%B3n_de_%CF%80\">Aproximaci\u00f3n de\u00a0<em>\u03c0<\/em><\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Trigonometr%C3%ADa\">Trigonometr\u00eda<\/a>,<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Ecuaciones_indeterminadas\">Ecuaciones indeterminadas<\/a>.\u00a0\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#%C3%81lgebra\">\u00c1lgebra<\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Astronom%C3%ADa\">Astronom\u00eda<\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Movimientos_del_Sistema_Solar\">Movimientos del Sistema Solar<\/a>,\u00a0\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Eclipses\">Eclipses<\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Periodos_siderales\">Periodos<\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Periodos_siderales\">siderales<\/a>,\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Aryabhata#Heliocentrismo\">Heliocentrism<\/a>o y otros<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/50\/Aryabhata_Satellite.jpg\/300px-Aryabhata_Satellite.jpg\" alt=\"Resultado de imagen de Aryabhata escribio Aryabhata (una tercera parte) de ganitapada o matem\u00c3\u00a1ticas\" \/><\/p>\n<p style=\"text-align: justify;\">El sat\u00e9lite Aryabhata, primer sat\u00e9lite artificial de la India, nombrado en honor de Aryabhata.<\/p>\n<p style=\"text-align: justify;\">En el a\u00f1o 499, Aryabhata escribi\u00f3 un peque\u00f1o volumen, Aryabhatuya, de 123 versos m\u00e9tricos, que se ocupaban de astronom\u00eda y (una tercera\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>) de ganitapada o matem\u00e1ticas.\u00a0 En la segunda mitad de esta obra, en la que habla del tiempo y la trigonometr\u00eda esf\u00e9rica, Aryabhata utiliza una frase, en la que se refiere a los n\u00fameros empleados en el c\u00e1lculo, \u201ccada lugar es diez veces el lugar precedente\u201d.\u00a0 El\u00a0 valor posicional hab\u00eda sido un componente esencial de la numeraci\u00f3n babil\u00f3nica, pero los babilonios no empleaban un sistema decimal.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/1108\/NGC7331_crawford900c.jpg\" alt=\"http:\/\/apod.nasa.gov\/apod\/image\/1108\/NGC7331_crawford900c.jpg\" width=\"631\" height=\"503\" \/><\/p>\n<p style=\"text-align: justify;\">La fuerza de gravedad mantiene unidas las estrellas, estas a las galaxias, las galaxias\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0s\u00ed, y, los mundos a las estrellas que orbitan, mientras nosotros, nos sentidos atraidos por la gravedad que genera el mundo que habitamos que mantiene nuestros pies unidos a la superficie impidiendo que flotemos sin control. (Tengo la suerte de que,\u00a0<strong><em>Ken Crawford (Rancho Del Sol Obs.)