{"id":3712,"date":"2021-12-20T08:15:14","date_gmt":"2021-12-20T07:15:14","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3712"},"modified":"2021-12-20T08:20:05","modified_gmt":"2021-12-20T07:20:05","slug":"esta-claro-que-en-la-imagen-que-del-universo-tenemos-nuestras-mentes-juegan-un-importante-papel","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/12\/20\/esta-claro-que-en-la-imagen-que-del-universo-tenemos-nuestras-mentes-juegan-un-importante-papel\/","title":{"rendered":"Est\u00e1 claro que, en la Imagen que del Universo tenemos, nuestras mentes juegan un importante papel."},"content":{"rendered":"<p style=\"text-align: justify;\">El viento azotaba la bandera de un templo, y dos monjes disputaban sobre la cuesti\u00f3n. Uno de ellos dec\u00eda que la bandera se mov\u00eda, el otro que se mov\u00eda el viento. Argumentaban sin cesar. Eno el Patriarca dijo: &#8220;No es que el viento se mueve; no es que la bandera se mueva; es que vuestras honorables mentes se mueven&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS2OcfseesWJLequit07aNwdZGhSKRhqtUkOQ&amp;usqp=CAU\" alt=\"Por qu\u00e9 Jerusal\u00e9n es una ciudad tan disputada y por qu\u00e9 ninguna potencia  excepto Estados Unidos la reconoce como la capital de Israel - BBC News  Mundo\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este pensamiento de la doctrina Sutra puede definir muy bien lo que nos pasa a nosotros con el entendimiento de los fen\u00f3menos que podemos observar en la Naturaleza, a los que nuestra ignorancia puede encuadrar en un lugar equivocado y alejado de la realidad, ya que, entender la simplicidad y la belleza del Universo, no siempre es f\u00e1cil para nuestras complejas mentes. As\u00ed, resulta que, la Naturaleza es bella y sencilla, lo complejo podr\u00eda estar dentro de nosotros mismos y, es, precisamente esa complejidad la que nos impide &#8220;ver&#8221; lo que realmente ocurre.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El observador y la realidad - Psyciencia\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Siempre nos decantamos por las soluciones m\u00e1s dif\u00edciles y, generalmente hacemos caso omiso al mensaje que nos env\u00eda eso que los f\u00edsicos denominan Navaja de Ockham que, est\u00e1 referido al principio filos\u00f3fico que nos dice que el camino de lo m\u00e1s simple es, generalmente, el m\u00e1s acertado.<\/p>\n<p style=\"text-align: justify;\">Sabemos que la Historia ha ido avanzando a cortos pasos en el conocimiento del Universo y, si miramos hacia atr\u00e1s en el tiempo, nos trasladamos hasta aquellos tiempos en que Eudoxo entr\u00f3 en las p\u00e1ginas de la historia un d\u00eda de verano de alrededor de 385 a. C., cuando baj\u00f3 del barco que lo hab\u00eda llevado desde su ciudad natal Cnido, en Asia Menor, dej\u00f3 su escaso equipaje en un alojamiento barato cercano a los muelles y camin\u00f3 ocho kil\u00f3metros por el polvoriento camino que conduc\u00eda a la Academia de Plat\u00f3n, situada en los suburbios del noroeste de Atenas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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XxK5AcAkFxFxFxEgCZuJJ3wvqym96B9LMK+YRS37t6NRGBGnR5CsmdNyG2bqZOF\/NZp5+yUTLtMVQAYCtIUEeUBTc222vGG3i4pxy2Ok6qnN0IPLI3ibeh9ZAfD+XWgt6UuekS2k7AxYqCCCoEhovcAkXaFVBSnlKSKVAUroEyOa0BQNV4JsBsIEERfbVpEi4IkSLR87gib+4ta0iVW0ix0MTBH3TeNNtpnb5SDiTLI2wQzpkjV0IBtJ7Rbp1iLUI1Lq5RbhSp1m1+4axgkkb7ieoxHkaZ5g0QG8pF2AFr7IvQDzWud53rU2etFMajHNNlVBBIY2lmk8o2gnqJlzJZPM2oahqViDdyBAEwy6iBe8RvFgVhALCqiAaVHl7D5d+3oI2xJ9roqTqhWI1b7hZMkdBudhsdoxSr5mnMASy3MKC1o30D03JAMntitlsxpp81ABol3YAiGDK8QpKWBtaxi+xkW55UWqrOCUZtcq60ydJ0iZEMF5TvcEN1gg1W404J8QwwJBK23ubktvGncwQekElvBXSNdadBnShAFybXBBESIm0TbCxmlZ6xd9QpO6oziQsFLAjUGKG8mdxaZjDVCJuKVKYqU0SnLtszt5gYAIIHTSqwSSL9JwupUMwp1CoIbQWInVq5d55hIjY7zibiNF0cBXkgyhD2gDV5WFiBAMSDfEPEVanZiyszGFIKn3gRIIa7f0sX4HyeZH966qSx3CgNsSB03N46evTBDI1VQlqto5FYxCiQTa\/Q+bYSRBGIMog0qHIWoTMdBvpkdiYPpbA7itVqeqkKjsDp2NwAFvI8w1CNuxkmcFXsOgjns1TenqNVdSljb7rRsJAA1ESL2jluCMBlqOFqVxywVW7iR20huYgBRe8CJ74r52ofOG3N5JGsmCZvqiAZgm\/vJp1821TTTWyKTpEmLkSbkmLC0k2HYRSiUojV8PVwMtmKYpkhlDsV+6FKaiDMzAMeoXucCMlw4s7mo+inT6Lcm7afDmAxOk7wCJPYHb4dcJV8MEVCG5AdiZiYJFtjuPQ9cTcYDqAikNofzyBqBA8NoERI1AdYGDuLh0bZfidORTFFaIkbAE8skFnIuL3gDfa5krWZE0PSIBpRqprHOjGHBibaRckwYAGxwI4dkVZNT1AiruogsxJneDe0w20dLTcpV9W5kQVEg79hNrnciBfYWwWgZczGUQ1mLOx0kAzpkrFmtznUI9gR1tjONcFVstUqO4DUzKjUpbmMhSqzplbge522HVOK02ZCWanVVVVwQTqKyFMsTuCBMzbrNjvB8wwbL5isi+FMVNR1DlgA3JOxBuTtF74QkmjnhzDadFwv6mcEuE0XzGvWzOECgS3kBYSVH\/ABggdGJ6YpPT8SqwpoLsxCjooJMfID6DDL8IAKq2gauYyASZLAKxsCUUge074bdFuhkylDwsujUi2oNqHNyjVEBBMgjTNupM7DE32Rjfxlv3An5+uJcplgKTO7CjSVBDSx1EDdTAVZBBLaTBU+uBv2mh\/wDcn1Sk5U\/7T1Xt6YzSszafgh+NOJvTyzonIGqBE02YASZJkk2DLuLNBF8e\/A3CQtDxysvUYhJAshC6o1QYYk2vYepkV\/ibWJNBNhzn3krBPSYw+8LVTSp6IC+EpUQfLELMbNpXvuJOK30mnYkqcr+K68rGAoveV5QO52jrJ74MDLz521PVQhgsEhTGmCbFRe53N8CeHJqrNV2FIlEE7uZWSbWVdj3OJPi\/4gp5dQqFTXJGhBeLeY3HKIO8TO2IW2wqoh41xZKFFP3fiVY87Ek3HmY3P\/Em8kCwEgMhw2vUC1ZdabEDSG0GprWVJEEhfvQR904NjhtFVU6xVKxq1\/xhQSTq2gQADIERbFDN\/EzOFp5VGYahNTTC76jzOQHmDcSOt7DGiEjzMZGiAT4UOpHMFB1FoIioCCu1tQUllgSTBp1EeXdWLuGNqkGBoLxrkPZrKCxA304hqZsVG8OHDVBLByDrXSZA3Vpk7EECTERMnEMyMuV8RfEcrIJIuY1SzTdFF9ZE3EgmCU14Anfi1SjTCohIPkH3CunYVDeLgKLG\/ktJtCvmVIam1F2I1KAGgEm7GqDJUaf4byBY7UUyzMxVzUZjDIlMsqqDMaoPiECHUjV0FhJxsOGU1YI9CkqksGLUyzLABuxhpET1iZiIxSQNovpxR6KvTSmGeNXK4JEnzMwAlm6KDJOoBRpIxrwpPtCi+prsUjQEH3QV3kqALknsABiLKUFFXw\/DpC4kaNmWYAIEkDr7\/PBKrkdS+LBNTYlGDrMdViQJNtOxMjAIFh6ihlpgkJ5lmRPp28pMTB9cFqWf8RAkgqV6jcxIsG7z2uDOKmRz1TQYRVNQA2aWEs4DBSY0\/wCotA7G2K3j+Zg4VlMqWUgkjl0gRYEgXIMzNgMS0FlfPVFYlgzAzDaIXSwVyVvubHcRcQYMYMZTNVDy1AvMLMZi8wKik8sg+a+9x2rZbh1TlJBJdSWBMBmsQx37i4No2PSbNM9KmmgByFJaLkmOYwTG5beNmEYkkXuIA08wP3ehmVxyD70EhrAgsokmQZKAntgeF1n96wErzEE2J9hF17C87zi5x3Pv49EvqDGnFW4MyDeQYuOa5Bk9MUXroAC0OXaWZXItI161E7EmLyQb3E4Ciln66o4ULJEhdIAOmCTN7m\/ofNJHUTmVeTU6QRMiD\/uE2F+ogmPTBTiXEC5GtFPmG4A3JFwbdZvBj1vQq5mnKBQ7DbTJGqVC3\/haQpkTMXAgYuJSB9TKsKbFgwAcA2NrFvpcW\/ti\/wAKyoPhrEqSCzAX3ifUb2i5A7wSlNvFZZYsdel9QUioCtgEGmBpSIEsBHWMWuEZk0Cwy1SnUTWREEsAYkFWAZyIPkuRqI3AFXaKAmey608wNBTSZIN4BJMarkqJgETaGHu15\/JGrllzAViFPg1S3MYAhHsfLTYG8EiBG5OF98ma+ZSl4fh6oBENZYB1GeoB7m5F8M+adaORq0laDVhkaYBKlFlvQKS4It6bYlkNijSbQSKiyQbg80Hsd9QJOw7dATqsUkQlamrzQXVTZS1zfYW7dfYxXzK1AiBoIj3EWg7AyLL7Gn3xrTrKH0EAQBI5ST0IN5NtuYx8hBQmFM5wkVC1wUuRMAaoIAACkn70kCCYNt8A6uXqo60dWpZmAdo6drT0t+IwRyrNBWmGDESI1aubeY6AGCSRvf12OTFNkuGYgkmNgSNMA2GzdZtPuJjToA1aZDuBYq5v2k9J3thi+H8u9dCoenTYafDJBgEkzZVgtabwJPvgDxWqTVqX3v7WHbqI36jDT8B57QABD7kqXVQAJLNeBBgA77T1jCfAS4TD\/B\/s9E02q0qWlgppMqFolQzaVYsEuwuNN\/vEaQL7hZP7zN\/KpXj5Q0R7YqqlMMYDwjFk11GXUpGoSj2LAOolVkwwI3OIv2tX\/gp\/9Jw0mxahL+P80jVkCkNpXoZFz36mx\/DtdhyPxUtDJ5bwQjuy1EqawSUYcw67NJInYRG0Y55RpPWqBVUsxOyj+nQYfOAf4fsNL5jUp6IjDraXa8TtC\/XtTpFukqZZy2Xz9akg0tSUiUmFZjYsdEqSNV5J9cR5H4RqBjVr1mgTOhQWpnlu1208skiDa98PeZootIUlp6PCHKrMTKAqRzQSJiCYmOs4jfMpGggMpIILSNp0xN26RM7A+uJRNibSyT1kFSpWFWmCSylQoqXDXKjyyQQIgyBERJl31hvDBBA2iIkWAC262j17ziGhVWkWokQqw6iDADsARBtysSRvvG0Y1ZJZuaQ1NvSIE37jl2EWPbAgbNK1ElCsnooNpQrN1PcNf8esGXgqVGNSvUVfHiFSRpCgWAtcMxk7bqJ5cWKcKqtYI0crEA\/Ii1om\/pids0dZVdjpjsCTM3vF56d7RgE7ZrwnLIgVU1ONCaGZokgydPLaGfyjbYWBGIszndDMYWXB5t\/KPLfczBt1N9r6ZXMBaDBSFZGIQi4XmPhkR93RE3iJt0x7m8uKpRzKsggmDIbYjeJsRc\/nhN7gkb0cqNKstmAlgZEC5sD1Npg97DzC9kMxSZSkFXABIUSxGziTKkEWv0PTfFKgdJZg7mbj2BNtrTPQ\/S+N6WaFFnDFgTe52mbQY6kz6GBYYYNE+dy+hi5TRFrGCw3AJE2iwg7\/ADxafL0ma0sYi1hBBEzNjuIO0kTfFXMcRYqaJVWV9m1E2IBJPNfeZ9DbFnLZtqR0+XT0Ub8vmbaB\/YzGBCYRylRVlGmVAsFJCjeO3QWBPQ4E51wjMWqM4iwkQAA0hRILCIBk9idsSeOrN4hjSDYTMEkTCgHVBBi4iewwtfF2bCsFHLYqACJYsGMajtv0Emem4VBQE4i61GSoCiM33QdIN+rEkEMADuBePapnnTU5EsQFUEXiBeDIsFm1zI3PUpwb4eaoGF0S0EAjUZYmbSNtojr71l4ZAqcxL6WAneQh5gQZMQTETIIvgodAMJLGkrAa2Al5HedWqCIB6xeIOCPGeHfZWy+kwusEkxvyksLkx6z6dDjzgmVGdzbeLcKFTcA8oIG4vZYPvPpiz8ScEWiQAXCq45SxiApICFmPYDeNjO4D7lGmWzTNOrQwplQyOgXTaJJA3ZnaZva9jAD8Rzc1SqqFXxbrEgkkfWCCJvP4YJcT4yQnhU002pszxBIHMNxcEspJO+ldhbCrVGkQCD6j3bbDiNBapnySVpsywZXmYAewBK\/hhkyPETmcm+XPmRV8NjEaVEFPLK2vPUCJEzhKSsSOWxvJ\/Ww\/XTFzJ5\/w3DCVixgCdoO\/XffCaE0WM1n2qPA1lwTeRPa9p77kx174t5Sh4pE6TUaZduQqTquwUaSB1bzSQZO2LlTgb1ofKoKizL0xAdQbg6QRMbSPSeuKmVYAk2UFGWppBkTAJ+RA2jr1wX2FYRp\/DzURr8RteyhkIWbizev3brNvNiHjGYRqkqy0kA\/drIBK30gmLdbMZv7YsJmyP3lQrVJBkKTJHJcEgSQByqZMsBIGy1nOJA1DUamGknUjAre4i3MD1mdx0wJb7BXg243UDPTMCAsEgRMkm5O9tv0Sa+BkX7UbleR5EAggAEWjb0PX6YVfMCxmS28yPa8kn57Dr0aPhNZqEDcodJg2IHQiCD09j6YK7DfAyca4tUaoMvChKcaFRjPW7nvBBCjtF8Q\/aH\/98\/8AUMB8uzNVhzFRiFKXBBgQCpuJi1jJO\/Zv\/wAij79Uavvc679fxxXHBNEvwt8NUcvRWJFVo8SoVkz1UdgGB+l++GBaLAggzaC3tfSPl2g7e+JMnlXiNgOh9zt6jb8sWeIVFpDnkhrm8W373vjNphYOzGcDUix2mJPz6z+vlZby+fal0DCy9m2A6tDWi3LPfBLP1U0nwSJIMKB5gYjrJv6Hfp1CUxplCYPadupkdetxHTFxikJyJeIlXrK1I80AOGAAAka0KAWlS19pKkHbEGtUomqjEqyMF1JBGsQysR\/6gJAiIMyN4x44QM5IK1NJEiZAIj272\/pgPqbUVO1QaWnaQUam8G0BgqE9A3scA1uEVzThvDKrEwvLaTGwjrHW17ekmRzDFiYkQWABgkCADM2W5j2kzAirnasjSqqK0gFCYuqmx3gkhVsAeYAHriv9p8LUNchv3ZN9VhfRFjzBxP8Ap6TaXbY0kGMpTbUxgDSCtyNugI2neB2JjBJcwkNAlSwMEgFXNovYySLT29ThcoZqk68jlxB1EMN5lQQYi2xntecSqQYRiArLqebEWnc7C\/zj1ucDoNtWSDCzJuTJ72PrvPuPfFXPUTZyBqmCBIP85O+\/YjEWUQwxEwJBIYmewsBN77Y2zNdUIUSYvsOsmInaOh+pwxckvD6iSLwQAxsI5vL02kfkcMLMr3aoWibA7CBN5EmL73they8kjlRQYV2IMCJEfd2vae+NayFEHOEuJAPX6ye+3fa0NCastcUy4B102FOCDMTcbQARLFQAdoIn3HHgzPqNaoKh0G5IBBIIlrTIEXGm+mYgY2ymaYnTJIjrY9e\/SwxK9HQwGpY63uSCJWJgA2+UWGEFFmlmzp0mRKiNUzbcE2gg3+kYFcbyqLUDBBptq5fqSOosdv4pmwxaSspYvpB6RHU9bdBOw7fPGueTlEAxqHlmZnqRuoETPrbuMBbzHDKhcV8u3huBJBldSnzGCAQJJiRsB1iRue45UFKpQr0rPJDsLgjaOkagJ9utsNOWoAOFUMyMpkkEEXJOoswKzIHf1jAn4oyJJNMAuTEQuxuImCT92PWRtYrVvTGpVsLS8SJpBJggaTYcy9JPW1h20qdwMVGAJIawMXP5+8iD3xYyVIq7UjZw0Cdido99o\/PbFXNDyjsT+f6\/HFrZlolyisKihFJIvG0xci19h0vgj4xZQxRWO0aIE3YzA5j26dAO9HLVSvMCVaDf6DtckEiI2PocTUc9UDco1GZgCb7CwtPbpPQRgaEy54Fam806lvuFZ6Hyr1B66TFsEKXxC8Fc1S1g\/wDlu4utgDBI5lI3BseuKldswVLFWVZlhyhtiLQNW1riAfljQZImoq1NRMahp0m7dySQZIAiL9AJOJJa8hPLVsuoV6dYq4EaWB0kgkzINjexi0WwHzvBahJfQWDmeRgxnc8slifkfzxXXLAKzMGEAkkWIIBgQekxNp32jFenmqoUsLr+U+vywJbhpp7EGYBUBSCCCZBFxgnw7iZQ66TaHWSFY+YMAsLazb9bzgaja41bjr\/fFullKYeKuodoBvse+x29MUU0O3wrJzCxWqgCXbxBzB\/uBdWpSCDII9T0Evfig31Vr\/8A1WwjfApXxKy1R+78NTT1KWAggwkyYjcdJB74e\/tNP+BR6alt+OEyHY2cOyOpNRadQBEHuAbHr7+mBvxZlAmXLST0uAQbneSP1Y4l4fxZPAo1Q\/7t6Y09BZWsYsCApkbTbA\/4k4pSqgUazEEtygEgE3Cz3nFEzkooQWzp6gs\/c\/d3kGBANlt9ceOhc8yKCZIItqPUAXgkkTAtad5w0cI+CabFWqNrFg0QNJvO8yJMQR0PfDAnBKQqctirArEiD1lutpj+04fKozvuc5z4OsT5QARfvHqYJB\/ngdxArVRknzKVRoFjewm1zuZ6\/PDpxH4dDZqroK6HZGEmDDsNcSL3BgmdyNoxR47wmnRsVD07mBzFPMOYX5DquQLHv92HsaLk5PSzLOWLEBiV1MT1A3tLXIBsD0wT4RlhVqQSWKqZ1GQCGJMGBvZpI\/sFydNWMagL2mZI6i3cfyw8fBfCvEZyXWKKjUZaw1Eb9DE\/QbScDRcmZWost48Nhyh4EETBHqDaR1HbfFP9rSyttUUaNCn7zEi\/ZdoJ6EnfcjxZS7mkPukqCfvMDa5HU\/hGBWao+HqdzDaUOoxuHLfWJMddLYm09giXS9Vw6tUUEeZQB0MX1G6ncG0jtfE+T1FBUkm5AMG8fwg7Ces9PWypnOLFXNWmoGqzXJkjrJ+u3Udhjq2R4R4mXFOSammJ1dYgz1kAeoFryRhvYOAVRrurAtuBdp9Pz2jrtghlM+C0NcMCDMjf8zGA9WqFcKUjoIkdAPyM3jv0xcyWVlDuWuJiRy77SYC80R2GCLFKiTiuUUAeFKnUD8vvAwJjY4XuMkhgzEaCCAexgm1vSRf09i3Ec6Qg1yoHTYEQYJ7i3rtsTjziuUGYyTtTADJDK1uYG5U+haw3Mke2G0KMillh4gDeJp8x1eloXT2PKY327Y3ytQsr+KeWkNRvFgJBt1I5ZG1vkt5HPsuX8XdFJBA3JNh7QTMkdu+CXEamjL0a9zzDX\/tYk3uPf3\/CWn2KaYWSkFOpjNQU+aTPnAtHXmA77HAytTiuahJ0AzBEnliNoEbG5G2+Lua1U0epVYF2YJpiFAMwoE9yOp2Hua\/GKqjLNWOrzAC0BidRNx6dosPXGU4v+TOgNx3hNSo7OoB8OFMfeIiZY2LXgekDrhUzCxHeIP1NvcCMdL+H0\/8ACMyklySzPJ7ERG9o8w27YVvizhIprSrBQNcioVMqzRIZZJuwmYNiLhZjG0L4ZrB9mAKGW1mNQQQTJ9P57\/TDZRyxQ02oAFdAUwbsSRM7XmbtIEjaMCPh2ijuVciIMA7f9\/74ZOAFyopgwr1AFXSN\/uxJk7jtPLBN8DY5OiXM5khzVqCWcgC4OiDMKCSsEsdwW9sA+J6gviAMDqAJjSDquAJMgjTFosMMfE+K5egrCzVHYFSpJ0gKFi55DeCIM6fQ4UuKcS8VzqJebKL9I9z7364lb9iasr18+ChBYszGBN4EQd\/Tb8NsXMs4+zqqvoNNiWsRqLaAgLDpAbcgA+tiMSizzZFC7yYufTck9Dho+HuE6qFVRUY+IslIhToaZ1TDCVIBgRLHri6RS8IVMzS8OqZXSDzBSCIBuLdowczmVVqdNwVUkexmB\/UYDcWRlZdRMhep2uYgybdsHMlUBoAEyB+cA\/y\/A9sDE\/I7fDtPTRDhtO4sYmwMFdjt6i46HBD7Yf4k+dO\/z9cDPh6CiDSwOklT0tE3A5SZF+2C32RerEHqI2\/DES5JsJ\/D9Hw8s1CtSZfDZtCwSOabX6kyZ7k7TGI8twsSKjuoi41C8D72mNw3t8rYrV85pEMTTBDGVc7jSYZQN7974rZXjFUFQrsZEc0XtsJntO+M8OU2tTX+TN\/rVtDKeOoRoS4i7R5rAWAvMdsR1+JMCOZRBAIM7fTaThcz3Gwn3wG6nQLHqCALGxiPX50m4qzEAFQDYMSdrdZ9ANsdEZOuCVh+WFMzxXVmaRD8o0AmP9U3Py\/DpjzjmnRX0EljTdhN5DSLdDJAt6TgR4GnmCSbNyqQARN+sfX+WB3GeJHUqMI1SZknVBMwLdQL9zacRr1Oi0r4EDLKZMbRPe0flBnHSvgV1L1KJqBRWSAStjHlUgxIjxJ2uB03QeIEtLEkEEH0gkC3taZ\/nhh4XpakDq0kEQCs3WDyxefN9RhyNGthmpcOVs49QlpIXWdSBASsAyw3gExfA\/4upKiVjK6WlVQLBDNUElv9YVgsggQB3JN7JZwVApPKwBDSI1NGmTJBBIIBDCLDbA74y4orUlpoUIV1AIF2ETJsIMAWFrdtsozi5bC1U6Of16IhVEzpP1i35fjj6R4PRprJI1MyqCWEzvMWgbgmAMch4f8ACtWqlN6dSkB2kzzWgiN7DD1wWvmk0rX8NgIUOh5jGxMmCPQRhyzGGuZLYUsRE3x18N0aFEV1aG+0IahP8DcpWBcSSvzHyxPw0BQ1WgZpksqkruq8pYnYhnDH209Bi38SuuYy9WkCR4lMrcGAehMDocD+F1Ki0KVPlIVIZlJsRblIExG\/bpOBZrBfEkZ9RGmd4dSrpaDU73KyLxBMTEn5ziDhdZNNOlTUoNJkAgBqjFQL6YOkhh7wd1xa4xSLpySpBmVBv6xA9OnTACutc0WpUlVSxMudwCBIE7EtMNtBNpM4PiMN21JApR4s5xw5dZrLujkDVsAS++8REnrMAdjhuz+Xd+GZggylPw22vd0U3O4ULttzNvaKWV+Fq9IiKepSwJtG0GJANgbe4m22CYpVKOXq0RJp1aJRwynlaHbVMd3j0gbXxccWD4Zvaa2KnFaahskGANL7KtU1ABJOnSQx+9pYTPY\/PF34j4YNGXpUmVtUut9wTzMQAZhWE3XbrAmz8L8HTNZWnqIVxSNEhjECSwIsYN4i0yewgf8AEzOnEMrl4UeDoRdJsxqQS0+sgAdNPyxMqlJU90QojpwPgiJlFdyVBQBNQHPEAnR8xc3H1wA\/xZqUjl6lJaWmpSdSSGJADFTB6feB+eOlfsYl2K6QYgFkUnrbUQbQYEQPfCt\/i5w1hwytUYrqBp6oXzHWiiT6C23bE9WLaS8jSd8HDOEDTUVjtDkyLeQ7\/rpg9kuNVaVIPzCqINMhVgGWGpZBmCN+4jrOFuhV0QSJBEETuLgj3jr6nFioztpWbtaOgA\/vJONpK9zRxssfD\/CHzVRiSQihnLm9xFpJALExudpxa4tw8UtKqpVS5ENpmQDMgEkdRcSR07vfwbweiMv4b6lM6tUgEOs6gOsalXpcECcLeYSjpd2QFiVKkswkMg5gB19BuNW0yM+o9RGq2UOCJyw6lSxCxEaoki5m8KbEEEjFnJZtqrMpMoH0ANYGnUUytupIHteOoxF8O\/vXDSTEkJEzBkJ3mwn0n0i9mDSTNPT0nQw72BBItazSptH0gY1ZURLzbFmifTf8rD3+eCGSLKhH3f7YqVEPiODNmP1n8he\/tgjUMIFIux+kf9sMQ8\/BY0ozsbxAUb3gnT\/qsIHuL4Z\/2qgt4dQx1074VPhShXro60L1FjflAFwNh1kW9J6YK\/5R4l\/Gn1P9Mc2LNRdWZTuypm+FZpnvQeBE7kTe5BOK1bgecJ1AFXJAEwJF9wbHbpvbD\/wPNVBl1FZGWqPNqZSTJjUCGPJJgdfrOCGRzoq01qICUYSDAPpvjzH6jjYdrSqTq0Dk4ujk6fD+cLSabgz0dI6XuRpi\/U39zgjmuB5h4ldJG+m8\/K8dbjvjp\/hz223IH6nGgpEgWnrcDEv1Wf8AtE5NnNanD80iOfFhgLlRcwBYnqYEfXvgHk8tXBZTQlAupSQNIZSI9tzbpMdZHZvBmzIP640GRy8kab\/1xeH6jGna3HCWk46OAuzaWTSTMHeRubC7ETJjqJvAGNsvw9qauEBqaiwYrcibkKIt1F+a9gL47AcnRiw2Pb06YoHgigQHJt1JsfYCO\/vPtjSPqkX+6ilJnLMtUqJUYKtUswgypUkncHlkyJ7wT0iAcyZo1WZFoqDYtKgQATrDHqRZZ9tpwxZz4a1NPikvI80gR1ErB\/DeOwgdnqrUiRpbUBuisVi4OnYiCJsbyTjaEsOb2aX8jqNVZc4dw7SxdGqKDcqxBW8G1j7\/ANsWJqSZuOwI7\/Ufl6YDUeMsxIRahIjcNpBImdjJI26dLYY+H1UrSUkR8rgxPoZBEdMc+PlpJ6tmu9mUolSpSKXCJF5YtBE3MDr8z0GPcpUOzrqU9BG3r2+XX5YKnhQfeRMyDt7HpGPTwKPLAj5fjFscbxIL9KXs0To8Io230t0n5DrtP06498VTfaPTv+GLVXhxmD+X5EYibJSY36e1pv8ArtjinGf1RGh+DVqiEwCPpt8saCnTJMmme9j649+wG+\/6+eNP2dvMjBFyXDD+CDMZqlSRippqANtpjaFjcXxyrieeZ+IeNpF2WJEAaEFgfSPrjrTcMtA7Yr1eGrADKsn0HcfhP4Y9HLZlYf7t2xxxNL4CWUqNAZdJD3DA7zfbAn45ou2QzAZZHh6pkQNJDD8pxKuSKjQphTNlP5df7YF\/EdJ\/stfUxKii8REeRom\/f06YwwcLE6qknw1yVF79zjcavDjYEj+ce+HH\/DLhjvmqtYBD4IaPEFpuJHqP54S8lUCm\/cf3\/ljpXwhTWmlbw2Os1w0idomDF9MkfUDcjH0OPq6b08nTL9rMVjl2rDxUCqUqKejK8JA3IgqBvG3e4TO8VpmlL6GYAKNKS4RlWRJAUECwgnt2hvak9apoq+YoE1aOWJBXpEAix3lrzGEb4qy4Suaa6JdUBExEiwE2XpeZ+uOfC0ze937GcGmy9wIUFZfDLqpQq0sDzCI1Kp2369tjBxnxJlQCtQNUZWBBaCSxBEBokg9TMSZ64HZKi6anqBRT1DUE3EG4AJLQACWNzB+YN8VnwqT06jQxAidyAYJ2s1ukEjbG6UlLZ2i43vQpZy9diT1idUzAAkGw09hHKsDpjyvWBKx0n9DENRNTOLnmJ39TPpsDfEa0ChCmSZiJ\/VsdBR2n\/CShC1GJ0gqomdxziRb0n5et+leMv8S45j8JsaeVWDErLMYFztM4M66v8X4Y+c9QxcfrNRSoylipOqDpyyhbNK9RYQD6AG49h5id74uZTIIp1U2gEbdOpt232\/vhI4Rx1XOpGOjTJmJHWfpb5GTi7W4sy2Daj29Ov6G+OCTxYycZR97HriuUOYQHrjyrS\/hjC9Qz5gzuBNu3p+uuPaOdIO5\/X6OMOtJKnEeuL7Bwoew+v9sZ9nH6\/XfAujxBpMD9e\/SMWV4hp7R1\/pisPGrm\/wDoP0sttkZ2+vXGq5A+84io8WHeQLGD7fjiZOJib2x1RnhPkemDNauVO4HyxCcmT3\/D9HFmrxdRYAmf0cZ+1VMx0N\/T9dsNrBb2kJxgVTk56D3sMafs+wi29sXTn0iQd8Vsx8QUqfm+cD279DhvpvZslxh5K\/2ZhMyMeTVX09D+jiz+3KM6bXHpbfe\/y9yMaft+he4BHfptH5j64z6eDVE1HtI38eofui3fEZL7lR3\/AK\/hiT9t0dIZjpUki9tpM3OxA3xY+00yRcY0Sw0lcv8AOxXP+ooE1N9K27A\/zJnFXMeIDAUCeun09B7YLHOUuhvFv0cZ9sXYX97H+22JUcOW2slwvuLVVK5EKwBi5j6RHS\/62x5lxW0nU1\/QRO+GWrXpybW6fzxq1WnFt4\/D2xahhLiSI6X1FOa8ySwWOwvuLGYnb09cB\/iShUanVUUl0MhBclSwJX3jqQIkmdumHjM5\/LhodlBgGNyoLASSJAE9SR+OFXitc1XYGmFZD\/6ZZmIN4MLExFwTv1jHThKMHqSXkccOnycKp0uTUQfT1j+XtjpXB6DvUapTcim2gk6Z81MADYxdYmbSd7kc6Wm2hheFB9gbdrSY\/AY6b8GZo6cubhWpFWhoB8JiVm\/+pbb29Me5iyqDZ0y4ZNQ4jVp13XYIgLAkDWoBg3vFjtNwRvbCnlOIa2Z2piymJMEhVgFgOsRBEXFjaxP\/ABA4nVNMqGYozzKkxA1FVk36FjbfYm5wq1cz++MkoVY6HW5Bnc7SCBtPXrJxjhwT\/VVGShasMeJSadABR0GmW8paeWC5hhYXBvIvIONcsFXx7EqNLiLwJqMQRNiIIsT74p0ai06i6wFlVi2x1D02uTMDaOt5cvl9NR6dVYOqzQTIYgMAFALjVIHrPrO8VRtFUihkyupwd1LbyCYNpG++NqVIl6erq8X63\/tixVT\/AMVX5vEPi1JbvzNJE41yVP8Ae0t2GuzAmYJOwv6dL+uKIumdhygUUVkhFPKpm+oidMAXv1B2GJxkkbm1AzedAvP\/ACxa4NklZTMq4YizTqFxJEkG+oX7YvHIetT648vMYmBDEaxLsylFWc8ynwyKQNIsWLAgraD7jci147fW82VNJArTAiG1Gw2iT\/MYJU84ovcm\/UC8bDsDePU41o8WpsqgEsYDgQpIBP8AqtG95P5Y8yePiz3a2fP\/AIc3WvuZlspXCkqRJuDUEqASARCwWOzb+kjrJxBqgZZBW94FmBkyt5XymQZ2xbHEQoVdNiwAltOiZ7gyPQ29cS+M7SIGm2kTaQSOtwQYvaZxlLETjbivbcvqbUAKefzFQlksAwG0wJ2iPNveTaNrTc\/azqCKmkGQbGYmx9D8vXBRqkEwoYsDJgTa62kAj36jewxpXoTazLEgFZIt3NgPr12xm5QlSUUUsRg4cT5yGtaSBsYG\/eL9T0xpmeLOtlWSARc3kE+oJHsLWxtVyCuTKIGIvAMi5vIiVt03jYYk+yFmLTpEXU3DEkSSd4IERtfrbFOEVWxHVk9gb+1a7ElvLMLO+4kdLza2Kmc4pXEjS6gmbWJuDMgbDb1wfzOZizUjpBhWsDY2t8hBxVqZbU8gAwphSTGoRsQLeo77dcXGUU6cf6iHJ+QKc9VRyQzAsRKkyPlcjr0xpl88zF51W3tO\/eNt7e5wfymTTrAZrGDGllgECJ36zPpvimcjDNH7sITqTTOrud79wfYRacXGUG2qol6gO\/EiSCZEEgfX\/sT1+mPc1xAW5iuqAD3mBt2kgdd8Wc5wZSutSpkzqBAuZvpNtJkT1Ei0YkpcBVqYBENI8gJO4J77AG0devXS8JU+waWS5LNFWIVgRqIJdWOoAgFvNCrMDY7HE9bidTUQGI6ggDlIkFZNjeb+mPKvDdcVaJa92k7bTyiJBgGxAMfLHh4PUsDUDEXIJHsIMQZJnbc4nFlgS8X9uDRprg0b4iq8xZYkiNPQdp3BI79dpxbynHOUqOWF5oNgYPX3j2xHkMgHYM6stQWZSO06hJPa8enrGLTcHKy0MTIEsw5+h0wDB2sTHfYY5pdJOqoS1srVeNM2rms3lOq1uw9eum\/0xDQ4u88xPaAd\/Xad\/Ub+uJBwvTr0uNInlYMCJIjcC++3y7YmpcKVqa1KRVvVReZN7iWHpG8+uKSw+K\/v1KVvkoZ2vZ67iCVjWg5gqnp6bzq73tbAkZio4rGjrUMWZVRtJUXBKjfTYNAPUT2F3PiqvSNTKo3jmAkAATFubqL3wTyGTLBNas8EMP8ASCe5AETe19p9OpTjhxvt9xqb8HIcvl6ik+JSZlPXSb6iYKkgebSY7wcNfwZxF\/BalTuU5gGABAsKg9AYHUfkQ6Zn4cVv\/MUOQwIMRphpvbpJA7iR0nGJ8MU2LMFNN3p3YCCW21N6jfvsTtA7PzbBkmpcfQ6FiXtQHo6NQ06I1LTIgrEFoK+x9hijU+FNOYaqyI2XB1SAC0gbaT9w7kXG0YM1\/hc0wQtIVYMz1MjQCenU3HT3gXcvxKuiKTTKFY1K8wS0rE9BqsDe56WxCzKvVhNNd1Yt+UB878LpVpS6IzSLUpUgAkAjVIaNQLKQNycUs\/lqwqK5pFDT5ASVsLzJEyjG99ifSMOHCuPhwGajAYkSSSIvEwPQXNiN56yKwLFYkEC5ggwbgjaRvtiZZ+eHLenz52DUzjOVrkV6gfmfWxfoSdR1XOxP843xtkeJGlmEdKQJVvK0wTHoRN8ecfU0szX1KCWrVIA7a9Ugg+0e5xBSqsxpsbbAHbaT+P549yLUopruaVvZ2z4D4wrNVTTeFYsFO5vBkb80274cPtSen1xzb4YyoYeKDdqZOmZFyCttrK0ex9sNopnsPrj5j1SE3mGovsvBEnuD1yyFmLUqcrfWtgdu8jUOnUQRib9lIJcsS0apN5ANrqAAvsPlgLkON5qtqCJR0qvM7yqIGNpJfSCTYCJ7dcecY4tmqZXxFokGdLpdWizCVaLTdTtO2PQfo2cvTt9r4PNWJCrp19gjxDLAaUULux0tyyOsNYHvt7bHE+TpoysEQ2NwTIEAbX2kbn8cLC\/EGYUAkLpaQAQdJ2kDm6Ht3x4vxNWAIApgHYafL7GZ+RnDfoWca7e5PWhYxZmuFCaiQP8AqDAyIm9g0bf1xYBd2BQiFPQgmR26N\/x+R7K7\/FFc2Api8mFO\/wA2O\/piJOP1gdUKTN2Ia8jYkMOnztg\/IM14XuHXiNFVNTwVL2kgrpHpc9bD8bXxqXYb8htuNhfcRBGAGY+JcwNVN9AIMEFTIK2g3+V+2KtfjtV4kICOoBB+d\/Un52gWw16Dm6raueRPGiOTVaS2qOgna8ydoG3XrivmCQzdVgRb0N9rnv3AwoPxRiSWSk0\/xLP0k2HXFlfiKpqDBKUgQOUmB2ktMb2mLnB8v5mlsvfuP4hDE1RCYgjUZBEXbaxMgt\/fGlajK8wGoxIk9J6wBH4bfIAPiCp0p0RaI0n6+bfHr\/EVUxyU7CNm\/LVGF+Q5ztXuPrxGKRpIF+vL0NttoMfqN969dfM6kidtJLE9Ol7D12wtf5hqRGinEEbN1\/5Y0PHqn8NP\/pP182EvQM1y0vcfxERkWVOpQIJuB0HpeZ7mevWLQ5urqIVWJANxJFjePUzEgkA4XV4xUDFoW+45oPy1Y8Tizgg6Ut6Nf35rjC+X80nqpe4fExGem9O0TqBMbGOnL0Ext3\/CxUqs25J+Uzf063icKZ45ViBpUT0B+lybY1p8Zqrtpj+G5HrYnr+uuB\/h7NN20vcTzMewy5zNjSC4BVdp77rpnc29zHWcW6OfvDBQdwG2IMCffCg3GXI0sqEdiG7+jfLG1LjtVRA0xERB\/r0wvl3NONUr+4LMqxwzOdCOJB5pJt2M7nexJg4stmIKnWTfa0G\/rMD0wk\/5gq\/w0576TNvUNiKpxqoREKPUSCf\/AMtz3EYj5aze1pe5XxcRzHElYnVqHQwJAO4m23acaUsyA7BZDm+++1xO+EylxR1bUFSfY+omZmYO842XjNXupjaRJHzmcP5azKWyXuL4tWOQ4jp0CoSagUkhVIG953ECB6++LeT4itRA7QAZMGNrxJBO4gx8sIbcaq\/6fSxt6DmmMYvG6gIPLbpePoGg4H+G8zWyV\/f\/AIKWbVjicnRXUUJVSCQF2kHYT3iNJtPaTIuqodizmpSWIChSXMjqaYIiegJE3NyIWm4g8k6t+nQe2NBnKgBAdhIgkGD9R+Xpjow\/w\/mo7tor4yIsf4gZVEzRNJmZWQMXOrckqd73KzPcnC9lK3lH8J2Prvh+emGUo8upEFWJiN9gQAZvIvN8C\/8ALtG8FhPSRba4kG+PcwsjixgovejaOew6p2dA+BnHgNF4giO0RH57dhg3\/wAR+vlhH4DxF8qpSlDA7h5P5EYIf5qr\/wANL\/o\/vjyPUfQ8xmMRSglwZvOYf19if4Y4lTRGpu4ptr1o5kCfDamRqCtpZdetSVIkdN8Z8S8Wp1EWmjGoQ4LMSxBjxIAZoZ+V1TWQCRTB7YXcZj6zpR16jg6sunQw8Q4\/TcMEpm4tqC2BdSyDTsulQoIvvtOJKnH6Rql\/DOlggI8OmOVSdVM3IIZTdhBlVAAFgtYzB0oi60rDi8apmj4LU+XQFkKkghKYmbHzh33+9743q8eUpWphXVWAFMDSIARkAe1t9VtzI6zgBjMV0oi60hkHxDTGtRS5HZiRpT7z1Sb7+Vqa7\/c9sRjjVEtQY0yBRTTpCJuRBaSeaDDAEbi+5Yr+MxPSiPrSGqj8R5cRqpM8OCZp0hq51bWYAh9IKaRaDueo7i\/F0q0kTRDqUJbSgmKYV\/Lfmcav6YDYzAsKKdg8aTVGYzGYzGxkZjMZjMAGYzGYzABmMxmMwAZjMZjMAGYzGYzABmMxmMwAW+GZ7wWLaFeREN+eJspxbQoXwkaBEkf7\/wD+4nsPmB2MxOlMrW1wHF+IQI\/8NRt6b3m9on1j+mK1Ti4JB8CkIM2G\/KF9oESBH8yRmMwlhofVkwrQ4yFWDQpNCgAkdB\/U\/rrjenxxRMZelexPcEXH9\/5ySHxmDpofUl5L2ez61FhaFOneZUXi9va\/4Yo4zGYrSkZttn\/\/2Q==\" alt=\"Bosque De Los Olivos En Oto\u00f1o, Viejas Ramas Foto de archivo - Imagen de  pista, misterio: 135360864\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS1llhzv11LWihNKA-zVGZhEdaFyjCbOAN11jZ3qVp7BonxuJMkXqtJh1JnKmOtRtAU1eI&amp;usqp=CAU\" alt=\"Vinilo Pixerstick Plat\u00f3n y S\u00f3crates, los grandes fil\u00f3sofos antiguos griegos  \u2022 Pixers\u00ae - Vivimos para cambiar\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Populus alba, \u00c1lamo plateado o blanco, Chopo blanco\" \/><img decoding=\"async\" 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\" alt=\"La Academia de Plat\u00f3n, escuelas filos\u00f3ficas - GreciaTour.com\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Bajo las Palmeras se reun\u00edan aquellos antiguos fil\u00f3sofos para hablar de cosas profundad<\/p>\n<p style=\"text-align: justify;\">La Academia estaba en un bello lugar, en medio de un bosque sagrado de olivos, los originales &#8220;bosquecillos de Academo&#8221;, cerca de Colona, el santuario del ciego Edipo, donde las hojas de los \u00e1lamos blancos se volv\u00edan plateadas bajo el viento y los ruise\u00f1ores cantaban de d\u00eda y de noche. El mentor de Plat\u00f3n, S\u00f3crates, hablaba favorablemente de los bosquecillos de Academo, y hasta Arist\u00f3fenes, el calumniador de S\u00f3crates, los describ\u00eda cari\u00f1osamente como &#8220;llenos de olor a madreselva y e paz&#8221;.