<\/em><\/strong>, me env\u00ede im\u00e1genes\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>la de arriba).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de el Rig-Veda hind\u00c3\u00ba\" \/><\/p>\n<p style=\"text-align: justify;\">Veinticinco siglos\u00a0<a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>antes<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de Isaac\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, el Rig-Veda hind\u00fa afirmaba que la gravitaci\u00f3n hace que el universo se mantenga unido, aunque\u00a0<a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0hip\u00f3tesis era mucho menos rigurosa que la de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, en esencia, quer\u00eda decir lo mismo que \u00e9l dijo. Los arios de lengua s\u00e1nscrita suscribieron la idea de que la Tierra era redonda en una \u00e9poca en que los griegos cre\u00edan que era plana. Los hind\u00faes del siglo V d. C. calcularon de alg\u00fan modo la edad de la Tierra, cifr\u00e1ndola en 4.300 millones de a\u00f1os; los cient\u00edficos ingleses del siglo XIX estaban convencidos de que la Tierra ten\u00eda 100 millones de a\u00f1os. Algunos expertos chinos del siglo IV d. C. -como los \u00e1rabes del s. XIII y los pap\u00faes de Nueva Guinea posteriormente- adoptaron la rutina de utilizar f\u00f3siles\u00a0<a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0estudiar la historia del planeta, sin embargo, en el siglo XVII algunos miembros de la Universidad de Oxford segu\u00edan ense\u00f1ando que los f\u00f3siles eran \u201cpistas falsas sembradas por el diablo\u201d para enga\u00f1ar a los hombres.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMWFRUXGBcaGBgYGRcXGBoaGBgYHRggGh4YHiggHx0lGxcdITEhJSkrMC4uGB8zODMtNygtLisBCgoKDg0OGhAQGi0lHyUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBQECBAAGB\/\/EAEQQAAEDAgQDBgMGBAQFAwUAAAECAxEAIQQSMUFRYXEFEyKBkaEysfAGQlLB0eEUI2LxM3KCsiRDkqLCFYPSBxY0Y3P\/xAAXAQEBAQEAAAAAAAAAAAAAAAABAAID\/8QAHREBAQEAAwEBAQEAAAAAAAAAAAERAiExQVEScf\/aAAwDAQACEQMRAD8AeIBO\/wAqsgGaBicT3ba3CCUoSVKjXKLqjjCZMbxW3BrSoJcQc6FAKBTfMIkRWfXbwDC4hC8xQoHItSFclJ+IeU0YqG9eM\/8Apli82ExCoPixSyJufEhv3p9inHwpwFlaUtg5lmwkFIIE6xnTJ\/qHOFjTFS+