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El lema de la Academia de... - Sociedad De Filosof\u00eda Aplicada | Facebook\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La belleza era el principal tema de estudio de la Academia, pero una belleza de car\u00e1cter abstracto. QUE SOLAMENTE LOS GE\u00d3METRAS ENTREN AQU\u00cd, dec\u00eda un lema gravado sobre la puerta, y grande era all\u00ed el deleite por la elegancia de las formas geom\u00e9tricas. Para Plat\u00f3n, las formas geom\u00e9tricas abstractas eran el Universo, y los objetos f\u00edsicos s\u00f3lo eran sus sombras imperfectas. Como la\u00a0perfecci\u00f3n le interesaba m\u00e1s que la imperfecci\u00f3n, Plat\u00f3n escrib\u00eda elogios de las estrellas, pero raramente sal\u00eda de noche al aire libre para estudiarlas.<\/p>\n<p style=\"text-align: justify;\">Sostuvo esta concepci\u00f3n con una imponente autoridad personal. Plat\u00f3n no s\u00f3lo era inteligente, sino tambi\u00e9n rico; era un arist\u00f3crata, uno de los &#8220;guardianes&#8221; de la sociedad griega.<\/p>\n<p style=\"text-align: justify;\">Podemos suponer que Eudoxo qued\u00f3 adecuadamente impresionado. Sin embargo, \u00e9l mismo era un ge\u00f3metra de gran capacidad: contribuir\u00eda a poner los cimientos de la geometr\u00eda euclidiana y a definir el &#8220;rect\u00e1ngulo de oro&#8221;, una elegante proporci\u00f3n que aparece en todas partes, desde el Parten\u00f3n hasta las pinturas de Mondrian, y, a diferencia de Plat\u00f3n, combinaba sus razonamientos matem\u00e1ticos abstractos con una pasi\u00f3n por los hechos f\u00edsicos .<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Arte y Arquitectura - N\u00famero \u00c1ureo\" \/><img decoding=\"async\" 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\" alt=\"El tri\u00e1ngulo de oro de San Petersburgo. 9 Visitas top\" \/><img decoding=\"async\" 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\" alt=\"Arte y Arquitectura - N\u00famero \u00c1ureo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR0oNMsOqPX0Jj8aVMjlKBLpEyhtZjC0yxVKzRHmJ3qdOWRM6wG8ScrdeKJ7O8u65UCPZI&amp;usqp=CAU\" alt=\"India quiere privatizar el Taj Mahal y utilizarlo como soporte publicitario  | Asia\" \/><\/p>\n<p style=\"text-align: justify;\">El n\u00famero aureo<\/p>\n<p style=\"text-align: justify;\">Cuando viaj\u00f3 a Egipto (una peregrinaci\u00f3n al centro del saber geom\u00e9trico que muchos pensadores griegos hac\u00edan (aunque Plat\u00f3n no parece haberlo efectuado nunca), Euxodo no s\u00f3lo llev\u00f3 a cabo investigaciones en geometr\u00eda, sino que tambi\u00e9n las aplic\u00f3 a las estrellas, construyendo un observatorio astron\u00f3mico a orillas del Nilo y confeccionando all\u00ed un mapa del cielo. El Observatorio aunque primitivo, le inspir\u00f3 la convicci\u00f3n de que una teor\u00eda del universo no s\u00f3lo debe responder al veredicto de la contemplaci\u00f3n intemporal, sino tambi\u00e9n al del cielo en movimiento incesante.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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sfbJKmMTrEYpXSOn0zTZdC99dCbgW6WJ54nGxa1ahK11RxDG0VOjce4GliRcAi19bX8sZMnZQJHLAJ0adYnannS6SZ2JvIbHQ6AaW0OKhJ3SLkk1uddGHw2HwQELCwsLEIfP3b\/AG07lNmxvlReKp\/jsLJf01PqMB0fMsMtu6OHr5YeokeQ7x9Xl4z6nU\/n+WPSgaKnj73qeWKnO2XGJqbGrTTSRVBbMg4ZMo70dtevQ2+mCXtRI+4aQx5cy5eHutcC7\/15YxPsqboszZcw3eXL48\/mME2yahJad6GduOJWifMvTWz35XIF\/ljmZ36lNLh7\/R0MS1QcX+gFbMRA78PGsDNmzdWt+WL9CiJHE\/DwwyN8WunPw1xWSmeNq2N8t4kSM6cLXJ1HkQL+hx6lQiE8LL7KNM2nvSE\/phiT1MAlWzPO0EtQwOectj9WJOKlJSjcu27zSuVVG16mwtjW7SjJR0EXXdID9DhbKizNTQZmTP8AGM3kLW63bT0xjW1G15YXHBNv6LeyezWZWleJm9nkC2ytqL3A+Y9LYIaGCcVVbBHIn2eI\/wDTzRiSC9hyHNbnP3epwQUR4jxfs1yBe9+8Ov4fhipsqImWsbo2Xi+LUnC355anuHWKOngG59ow7yiaTZLJBOWSZWmLZpLaBTzAvzGnPyxdhnlkkzSRRQwpI0EMUfDHAQAQ7C2ucFxrpp56xVcGakgnPfhqs7ZbcOup5eWNcQZ\/tMGb9qFZG72UjS\/1AxMnUOUS4YYxdmVU9nUYq0fsnX3Vb9mfFb8vTlipLQ1sbGrSBWkb9sE\/ZT+boeR8xpgtpjnjSXi4ufxX66eoxEwv\/WXCseonHndG5Yoy+DL2BtqJEdgzLS240a7SUZHgOeS1xoND+BXFUE5Lcm5MsgZWB5HALtajNPItbTqt3zLIn\/cHOw8+eLuxNriPdRhl+yTNlj\/8En\/bP3T0PQi3XHa6Tqk6T47f6Ob1PTtepHn+0SNt1TVJys8MpH8IZBfXoCQvXpg92DXJNDDIGX9kvDjDr4IZI5YpFzRSBr5V\/rlgH7Pban2dI8L8e6bKVay5hbTXpfQ4Yzwd6kCxyVUdlYaYwtt08SvFKI1V2zI7d3MCL8\/UD6480PaASJDIV1YM7ql5GiTkCwHK5PMkaA4x9tV88jrOit9kp2Zs6Au0twADoCAPngME9SNPhnS8PhYWDAhYWFhYhD5OiS6x8mLIFsFzNyGHpiQxkGVSvLN3rkG3P0xNSqrIjZgpVBf73ALfriXZ1Pmd2GbPw2VrdPDAn3Co3X3UjwKFylszu3ncWPn1PzxobRyQVkTBWSFoo45yrd3MSEc+luvjjJpZ8tS0idzMqZPLILkX8CDi7tioEiV04ZGE7LHG3u5F0JH5\/PCMovXT4a\/kZxzpX4NjbmzR9xs27U8OVuG4AJ+fPA7tmIrdFbKWzvdR3ciW08dTjf2PtaWWCJWgzyJ7N+a5iAOfqpB9SfDFCGN5KsKGzIhSN3UBu9xm\/h3CNPLAcTlGTUnwEyRTqS7kfa2ANUUNEFzFcucLxaAAa28MWYEttCJczMEkjTvd3Qk+huBjzRuZtpyylTkhDj8Rr688XNgxlpxJm\/eu\/wDFoQTbTr5Y1OWlL4X8hccdvv8AoL4hbfSfezBcvd0\/HW+uKPZ4ft