FQnmflNZ28DiSrJ3WWJkqKQm2cG88W1\/9NBzOpAU4hSElRSCRAJSSCPUH0PCpa3lYG1ZHVk3m3l8talShE0Ekq0otPqM020Hp61yhUNtLVJRlj+oqB8iJHqPOtLLZ1IIPCAaz614A2zI4fOjoQZuOllyeHKuWfOKloiOMXiPnMDS06mKWdHTw08v1qxUKBnjSN7De3EWAtrWZzFZtDPAyCny40rWwOTuI3v71YvARfzNLVPXiY9SPQX3qhfAm\/pBnzjSpGSsYPqKocWPalve7zHpFSlfAj2PyMe9BMkvk3BPpREqUdQB0pUnMfvHrJt6\/lUFSiYBMdakdpSePparEH63\/AFpdhUrmxI6\/2pm04TZI6rIkeSZBPWR50hYJCAVLIAHxKJASPMwP7VGExCXf8Ig3uYB22TqLbq9Ksrs9tV3gHCNM5Cj5CIT5RR1qRMC\/kABw0HzqIqVZSTbrNz1PQaUJ3EzpWd2T+UUIrKQd\/wBKQIte9+n0KEpy+0etcHjwmeYms6jF\/wCw8qzyakFWrnVUNz9a1Uo32qO8iP160QpyRaKoVSBxBuBrykUWZ\/TapZwd82vSRxiDtTkq1jhXD2rqOSevMaV1ZIGEeg5VwQqx5g2M7Xr5wPtHieyf4nAABYv3SyTLYWmykjS4IMaBQPOfozxBk6+f160s7VVh0heKxTCMQ01h1IKSBmKnHmQ2UlVwRKriCApRGkHccuT5d2D9q3sKw6y2EkOEEE6oVEEp4kiNfwivsXbn2vYxHhUl5KFJckpSkLu4ytuQVAGzRChI+KhdpfZ9kkhjDYXJlwudSWGFkBTjwdEEeBORF1jxStMG1P8AtPC4bvUhLLSpWBGVqQIxpJCTZcEJ8B1CU7xWmSP\/AO+W1Z0rStKSVkFKEqWO8\/is0krEx3yI5hfGgdq\/akYhEFCkLU4FkEAJCQX1JgzeQ+Nh8O80RrDM5sIFts+JzFIcISnKotEhiJJGUlY3OYRJMCn2IwmH8Kw2ySXFZ8wRKQGFmLifCtIQEaAaDwihPO4fGAiJrSIOn7U0wKMKp0QhgoLbXdgAFfdEslxTg0CgFLGb4h3aztSLAOEC\/L6vWa3xp00hIEWEelYcbjkghOpNtyY89qM85Y8BSzsvBjOpxSicxkJSJjbUJngL+HWpNiUncRfjtA04a+3OjKbEAE9BA+UWNrGhhyDcwBqomEjpy6Vjfx+ZxLaIWIMnMZkQLW20nnapDYoIdSWyAQZEKJJI\/wBMEXFuVBUnKDEAcAB+RNql11CE53FBKdJP5SL+VYlYtSyIzo4JAb7w\/wCYqzJbTyIzGdU1JpXYeKL6CJUo7ZRuentWBWRPjeWGlfdQt1o+Z7sqI8poL3aCQrKnLmIjNKnVdAtRKj0Bigq7DViUnvCpIEROYqJMmYzBIEAC6TrtrRaZC\/tT7SISU92428omCAl6L\/hKss34CtXZXajjxMthIBgx4TPOb9BzNMezyvs8ENYRaARBfLRKljUHOBAHIbHejq7e70EKShR\/rQlU9cwn3qtia8MyCPves+o0963N4InU+Ea2+fOlWGeQgZnGUNiRoSc3+kGAOscga09m4nvFFQxjc\/dR3IShAj7oKzfmSKtWGoRCZiBwOqo43sOXrVF4sg6\/p5j86yrU4ZDq0LWN0BaZTsYUPUAkc6AGwTF9oGw69eo86QZs48K89wQR6itZXt\/b0pShJ+8Oug9th9WrYhwEQCOpFKHz34a9LxtptUuERQlM8TPy9NKgJP1\/alJJn96sbaa+k+1U+rVzwtI1HlP7UVQME\/d9LxJ+V96orDRc6cdDPtOu1GU8FWvIGumsaXPH5UFxV4SSLXIuFXNpHnx3oackEGDIPtVm8UYiRIF4Igk7Rmn1oSGQs3UCAfEQCd94k+VXUkSYsBuJ1570HViU7zP1zrqpHP2NdQ06OG\/GCPesfbnYQxOHcZV4c10qgWUDIIHDY8iabNsieB5fO8\/lRln6sfetcWOT539mPsOrC51vKQtZEJCCSAnU3UBckDa0c6ef+jjhFPXbG2tQTNLGFSOywRpWbEdlJF4EeVO3bCRvQg1IrNvwyFTXZgOwjX6mmmGw8CTrtI0rkokgfVr1oJn6iqdmhuwRtA46ekGinDJiySocj4QY4Rqd4O1UQPIe\/wC9RiHYTMDyApDLisQLgqAF8xA4XjSwG+9K2HUtyGmg9iVjMoApSAkH4lqNki\/W+9DLLzq5CsrWbLlIIzq\/DbUb3NU7SdZw4UwxBVP85eqiofiMaCTA28xUlHXkoUVEy8fiWCopSNktgmEgaTEnWpa7PLxILhQwIzZAkKWRqEmYUOemuovWTBMJcIKvgB0GqutOMUtA+EBJ5Wm24mKE2YB9rDpytJHNRHiO+p1oWI7VzKBIBTvM3nWfO\/lSpxsqXYi94kgD+1ahhGgnMpxtd4nvAlExoAJK44iBtRbrT0yu01lCUZAkJASHICRCYAlUXmOt96yLw7SIW6hJVYhJAnnYGw5qk8hS97GttJBS6pbsEZiCAkHUNiYSD0k70iwOGfxb0JWEgmCpUwJNup+rUbaup4ZdpY1w\/AWVpT8KHEZo9NdN+FJk45hZKXGu5cO7ajk5ERoOUGvQYv7JJyBSXXiL+JWWCUnxQAnaINz1pI9gcswrODxSAdb2mnP0eNicc+zae+aT94SSLSYBEgxrHCmWH7TQ4ApKlX1sABzUTtzFeabwCQMzHg\/pNx+3lRUdqIaIGRxtRtJsFTrGUkRGxNPi9etbdNhMbgxPzMCaKgRrcdaRtqUlJKfGM3iC1SpAOmU3zJ5G4Mipdxi21AKSVtq+FaEqV\/1CM0WsRbSnQ9K2dhryqc3GsrDhtF\/Ij\/dFaVJ6UoSKgrIFxXNmrE0hjQgTJBIm89LHmOI5VrnKJABH+awAG2tuWlUWZNiRvY\/pXZiRBkdfas+Neq98QkgAetun9qGkA\/d04D9T71ZLOVBO5jjt1NteWlAbV05TrQ1BFH6t+lTUAq\/D7iuoaam0lIJJk\/WlDCxRFKP0ao6rp5fvW8xztBcVQlOcKspVAcO1FuD1fv8Az8qhbwO0VVOlVCJ+jvWPWvBWlDX68qs44PKq93H1ag4rFIbGZagkc5Fb8Y0ckAT7WpB292itIARHeLskRNzYR9RXdp\/aJA8KEKWqJyhKj0m3nQ\/s6y9mVi8S2UKHhZBSUKAN1EJtlEbkTrxq9Jk66MK2kuH+YUhKNdCPGrjmJ0PnXkO0DBCSIKjcC0TePzqO38ZncUq6nJhJ15aSRPlSz\/055BUpRUHDbIdTsdbAydDzqwa9I2oI8IIgD19KCntELOVr+Yrgnb\/MdAPM1mwOCWEw+Utg6BIEqnXMobctKbBSRAaWECAkwkTYQNCNhqdaxcbnQOMwISn\/AInEKJvDLZ\/lJOkrmxMcp0plgnWHVqWpoEDKG8pIykADnNgT1NYUYJKyS48vIkQTlSTvAEkASeu9Y3scMMn+QFoTBuD4vMgW20q1Xtt+0GHQgZYV3qyMqQuSkcwRYqJEA7TyNN+xG\/4VKm0wpSgDnTJIMXvsDPI220rzH2ZbUtf8S5IAJ7vipWhN+setP28V4l5tbiTG8xMTtTOk9IrtJP8ADlM7BOW9hpv1N95ryeJB+NNiLm9xzFVx2NsMsWtbeNzz\/alr+NVISi5MDXj13p5diNWHsZ0BBPlp+tGfShxEG4OoPPfrVsK8oMpbmJSMwI01VF7yCrbjyrH\/AADhNlhCN1qkjawCQSTfS1Ywu7J7LxOHQXG3ipnxAN3k\/ikabajWDT3sHF27smZByjXynXSfOoV2ggISlpJOSwUoxNtYT+Z3pOnFfzLAJPxJieN4knePWtSimWHxD7bpZWysi5Ss5inLqSpRIAgbfOnuFfzpBSfSL9DMRWbGY4LaCrxAJAGh39551bs\/tEOCUi3Ik+p3860G8czRAfqJ+YqgQYvVk+X5U6lEHKTYEcdD0nWKEFjgI15fKtIFZl2JnainivfUCLaiKrrrpN9PaqJdjXQ+1WC40IjlbnpU0hxwA+GI6H9a6rFf9M9IHtFTWVo6lUBxRNWkEUJ9UddhW2QlGOpoagNj\/eiNNrO0DcnQeWtHTghYmT7e1YvZjGk3gXJ4ftWphgxpHMkEHoAfnWrwpEAWP15VzTSjoLctPb86pBaGnD76+49v3qUMIJBVltuRofX641dbgTO8a5fER1iyfMisj+IWIuBOgAk9ZsBrwNIaMTiWmo08o36fOvM\/bPtoABCVA2lUbHgDqYrepttsKxC5W7cNlWgI1UCTtb1FJeyOxBjnPE4QhJJXFyek2EkQCeGhirVms\/2V7BdxH\/EeJLYKgMiVLWopkGANACDczcWB1r0mL7QwbCsjyFNZCRncQtOdW5zQc0nc7RTjFKQwwGGFJw4SAMxBWEjckCCpZpKntIKSpLfaKiRqXks5B\/pUsfOi+tEeL7V7OxBjOtJ\/pyrHsUn2rK\/2CyQFN4pQn4ZSQD\/1b8p86Z41DzicqnTik7pDWCdAOxhT2b00pD2jhWkyXcOG5vmCHWLnm24pueUUZPR2w41L+H8ShmQL503\/AFih4J7vnE7ISBmJkjkDtf8AKtWFaWP8F1RH4HCClWtgoQASONO+w3UtAhTSUB26myJBvrMmSPrWrwtDuMStJSEgFItBVa1tyLbdKx9oPXkEyoJm28CRI1rBjMCttwrSD3RM3NwDoOY2mtTXbDShlgW2Ij2q0leIe\/CbDj9Xmow615VLUIsUpCtyZEj\/ACzPWKNiG2yZSkRO1gBz+tqorEpzoSkgkkZRHPatUQ8HhZ7srCCCJBzTccEiI50FpRshJCwoxfwjxGBGvXypX2gVeIBJk7kX84qew8Y5m8KClKZlZkGf6f1rIymSXCDltbWhrBn4gCmSJ3B1Hoa5REz71AWZncyPajZWnp\/sw8n+Y2q+ihuY0P8A41uWsZyAABsB75pAjoJrz\/2fxUPJ1JUCk9ddeoFejfbE5gDGhtJvxMwPM1tkcGrINCQDUgGnQ0JNZcQNaOKq+RBmqzVLjKLGrCZEQrja\/kT9dapNdlWbpUAB92N+RmsxtpS5Fsp9\/wBaiqAjh6Jt5SK6tJLWG4+1UxDoSY16CTW5xIQnMohKeKiAPWshxyAJQ0p4kwCAAkHbxLiBzg1jS5twpEnT6jWrKxSRClqCEkwCq0nYJAuo9BWLtBnHrTLTuHbV+ABUDq4oEk9Eijdj9j9143FKdfI8TqyVHojgjW3rSyP\/ABub\/CaKydS6e5SOqSO9J4DLULwme7qpEXS3KWzHEfErqonTQVrWkWVYwY30v5+\/GguuXKcwKtrn9qQp\/FIFgkmNAM5A\/wBI\/IUBZStWWMpNgCfCkfeJOn7kUVfZhaSSSMytSYv5GgMNqHeZU+LJAURYEjXiTfpUCjtXBLxLoShwBoeFslKoA4xN7ydrRXocGy1g8OGmiTEkrIhSidT+g6CsaEhhOdX3o8zvbyrHi8YXFBLSgVk2EE3ufYX12rLWhYrvVqzJYQs3lbqyhtM8SSEqP9PittUu9+4AlTHfREKZVgVITb7qH0flWTGYfD3Ljq3VcczZbSeFoA4mCqspS2tCU5+zXEiQErK2nEgkqIC0II1JNyap6hXezFDxQELSZAxGBbQBYHwuNM5CZ\/q2tSvE4rFAkqGcbqaUViOaVX9K2P8AZLQH8p51pXBt9p1B5iIVHIhNK04R9J8K0Onke7c\/7jlPrVyqZlltcyMp4o8JB5pNMcRgVqazJcWtLNlnKgZLHxZAZy2hRkxbQUFGJWXQHmcxEnxpIUAm5k7i2xpo044qMVhkGCSVoYEOtAWzhMyoKHiMaGQYqiC7J+0LiExAP4VpCVEiLhaSMxTzT70BeFbeu8zmmwcZWLE6Trl5hQ9KFiMeHlwizqvjBSkhRGh7spGUgbpgzeaX4rArSVKulfwqKFEq56woHkqetWnGk\/Z9TYKu\/YUBNl5iI6okE32pW23kWVqKCkaBBURJ4Z5OlY+5fWopAWoDKCoj4ZnKCdATBtOx4V7Hs7s57Dtfy1YTEHL\/ADEHu3TxMH4k68q0CpntKVEBUAxN4E7elbHMSkosDmGpBm0AaeVYgjDvqKcn8K6NUiY9FXqHm1sET40bKGh61jl0Z214dciZkGrlF7SNKWjFQSpMx97kT+tbcK6VKn2iucllaplhCQ8j8QIkzEnXWvWqaWSCQhAvO6z0gCBpJ05V5Ts5sqxDexKvkCfyr1mIS7aUSE7g38vkZrtGBM3H9flXJUaEkEbetXbNuVajNEDk71dRoQ15cK5ZMcPWqaQHCZ1H5VIV9CoE0RMi1YjTgv6vXVZJItaupI68MAZBJV+JRk+p06CByq7LMmSST7X51xeTmMnMORPzNW\/io0EA76n1qn6zaKMOqZvA4R+n1FEcI0JAPPXzjpWIvFW\/W\/pNVg7\/AC39a1jOjOFJBElXsPehM5gBlA2lQueevPp51USP1N6kLtExppeKko6wcwklXOdaK4vKLAW4QAPLc1LOIKba9bx6mBRVYxOvdpPr8hb561Iufw4V43FxAsIkxy50vcwpM5HUJBBlSgVZU\/hQlJTc7yoCwsa2v4wOKMwAAdikeU70q7YQpcJR\/Jwo+JVitxX4UJG3M2iazaYzYjHsMqCUPwvTMptpX\/a2lMeRJ50M9qtLOV5\/CPAXh9lwFPmJIHIiqYZhYV\/woxKJkBTYJnj4jb0NFex77YjEpxTgiB3+FQ6AP8ySlUf6qodLsZ2dg1jMghCgdWXSpHkhaQRx0rIrAKSYbd70bJcSG1x1kj5UHFYjAuqhLSUEbtqKJ6pJsZ2JMVBwuUwh2Y+47HsoVi0wwwaMYkFxIWAgTJjMm48Wt0jWRRcThUKyrw7vdOkjMhwnupMypLglSZtYg73iq4LBPpSHErzQSS0CFKAAN569dRQz2hgnVZlpU2597ulZM3NTahAJmSUx0qX+B4wrSlQxDAVmgZiApMAySlwaGQIPWkeLUIlt0gcFQq3AKH500eS+2JbV3qeUBfmnQ0twGMaDwccYGZJzZSIkj4ZTprGorURx2Gw6EBaUl\/uv5jqPuDMYSDFyAmCY3VRC9hnZhAZnTIElAIPSQLbRWxJhsLQkFVyotuZHApRlRIkpVrw0EUuUtp4mZzfiHhcHGRv9Wo\/pYx9oMLKQHEymfAsGVAj8JJmNLGx2qcLjygBt6Ftqshex5HgRwrng62SCoKbOijdB5LH3TzFW7oKCsgvYONK36cxqFCq3owQdjBSgWyCJuk7fU1vY7HLIzlYUDIncARM\/W1ZuyVLQQkNlaAQZBAVH4VAib8R6Vox\/avfSoJCAokqTBkKkyDmv8hWOH3Ty+GfYK5cRAiMypF1XH0fOvT4haxlJsnquVTy+HlHvXnfsvlCiokWSkeIi8\/KwHrT95RUDJB4Cb9b28vauvFzqx6jnaoAqqDa4v0t8tedESN60lkJqFq1EX48OdWHWsylelFuKTastUmRXOnTSgqVx\/KhqcMfdF9DM28qzK2JlPH\/b+tTUB3+g+o\/I11SEyTvNjNcFG0k2HE1RXwyYBI1mPb86FPC\/6cuNSrQMSARz3t71oJrKEJIBAj63o2frWuLnXKVvXBV+NVKqpr1pCwdg63mw1\/aY2q7jpUPnJ+r1ASOp43+o8qzYh\/JYSSLDKAom94KjExfbrUWrDLbErcSlMarPiI4xJMHpFIO2HGlElwuFH3EIJQIv8Z1k8EkU7xLKEhPfgrgA5AcoG\/iyySeUxXl8QghZXiAHHFSW2EfA23sVRuQBc6AVjkeLncGCMwabZSfhDmLdQI0kjMq\/PWrJbxbKZYaKk7\/w+MU+P9SHSR7Uu75pZP8ANwLU6d20Xlxzytj\/AHGjt4c2LOKwSztmaLC78CATPvTFS7E9rocVlxGHAUbDM2QZ5RobbelZv4dq2RwoSrY+NPlJkUyxGMxTeYOtEp3KFd4m9xM323rCw+wXAsNpKQJUEkpTzlINr1mmH2EwZgLwSy4tMApMg21KQJPueoFL+0\/tAcyEY7Dp8JJ8SUZTNjdEpmwvEyBwrQvs5p0FTT6cOdch8QkXGTMoSf8AVMxANL38fiWkqW8A4gyguDxgzBOafEkxBn3qLBiMOPiwr1vwKUYHQm9PPs4y\/IztqIjOstqQXFJPwBKAcxAKSqADqOVecYwjDi8zTndCCpQMkQBtG50HWvW4ZhN0uFKyRmjOW3UTEZc\/hIAEAZrxpTiW7QaWnxNpS6lO6Uht9JjRQgK8jIpQ8pp+ZkKGioyrTyUBAPp5Vtx5eRJSovJH3SCHkjpypa++y+ATKFpn+YmQoH\/9g4Tb9Kxl0gLStB+IKTNnIGRQ2C0yYPMVpwyLhV21DYXjyNlIO1Z8jgUBISo2Chdpz\/MDYH6vW\/BpSClLiVJSbH+naUHcAnY8quRh9gcGD\/iApcBAUPuqQoeHykSDwtSrHYeHVgpA8XnEAg89afYHAKKdZcEpERCkoJgiL3F460s7RT4yDqIB67+1F8E7rb2M8UIVkbK1qmRKRbgJBGnGL00w2MWTBZW1vcWI5xbzBNX7FbysII1WkEzvN7\/KtOIcWRBsNhYC1rcfOusYocg6\/UVdI4z5\/vQj\/ajAVoJKoE1lWATPH1+rVoWmRwrMSRtWeRgazpJ5dTVkDkSb35eVcRxj641AJ8uP5URtHdA3ge9dRUkR8E8\/7mupSrgHCYtMm1CSqCNeVXSueceY6VJTxt+dFC7U8bE68\/zo3czeR5VmVfpzNQwPFrVLnTNjQW9hVkiOHUgewrqqpd66MoVJ1\/T84NBDsGc2Xc+EX5T+g86Ou\/8AcUAMm+iuOW89SNBO07UJB8DanlFMkE3AgJEzAnXnXlccx991Sspv3V\/Gdi5G0aIvvNekxouFOjLpCY1PQjQUgZYU8tROlypR0QkTtxtAG8cKxy9agSe0H0+FL7eHCh8CczjpH\/8ANAiBzIo5wb7gn+MxBtfPgXcum5z2HWhYntZGHJRhQEFRGZxZnXdRiSeAA6CobwS1AKdxGMJP3sjbIP8Al79WYitIvxCsSmRnafT\/AEeBQ8lAHymjdmYlxCVO5MqZCVFSQDBmx3ItE6XHKsePzgwMSXANnUp\/3IKhTXsxbgSFNJzqy+JtHitM2Crr42GwrF9M8VX2V2e+MyHiw5+FKlQb8TIH\/b+ZVdpvYjD+Fw981+KBI01iQbb0zdX2e8oh1nuHRs3LK53JSr8waSY9t1tQSy4X21EBJgBYnQKTMf6hY8q1mrwbsLD4d9wANgKmbLKEkDQHYEkj\/pr0eMxaLNYkKtZKXUgKGvwOoib8oPGq9k4Zf8OM2VuwICmg6zAGiimcijuTuTWTH4\/KO6xDQCDMeLO0dfgURKddLdKkxYlp1vxNrLqBt99PprWMOpcOcnu1ad6kSLbOJHTX+1SrDFJzMrUU28EytPMcRy+dXDwWQZuf+YE2VH3Vp1B+tqDBcNhzcWEwVIn+WofiSdvKnPZyQoLZWmbEpJElJFrHabTxApZhWCqyLACcu6SNQDv0r03Z\/Z61d26kAEIKVTN8p8JjjFiOQ4Vmdm3DXDYSQkJGUpABjQm0niDSTt8Z3glA8WUJtupSiL+Rpv8AxKogiFcBp5VhwLebEFSx4Ue6ogaaXKtfw1vnOsjPGnDDaUJyhUkeQHQxUqF5vBGu\/X24UJ3FNJMKhJ+6CVT7fOKu1iAdNOV60BY1vfyrgm8\/X1eoSonWpUuNTUkFV4iY13PUzWZ656bVC1RfTnXBU