\/e9r3vS3\/OL9rJK38bfhih2auElsuX2rf5v6thZPewnZlGkfNSTxlVYLzXyNv54tU9jHDL13aqfd8L4egpg5rqY5rSrl\/EjT6jFfYrl4Sp4SrZsre7cXP45x8sVNPTZae9GhA2V8o5SLnH3TyI+fP1x6kkCnVu9jxGcy5T7p1zf83xV2lGXjNuF+Fx90jrgNrZG1Hceui3kbqcvl904EUTdyZj+yl4JE\/KQeBHXr16YK6Cp3saS8Km2oX3SOY+oxh7Yp7O\/DmEi6f8YNgyOEmiskFKNGps2rd43jfLvoW3btqu90BBFzyI\/G\/gcCW36iKSql30jRIiohCd5ram5tqdbD0PPli5s+qcOl82eLLBMdOJNTHIfQ3F\/M4HtvmJaidXztmZmzZu6WsSLcrL+OPRRyasa89zhyx6JsOOyjxPG1NRLSUsV1zvVSGeeQ66ql1At4+fIYLabY0QOWfaVTO7KyhWn3a2N9BGth9b45T2fGxSU+0VNQpzLfUorC\/LQeeOlbK21sRF\/wAPPTRcK9yzN5A9b6HrgFeAjOhjD4bD4MBFhYWFiEPmGnpwC0QXKwiTTLmy3B\/HTFrY0cQIkeRly5my68PL5Yi2ZH7JpPhjHHl8Ix56gX5+ZxYEEmSSRY2XLC1vdzEggAfX8sKZJdrGEj2kJRTXHiRc0pX4STflrpY20Pjzxl05d1goc3ekzZe9zHc8+X44IZqcCkWDMymokVCV4mVFsXNvSw9cY+z0sZdoPxRLJ7F2HFM45W9CLnTwxUGpRbf6f0SqDSKqip6tKfMrJLDHBIfhkFyl\/NgWFz5Yn2rCkDTVvcCROcqrlVibAlj0NgPqcDmytny1ccta6+1nOSDiy5pb3MnyIAA5aHGxM0tbSPA62dxunHwTK1tTr1A8L9L4RnCpqV\/DHcb1Ra\/wZ3ZOKzVjFuNKVGfnwu2Ynn52xobANpfeusrWzX4ruf5Yk2MkQTaMqszLIX4mjKcKx2Gh5eHyxHsYZXN+as\/d8pLH88VmlqboPj9oZyJwS\/wv+WM\/s8RklUe7K353xpOeBm\/8f6Yyuz76z\/8Ay+9+mAfBEtme4Tkq2t7wa\/0B\/PFGlTdzSxlv3kiHXox3kZt83HyxbqRaoSTpdF\/A4q7YiKzCVV\/bR7v\/AOxNUN+gPEPO+N9nEj5TLj6FvBvvdceZEuj35ZWv93THtxnVGHvLm\/h5YpPWXjlY8Jj4CubNgCj6giswtl1rRrVIWF0lidfR9PlyONfaUQdkYsqBo27zBVW9uZOmBOJ3eeSAfvZIQf8ALnPLw8T0wWUlOlW\/22aPPCuZaaBgMsYH7w9SW5+mG544p6gbyeAXrqcpmlEiyxbvdyPCwfKlzY3F9VNufieeBXaFU8sjyPlzt38vduAB+NsdY7QUdElNUy7im3sULW0CswItpbW+mlscczWPHHnHCxXNlb5EdfkcdDp5XH4OdmXqs6H2N7ObPmjWSdoZTwsV3u7ynwOup5YPtl7AoYGDR00SleHMrd0eHmNccs7K7FhqSuSq2nTPcKSlOJ47+q2sPNgMdBpOyVQhynbNRKnVNwq5v+MFcd+Qd7HR8Phhh8GACwsLCxCHzRRW3ITiZGSO33TYXv4410lC7qLhbPIt\/u2NzqOmgHnfA2j2giUroQCDy5AfO2uNzY0TySZBkWWKK8atfK3j62Nj\/wC8I5orlvYZx29kT7XJkaJY8r1D+wiRL+zudTpyA6+mL0OyDtGRaRFybOoAI868O+k1BC+PKxI5D1w2xNkLHKYqifdTOi53Q8VmzXjjI1BNiWc6gcueh3T7mOMRpGsUUUegW2Ww00todPnheeWOOKSdvswqxu9wIrtpDZ6OxzNvY8lMFXKsYF7uPC50+WMvsDtIrUtE0t\/tSMxLe9ILkWHiQT+WMXtftH7RVPZgUTMEy+7fW3n0xnrM6NFIjMkqFWBX3XHIjB1iTx0+WXCXq27HY6yEIalhw72J359bWP4AfXGQKYKYWHLfSL9bEfUYvxbViqKeKcc5Ym4V4tSLEW1N73xmQS3ilZGzFDBL8WUGO1\/wP0xzIxkrvlcnQi1sFquGVfvDGTsR8tRUwHNeyMM3DmsSD620+uLGzJMy5euZv+cUHk3devu75WQZh3r6j+vPEhu9zL2tF\/biaJP\/ANvN3fUH\/nHrbERkp3Zcu8ULJDoW4wQRceoH44n20gMLt8GVh9cVdiVQkj3fvwnI6\/UjGk6dma1RK1JLmVbN94cWbRhf6a2+WMPtGHidZB+ym5r3uMc7HzsMXtnPu55KJmWySaM3e3bk2HyIYehGNLatCJongPvZWRl9062P9eGJp0zvszalsAmyoxJWbstkSSJrvmC8B1IHmQLfPBLtHtFDBGrGPg7scStkZh97wFgMBbTiKfMVzHLlOuTLbr54zquo30zzvxZR3e6q25DXyGOj+FZKb4EcmTS2jT232gkrjFC8UVMkV3jRDmZidNSfLpiPYdLSvKI6xmpj3eJsiyH58sZlaMzRSGNW4dV7vj18euCHs9LApzVMX2qkYKpkS7T03m4H54bjFRVIUk7dsO6b+zuiBE+9e9uBkkytyNrEag688blP2eEZRv7wrmCt3XnzL8yRfFXYezYN2GoNqS7lsrZUkV118je3jyxsU6VacLyRSjo27KN87aYzZYSjD4YYfBgIsLCwsQh8rA8FOvEwVE4fVAfpgv2Xs2RF+1\/aYmqUzPHEt1W7aFGPXkBYW5dcZvZLYL1KCod7JGERF+LhGvp09QcEUuxp3qIaaNlaKEK8jK2TKdbX8DjnZssXJxv7G8acakVq5a55IJXompjwrnEqujXIIzE2ItbrpqRjT\/vCicCLf5HbmjyGJvPna\/qMVdtVNZSo8rZkCDh4s6\/z\/XAbXbEr5HzCN6md41kkjj42hzE2DW5XvewwBYFlq3SXFDP59PKsI6jsTTsd5DM8Wb3WtIup8ef44pVnZKoRklTLKl1vl7ym\/gbX+t8YlLPtClZFzVEAfQZ1Ko1r8gdDy6YIou1NZHw1VOkiX5peNvpyP4Y3OGeHEk188moSxS3qjU2EUifdd6KpDuhUFd1IhAcHyJynl0OJhT7upeDiaGpgZUdR4Emxtpw5tPI+WKFPX5338cUqC+\/AMZzaWzoOhzKQfUYKXFPMAySo7LxoUYfUeRwrlk4ytrZrf7DxSfBR7O1WVljPvBl73dK20Prf8DiPticu5qRzRsw+RvioKSrVzKmWQ5lay2TjHiD43P440trgSQccbK6rmyefhrz\/AJYGpJNbm5R7m9feR+UseYe9lzD\/ANYE9nVBhqmjLZhUrk4jl416+uNXsfXh6YLmu8BMbhj4HQn1GBXtpIYpFlRlzxSZufFrYgjy0IwdQuWlAk6TNrtHTlWi2gGy5PZysq91Gtx2+6Rf0vjRlqvYvIeEsuv3TyI\/rxxLT1CTw5hxRTRL\/C1x54Hkq8geheT2ytwh\/AaDpyIF79dcZknJV3RqHP2B+3qcMu899WZH9Oh\/oYyqaPglbi5f1+eCytgDMYn5zRMycs1\/TmMDFILM0RXKeJfp1PljpdNO4aRHq8dS1EkQ3keUc4488a6szFSLg9ORxp7EYxhK1K1YHZssbOvAxHMEg+Y063OMqgkdGVl1ZG3iqyhc3K6anl0+eNHerC28WIzbNqZFcKt23BF9AfdK3t5i3hhgVSDvZdNDVK9TS\/4KtdWUxwyZEkfmXQcje4J9cECjaUayyPW07orNxTwFehtcggcvLnjksTOuVqGdp\/3hEa+1i5cxe9zYDhGCym7bbRSMwVGz1n0fM8u8iZrdCChxTjZdnaRh8MMPgoEWGOHwxxT4Ico7KwIkFPT5un+q1gT+OLPZl85rqk\/vJsozeWgxjbFqr\/3e3Eueic\/MgH9MLsptREhlzyZBK28Ctw6a3t66HHFljfqb5H9S2Q23W+1VkFEczQRyO8if9wIAdfUsB8jgqo6ZI4cztlM2aWpk7rMACSPkLAeV8BvZOfPWF5P3lIHGa69+Qk8+Yxd2nttJqPaG7VrpHus3rfu\/hg2nS4xXCr9yWmtzU7Mzw1EKx1lFIJZi8gFXEcjDObIhIAsosAABca40K3sjs9yW3TxcOX2cpyr6A3H4fzz+y+2opo4VL08Ulsm4WozP070ba9eevPnguDXwSUnb7FaVswLpex32VSsFQ8o72SUBWW3wkC3yI+YxnbLo0SaeimieIP7WAtdGU8nQdDYkEc+Z54Oqh41yxvKsW9bLHmORmPQIeV\/Dn6Yxe0G2WozEtRSb6n92qPun4WstgfUi4vgTg5p7bsKsmmvAKbeqJaNs0VXq\/eSSPMsnLjOunhpbzxLs7tPUSLmeh3gW1zTcbLe\/ukk29MTTLSbTUrTTstQrZ9xIRmYeC+XocBtNVT0Ur2WRddVdSq2vbUH6g9eeuKjgUoeqKtBPy1LZ7MMZ9r09t7TyrBUbwZo2UxNJ9wg21187X88Q7cg+1Q\/a0jXPIF0Zcr8PTT59MZldXxb2Cd4klifv+60g5a9PPUdMVtq7QjSd0p45YkbKTklKrf4wNbnnpyxmGNqtO32blJb2N2N2+aeT+75G9hJJZC37t+nhocWO3LmKrinUqzGFb\/I6elwTjLpNkGqqgsbM6Zs8knd68tBYcsbXbelzVEEHd\/wuUt3tdbDU68jrhhqOtPytwKckn8cDSToywVI4shz8PnpbyxkdoKMKd6mW8aK\/8SX8fEePgThthTEZojmUPHnGb6G3pitLK6MI3ztuvi4syHS3zH44mODjPn\/hrLJSgZryA+0Tn8Pd9QPK2LUczrmkTK0UvfjbiVrW7w8sUKqBopHiGbTut8SHkfmMKOQqc2XRuf8ALD3JzbommWIksCyEn3uLL\/CeYxNDFVzlKSOomlMl1CNOcl7G9wTysOfLFrY2y2q2lWNlURBGIYd4G\/TqNNfXHSexmwKWONK2OJmmdcxd24ojqCFHJRe4PU4kWm9N7okrqzq+FhsPjYMWGOHwxxT4IcO2JJngpCEZZaRBwa5mFrHKeYIF9DgVlmdGFJ3vZyR8IPFY3B56cr+l8b9XDLD7Q5oolCWkyhWva2cgctBirWVEFQuWdVR0y5KiI97TmfHzGuObCXqtq0xuRhT1zo9JUIy\/9LGllJbRSQRcnmMWtlV4WLaFM7cEy3VV+YufqhvhPsCaZcsVRBUZOJMkgVlB5hh0B548t2S2knEtOr6G+SVc1vCxI\/XDTlHyrMJPwU0lQOqpHKmUBt6jZ3jcXuQfh5ac9OeOidmu1zsN1PPndcvG0eZGHy1B\/iFsAsNBPAyRz07xZ82YSRlcoHnyOn54MXpaQxho1yOi58y8LMOqHxBAwtnyK0q\/VDmLG5RbsONXbO\/2SWiZV9qsmVlt0YG4b8LeGMXalVW0qstRTRbV2VLmV3ji9rEPBwCQQOVwBbywG7J7U\/ZHmppFWWJpfaBrLmHUkA2vbrbnzvcEajdrPsvtaWRp6RnaJWlYo0L6Hdk8nABBB7xA7xvfBYJ+AEvFmFs+goZ5ahaeoqo3ilD0UpfI8qaCzgiwKEc+G4JvjYq4qusTdSRx1MtMTHDOsgjaZOW8cG+uhGh53Fh1FKXaJjqIq1Y0z52aRY2zJJc6i3ME3Oh62wedp9nxSwpWwrmyDMGSQw5ka13uLi4sDqD1+WMk3CST4f7M1CCab8GF2dgjZv7sqosjrIGjy3V1cC5Q3v01A62Phgf2tMFmkZeIqyqMp71uVv6ONWDbcsbxTVlEzSw5Sk8fv875yoINwennipRSbNadqqb7Yx3uYI0IZdSfC9+lsaUHbbX+AmtNVYbdnKdKSnEjrxvxHhOZtOQHMk36DGNUwyzS1M80aJM8PsIN+N8qC+pTn8tLeGM\/aHaSZ5TAJFg91H4WZdBzJNl+eoxSpHSkdqoZaqpfMkbrVI6rcG8hsWv8zgcMb3cuWalNcR3KaUtQ0e9SJ2tK6hUBZmAtcWGpGgFxythq6VwsUk8bLJZlyd1mA5Xvre+Nyv2fEkcUn22bep036Rrc2uEAF7ctBjCjo6ovLJuZJCq5y8kZzW5EgEAk+mDxaYOcWtt9zOr6reOrZcu7jSNfQX5+J1xE3dH+rGnVbAqECMPa72POhj4swHMi\/M+Q18sZbk2C\/wBenkcGUk+BOcWnuGH9mswWoePul4mv96xuPzOOhdlJHRq+kfh3Uyun8D3OvzD+GOT9kJylZS2zWc2PzQ46zs85Ks97\/EQ\/5WyHmTb7+A6tOZfJpq4fR0bCw2Hw2AFhjhYWMvghyHKAIltp7MW8jzHzxg7ap44pHWKNYwZNQo564WFjjYO45Mx541AWQKA45N1GJKTaNQGyid7ZhoTfxw+FhiXBUOQ2okEsJWUCQcWjD1wB3KzNGpITeLwg6YWFgGHljnYwk4nu2t5GvfrqMXNkorRzhgDaMkX6EXsflhYWOp2EH7iu8a3Byju3+fjjqvY9i9HFmObvjXwudMNhYQ672R+xrDyzmE1RJHIYo5HSMMwChjYDXTHiorZmGVpnIvyv97CwsOR7A5Ek1PHnjXdqAQ1woy35eGCiLZFMrHLDa9Nm0dudufPD4WJlLwmhT7IpVSmlFOgfPFxC9+YxqvpLDbTvflhYWEZ8jkODPooEC7Riy8EWUoLngOpuMBXaiJRPGQtt6qu\/3mtz8vlhYWDdNyxTquEVtkaT0xGn+Lj\/ADGOxUX7eA\/+OX8lwsLG8v8A6xBR9jOj4WFhYeFD\/9k=\" alt=\"Eudoxo de Cnido (390 a. C. - 337 a. C.) fue un fil\u00f3sofo, astr\u00f3nomo,  matem\u00e1tico y m\u00e9dico griego, pupilo de Plat\u00f3n. Eudoxo\u2026 | Astronomer, New  zodiac dates, New zodiac\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Cuando Eudoxo, ya maduro, volvi\u00f3 a la Academia, era un sabio renombrado con su propio s\u00e9quito de disc\u00edpulos, y se puso a elaborar un modelo del Cosmos que fuese al mismo tiempo satisfactorio plat\u00f3nicamente y defendible emp\u00edricamente. Ser\u00eda largo de contar aqu\u00ed todo aquel proceso que llev\u00f3 a cabo para explicar el universo. Pero, finalmente, hasta un cosmos tan complejo como el de Eudoxo fue inadecuado. Las bases de datos fueron aumentando; con la conquista de Babilonia por Alejandro Magno, en 330 a. C., los griegos tuvieron acceso a los registros astron\u00f3micos babil\u00f3nicos que antes les estaban vedados.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Arist\u00f3teles, el que sab\u00eda de todo - Zenda\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Biograf\u00eda de Dem\u00f3crito (Su vida, historia, bio resumida)\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">El turno siguiente le toc\u00f3, para bien o para mal, a Arist\u00f3teles. Descrito en los textos como un empirista opuesto a Plat\u00f3n, Arist\u00f3teles era, en verdad, relativamente aficionado a la observaci\u00f3n. Pero, como de Arist\u00f3teles ya sabemos bastante, dar\u00e9 un salto en el tiempo y me trasladar\u00e9 a los tiempos en que, los fil\u00f3sofos naturales estaban enfrentados con la inevitable disparidad entre teor\u00edas y las observaciones. Los cosm\u00f3logos trabajaban con la hip\u00f3tesis geoc\u00e9ntrica no ten\u00edan otra opci\u00f3n que hacer sus modelos cada vez m\u00e1s complicados. As\u00ed la Cosmolog\u00eda fue llevada a un laberinto de epiciclos y exc\u00e9ntricas en el que permanecer\u00eda atrapada durante m\u00e1s de mil a\u00f1os. El virtuoso de esta exploraci\u00f3n fue Claudio Tolomeo.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR6Gu3Ztap-3GXP0ZSChR66fgEUH9WDmqpGtg&amp;usqp=CAU\" alt=\"Claudio Ptolomeo y la teor\u00eda de las esferas (Tolomeo)\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nacido en el siglo II d. C. en Tolemaida, a orillas del Nilo, y el coste de sus estudios astron\u00f3micos fue sufragado por la Dinast\u00eda Tolemaica a trav\u00e9s del Museo de Alejandr\u00eda. Fue un astr\u00f3nomo que trabaj\u00f3 muy duramente, no un te\u00f3rico sin experiencia pr\u00e1ctica. Hizo un mapa estelar desde un Observatorio situado en Canope, ciudad as\u00ed llamada por el nombre de una estrella, a veinticuatro kil\u00f3metros al este de Alejandr\u00eda: Tolomeo estaba familiarizado con la refracci\u00f3n y la absorci\u00f3n atmosf\u00e9rica, y muchas de las otras tribulaciones que dificultan las tareas del observador cuidadoso. Su principal obra cosmol\u00f3gica se titul\u00f3 S\u00edntaxis\u00a0 matem\u00e1tica, con lo que quer\u00eda significar &#8220;la composici\u00f3n matem\u00e1tica&#8221;, pero ha llegado hasta nosotros con el t\u00edtulo de Almagesto, que significa en \u00e1rabe &#8220;el m\u00e1s grande&#8221;. Lo que lograba tan perfectamente en ella era predecir los movimientos del Sol, la Luna y las estrellas con mayor precisi\u00f3n que todos sus predecesores.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"MODELO ASTRON\u00d3MICO PTOLOMEO Y COP\u00c9RNICO | astronomia\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;En el siglo III a. C., Claudio Ptolomeo de Alejandr\u00eda, destac\u00f3 como ge\u00f3grafo, matem\u00e1tico y astr\u00f3nomo. Realiz\u00f3 adem\u00e1s una detallada descripci\u00f3n geom\u00e9trica del cosmos, que sintetiz\u00f3 en su tratado de astronom\u00eda \u201cAlmagesto\u201d. Su descripci\u00f3n fue desde el punto de vista geoc\u00e9ntrico, es decir, la Tierra en el centro del universo y el Sol, la Luna, los planetas y las estrellas, girando alrededor de la Tierra en distintas esferas. Aristarco de Samos, en el siglo II a. C., propuso que la Tierra giraba alrededor del Sol; sin embargo, no fue considerado y el modelo geoc\u00e9ntrico sigui\u00f3 predominando durante los siguientes 1.700 a\u00f1os.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Como todos sabemos que el modelo de Tolomeo del Cosmos tampoco fue el &#8220;bueno&#8221; sino s\u00f3lo un paso m\u00e1s en el largo camino de conocer el inmenso Universo, daremos otro salto en el tiempo y nos trasladaremos m\u00e1s hacia nuestro tiempo.<\/p>\n<p style=\"text-align: justify;\">El hecho asombroso no estaba en que los griegos, considerando su limitada comprensi\u00f3n de la f\u00edsica y la astronom\u00eda consideraran el universo en t\u00e9rminos geoc\u00e9ntrico, sino que todos los concibieran de ese modo.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Aristarc by eric.cor.15 on Genially\" \/><\/p>\n<p style=\"text-align: justify;\">Le prestaron poca atenci\u00f3n pero \u00e9l dijo que el Sol presid\u00eda el Sistema Solar<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">La gran excepci\u00f3n fue Aristarco, cuya cosmolog\u00eda helioc\u00e9ntrica se anticip\u00f3 a la de Cop\u00e9rnico en unos mil setecientos a\u00f1os. Aristarco era oriundo de Samos, una isla boscosa cercana a la costa de Asia Menor, donde Pit\u00e1goras, tres siglos antes, hab\u00eda proclamado por primera vez que todo es n\u00famero.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Statue_of_Strabo_in_Amasia.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/04\/Statue_of_Strabo_in_Amasia.jpg\/200px-Statue_of_Strabo_in_Amasia.jpg\" alt=\"\" width=\"200\" height=\"267\" data-file-width=\"1536\" data-file-height=\"2048\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/61\/C%2BB-Geography-Map1-StrabosMap.PNG\/350px-C%2BB-Geography-Map1-StrabosMap.PNG\" alt=\"\" \/><\/a><\/p>\n<div>Estatua moderna de Estrab\u00f3n en su ciudad natal (actual\u00a0<a title=\"Amasya (a\u00fan no redactado)\" href=\"https:\/\/es.wikipedia.org\/w\/index.php?title=Amasya&amp;action=edit&amp;redlink=1\">Amasya<\/a>, Turqu\u00eda), detr\u00e1s el r\u00edo\u00a0<a title=\"Ye\u015fil\u0131rmak\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ye%C5%9Fil%C4%B1rmak\">Ye\u015fil\u0131rmak<\/a>.<\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Disc\u00edpulo de Estrab\u00f3n jefe de la escuela peripat\u00e9tica fundada por Arist\u00f3teles, Aristarco era un h\u00e1bil ge\u00f3metra que se sent\u00eda atra\u00eddo por la tercera dimensi\u00f3n, y trazaba en su mente vastas figuras geom\u00e9tricas que no s\u00f3lo se extend\u00edan por el cielo, sino tambi\u00e9n por las profundidades del espacio. \u00c9l pens\u00f3 que el Sol era el que hac\u00eda orbitar\u00a0a la Tierra y a la Luna a su alrededor, llegando a la conclusi\u00f3n\u00a0 de que esa era la \u00fanica explicaci\u00f3n l\u00f3gica, que los cuerpos peque\u00f1os giren alrededor de los m\u00e1s grandes.<\/p>\n<p style=\"text-align: justify;\">L\u00e1stima que no podamos conocer el desarrollo de la teor\u00eda de Aristarco, porque se ha perdido el libro en el que describ\u00eda su teor\u00eda helioc\u00e9ntrica much antes de que llegara Cop\u00e9rnico. S\u00f3lo sabemos de \u00e9l por los informes escritos alrededor de 212 a.C. por el ge\u00f3metra Arqu\u00edmedes.<\/p>\n<p style=\"text-align: justify;\">Con todo esto, s\u00f3lo quiero\u00a0recordar, el largo camino que hemos tenido que recorrer para ahora, poder saber, que son las estrellas que vemos brillar en el cielo, de qu\u00e9 est\u00e1n compuestas, qu\u00e9 son las nebulosas y las galaxias y los dem\u00e1s objetos del cielo. Sin aquellos hombres, nada de lo que hoy sabemos ser\u00eda posible.<\/p>\n<p style=\"text-align: right;\"><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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F20%2Festa-claro-que-en-la-imagen-que-del-universo-tenemos-nuestras-mentes-juegan-un-importante-papel%2F&amp;title=Est%C3%A1+claro+que%2C+en+la+Imagen+que+del+Universo+tenemos%2C+nuestras+mentes+juegan+un+importante+papel.' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F20%2Festa-claro-que-en-la-imagen-que-del-universo-tenemos-nuestras-mentes-juegan-un-importante-papel%2F&amp;title=Est%C3%A1+claro+que%2C+en+la+Imagen+que+del+Universo+tenemos%2C+nuestras+mentes+juegan+un+importante+papel.' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/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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Uno de ellos dec\u00eda que la bandera se mov\u00eda, el otro que se mov\u00eda el viento. Argumentaban sin cesar. Eno el Patriarca dijo: &#8220;No es que el viento se mueve; no es que la bandera se mueva; es que vuestras [&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":[9],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3712"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=3712"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3712\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3712"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3712"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3712"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}