3+VYt1qRXSpSrWdeR41xST9flUhvgeov+lUIeXkn3rqm\/0T+tdSVwUi1wRtf8qG2ubmIHGx\/eiKk2Mx1qrhVIt4R1qC0iNalpQ4xQ1KG9c6mdtama0lVVioQm1XArTCpJqveHQA8PqJPpV6BEm5G+5E9Yvp86kLj8QEtKQBmWpJAEGb235Ukx622miw3mUoxmUQYJ1JJI9thTcOAXk\/hsnMBbmLdaUdrHOttuPDcbD4jciL6DfhWObXFn7K7GLbSn1OIbkTIR3jgAP3RoFH1rKe5WFKS2nEHQl\/+FDij\/7mZXuKdvIUv4AAUg5AfhCotbciZikWLccMha14knZKn0AcpS6lNuASaZ0d6KVYEBYAZDZJAls+G8TdBi0xcbU9dYBiHO4cGlgUKAtIFjtqJ1pVgWiXPhVYSUrJI9VQaeFZbSRmjN\/ycS1\/LWP6VxHsetZ5GE\/bnaDwTlxKG3kfjBDgB\/3JpX2J2eh50lGfLNm0yoxeYJ4WAEyZ5V3ai8q4AU2T92QpB\/ykWAp92SyW2oBShZg\/CkoIi0yAoGCTnB1rW9CzK0urbXdDhQ6mxWjMhQ2hxtR8rGlOIxy0EtPJSrNof+Wv\/wCJ5V3ar+cgOQh1MQqQoidJI+JJ9qwKWVghYsLLR\/5IPvQglYe\/8onKLlP32+nFNMWWCSO8KVEp0FsyeJjQ++nKq4fBQBCpUmChRFyDsfKm3ZDGZ5Lf4iQJ+6qLeU+1ZtME7Lw5Q42Umytzc6kEGdSNehFenwOFKIBWCJUoDhc6xvel\/YzIDaVKSCsOLKQTvASrykD0p2UmOBNa4ccHKqOMhUWg7bihtMicobAjU2v5j2FakeEW1q5kgSADym\/rXRkDu0pHiQgj+pOfXaVfQoIQkHwgC8wBH0KOtHSpDN59aiqE5QTymwrOtskzHrVsXiCDCSR01tvrQyszck8Z60dGdOW3FrfXGqd1+\/OiYh7lfyoXexsTRYZRYAvyqqLiwBqpSVm8Aa9eVjRUItEWHC1Mmq1BZTuYPCuoa3YMTU1bF25JHLrVVuHTQdPSrBXmajvZspIGw2rJrMu55jci3mBXLToNuf70bLw386GoXmeUVAfDqVxEUQChMLo07VqeMX1xvrUqQI2Ht61FclfClIw7bYkqM66EqgWjLaInrQnsM0XEqGfwgjxGVFRIubcNq0KV9foOtFYzHgRygUZqZRgikeGCVWBnTj0ryGPweRa21ag6ayIkRXukhJM6jTUi9Le2+xw4nM2qHRpMZTyJ\/Ws8pplx5LAfEU\/FtBnzFvnU9pNtkHKMhHBSlp6lKyfahvo8Kh\/hvbJMgkjhPT3pGvFughstuBSrSpJB5nTbWs5da6a+yMEXXCVqAaRrqoGL2ABgTrItTvH4oZcpCXEbEeFaDw4J11FjwrLh\/CkJbSrqYk87AD51J7P8ScxgqIFrgT+XEU2qQN5GYAjxAbKgOAfeBA4xpvYijIaykT8QgTra0expz2b2aUqSpaZUlS73TaISQdxyPGsyGS69P9W5mwOt+grNlTLj8HkcMC828zP9qc4LAkYogfcGZRGgkAW8zYcqhTIViYWQACgmYAJCQQBThpF1LV4QqBp8WWcvKLmtfytbMMhCbiTEgSIkkkqPrUlxMyaCp0DQ6bSPqaD\/ABAkxfhp8hXRhr7y9v0qxWSLEjz9vrhQEOA6j64VHGDURyiOFUUqL3gVS9DxLkSKFAEzcyfQ1QLqJzb24Xq4YO6SOZEfOstIF9ulcFe3rRG0EAyLDU\/XyoajMc7jiakrIFwYPvRDiCrQE8ToaEU8486hSbcR6dapcOKl4\/UipqUC2\/p+hrqCla7W\/L+9EQ0TcAGLnMRb5zULQNRHnw8qHmvqPL9qRRiq35bUJ5U9ahSjI1jhxqir8uQ0ooGww8rzRlKi\/A0FNjAjarm9PHxmzsJTxJtVmSTt8prWypCLJyZt5k66gTEVVlvNKkiBzvPrWgr3kHQ+X71YgcSLb3BvyFXSoCwiiJE3An5VFVhwHX0iT\/26edWUzOnhM8ZHy+uVQMNeSYM8SB0ubH1qyhBEEzw1TUlMT2ch4Q42nbxfetuDSnGfZp4f\/jvDL+FwkR0UJHlT4vExNT3pGhn0I96sTz47DctndClHVICiPW3yrThuyltqTIObYkH2AsKaKeJ\/UCPb2quHkG6iB93mfSrCBjCUNrJtv02FJ+yMIUpLpnMbAbxsb8adYhgO\/EoKymSJEnLe\/Kb+ld395kQNZi\/OrAx9m9jypbzigcyiQmbkCYnhYTzkVvxSgSCBtAGlh1t\/ahqdKybSkGykk+4Nxx4XtUpI8+XvUVFqPLThBjl5UPEKKtE2iJmR+3SjlF5m15EChBEaaakXieX61aEtjzq4Fc0jQyADfc\/KiBPDTjHziouB32FL3FZjaj4pd4Btw\/vWYkb68KNMiUpi+nQ8eescq5OY3kVOfkeVc2gE8Y62qKMhNvaahyZ1\/aiFu1pj2oIEn6j3NCSAP7iTVJUNxy\/fj56VYFWog+dh51bMD8QE8bW6UpCWZvx5j9a6ozn8IPrXVlrsZgeI9P0rsa2AoWG+3SurqmS9k+JXU0dnaurqIh\/vjrTp9IyKtwrq6r9AeLHhHWuxg08qiurfFm+sSRfzqyDeprqj9agfCKhvfy+Yrq6lBPfCapueg+Yrq6qqLvDwGrspBFxP0K6uqXwFweHyrBFz9feFdXVL42toFzAnMkTyrnLGprqCAhRzetbE1FdVEIsUDFaDrXV1VU9ZW0i9BxtkEjX+1dXUfDPRkfD5H8qXY4eADYuIBGxEHWurqr4Z63KQArKAICLDa0xapwfxevyrq6tC+BJOnQfKiYcTBPL3murqEHij4z9bV1dXVl0f\/9k=\" alt=\"Resultado de imagen de f\u00c3\u00b3siles\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de f\u00c3\u00b3siles\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a1Que cosas!<\/p>\n<p style=\"text-align: justify;\">Con todo esto, os quiero decir amigos m\u00edos que, cuando o\u00edmos hablar de la primac\u00eda europea con respecto a las Ciencias\u2026, debemos dejar el comentario en cuarentena y, dedicar un tiempo a profundizar m\u00e1s en c\u00f3mo fueron las cosas en la realidad. No siempre las cosas son\u00a0<a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0parecen, o, como nos las quieren presentar.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<p style=\"text-align: justify;\">PD. Los\u00a0<a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/no-todo-lo-que-parece-es\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0provienen de fuentes variadas.<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2018%2F11%2F01%2F%25c2%25bfla-realidad-%25c2%25bfquien-la-conoce-2%2F&amp;title=%C2%BFLa+Realidad%3F+%C2%BFQui%C3%A9n+la+conoce%3F' 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%2F2018%2F11%2F01%2F%25c2%25bfla-realidad-%25c2%25bfquien-la-conoce-2%2F&amp;title=%C2%BFLa+Realidad%3F+%C2%BFQui%C3%A9n+la+conoce%3F' 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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Por lo general los fil\u00f3sofos griegos han considerado que la filosof\u00eda nace con Tales de Mileto all\u00e1 por el siglo VII a. C., pero no se consideraba [&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":[11],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/22171"}],"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=22171"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/22171\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=22171"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=22171"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=22171"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}