{"id":11938,"date":"2021-03-08T08:40:10","date_gmt":"2021-03-08T07:40:10","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11938"},"modified":"2021-03-08T08:47:05","modified_gmt":"2021-03-08T07:47:05","slug":"el-secreto-esta-en-las-estrellas","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/08\/el-secreto-esta-en-las-estrellas\/","title":{"rendered":"El secreto est\u00e1 en las estrellas"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/particulas-bellas-de-materia-y-antimateria-2\/\" rel=\"prev\">Part\u00edculas \u201cbellas\u201d de materia y antimateria<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/%c2%a1%c2%a1titan-%c2%bfque-sorpresas-nos-espera\/\" rel=\"next\">\u00a1\u00a1Tit\u00e1n!! \u00bfQu\u00e9 sorpresas nos espera?<\/a><\/div>\n<\/div>\n<h3><\/h3>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.emiliosilveravazquez.com\/images\/noticia.jpg\" alt=\"\" width=\"600\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Tiempo es inexorable y su transcurrir va dejando atr\u00e1s las cosas del presente. Lejos queda ya aquellas efem\u00e9rides y celebraciones del a\u00f1o 2009, cuando se conmemor\u00f3 el A\u00f1o Internacional de la Astronom\u00eda y me cupo el honor de (humildemente), colaborar con aquellas celebraciones. Con orgullo luzco en el ojal de mi chaqueta el astrolabio que nos dieron en Madrid, a todos los invitados, a la fiesta de inauguraci\u00f3n en la que estaban presentes muchos astr\u00f3nomos y astrof\u00edsicos del mundo entero, y, tambi\u00e9n el hoy Rey d3e Espa\u00f1a.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Untitled\" \/><img decoding=\"async\" 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\" alt=\"La Asamblea de Naciones Unidas declara 2009 como 'A\u00f1o Internacional de la  Astronom\u00eda' | elmundo.es\" \/><img decoding=\"async\" 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\" alt=\"Mil actividades en tres meses del A\u00f1o de la Astronom\u00eda en Espa\u00f1a | Sociedad  | EL PA\u00cdS\" \/><img decoding=\"async\" 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\" alt=\"A\u00d1O 2009 LA ONU LO HA DECLARADO: - A\u00f1o Internacional de la Astronom\u00eda, -  ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que, en su momento, ya desde el inicio del a\u00f1o 2.009 en el que se celebr\u00f3 el A\u00f1o Internacional de la Astronom\u00eda, en muchos de mis art\u00edculos publicados en la colaboraci\u00f3n que con la Organizaci\u00f3n Internacio\u00f3n tuve el honor de prestar, se hablaba de todos esos interesantes temas que, el universo nos presenta y que, inciden en el saber de la Naturaleza y del Mundo que nos acoge que, como nosotros\u2026 \u00a1Tambi\u00e9n es Universo!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/camposdeestrellas.files.wordpress.com\/2011\/11\/pahs-in-nebula.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>LA QU\u00cdMICA DE LAS ESTRELLAS<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pierre de Fermat, autor del famoso Teorema de Fermat\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo se midi\u00f3 por primera vez la velocidad de la luz? - YouTube\" \/><img decoding=\"async\" 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alt=\"Francesco Maria Grimaldi - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"Francesco Grimaldi, descubridor de la difracci\u00f3n. | Juan de la Ciencia\" \/><img decoding=\"async\" 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alt=\"El experimento de Torricelli\" \/><img decoding=\"async\" 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alt=\"VIDA, OBRAS Y APORTACIONES DE TORRICELLI\" \/><img decoding=\"async\" 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\" alt=\"Robert Boyle | F\u00edsica Termodinamica\" \/><img decoding=\"async\" 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alt=\"Principio de pascal, fuerza de empuje y ley de boyle\" \/><img decoding=\"async\" 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xBvPtXZLnCZwHHI1cWEL1rOIfYLDyX9DF5nWZicJ7UeDI1bA3Xqn3r07OIfYbHyQ\/kYtfo\/xLfn6U6eI4SmYhIU4SF6qzkEISFOEhLBCEU4RLBKEhThIVLJIQkKcJCWDU5Hb9kpn\/HUAMwMTtgrFZ7D7cz8g4oW6yGybSngPvKmMD3lYfPsRfM1dwNRXmv3bvdTfm8MnwWDfuehaHc+H2V2B++fjqEQJ5VnqX3PQtNueN+yO8u\/WYGpqy4vhmpguL8F\/kUfWV\/KN2\/uN2q2VVkf7248o3+RqtVzGnYCIisQEREAREQBERAFTZxuhrcPCOyOLXIga1crOZ6VdGmyNcu4hs1TBjnUKSh5ButP0qtDka7jkaxyCPMqPN\/WF3d0avp1qWrBpHHgJ5QJHL8l083hiFtYc0sSbrJ4kAAa1YVLd4bJY4AQCS0jE6gq+xwAj3rQZXpQTTpy6CSQKlR5hvG5pEDWNUrcc+lRDnI20VTL32orD5f4+lbi+1FYfODj6VSXcZYd5pW22JwPcjZiI2Rj51vs4h9isfJf0MWVZbDWYxYPBYOLj1Tzj5rW5xd5WXkv6GLWwHiW\/P0dLEcJTMQkKcJC9RZyiEJCnCQlghCKcIlglCQpIqkkYSFJEBr832TaM5KjzrjmWG3QmRfUxM\/Vhb3NkfZW\/nf79khYXdG7+Zx9oMYPJtXnP3bvdTem8NyOxQ+66Fp9z7vV2H7d\/HHEOULM0PuuhdOwz2FjTNLsc1CXucTvmjEgRAjkWbFNVzFRDTwjkbIlnq1mG03POli92kcRGAAw8y+zr9oE49An3LySruuuiOw3frn36116m6sT+Ed+tr9i5mzfodbaNXzPYDlSnEz7Wz5pUDlmltJ5hPxXjn\/ageK0cP8Ae\/svjU3SnH8K79c+ydSnI\/QbRup7JwhozEuHOI9pUDnLb\/vHzD2YrxZ+6GTM2ruirzbeZfJ+6A4\/h3frOHuhMrhtGantTs67cay\/0PiovzvtR4R8w+a8PdnwSO93fq\/2XyOejuKgQJ1aajK4Z26nuL89LUcbzzMn4r58OrP95w52ge8rwx+dpOO8O\/VcffPshfB+dDte8kHyn9lGVxOZup7s7P8Asx4TuTtR81kc\/s8be4p0xS0gWudOk0tEYcoB1bV5i\/ONxH3R1fxH+6YVfd5Uc8RoRG107PkmVwzt1O1ly6FRzSDMAjX\/APYqyzfGIWYa8kyRC1Gb+sLbgRU3mnie\/cbez1Kxo3ha8u7p0Ge2MgnwvYYlV9m7BUOTcq6V24k9rUlonijuPiOlbj1TuRfM0GtVbVPIs77UVic4NR6Vt70rE5w6ncxVJdxkh3no9O2kYnHexxx4OydS0GcXedn5P+li6VCj2mz6seC4R2vP8Old7OMfZLPyf9LFq4HxDfn6OnPwlM1CQpIvTnKIwkKSICMIpIgJIuUUA4RcogNlmuPszYHhu4zt2cawu6MPt1PyY4gPct9mqfso\/O7zSsHukum\/Yf8AhhedTxbvdTdn8NyJ0nRS5YwVJUyRpSTiSu3Tyk0ACQpfSTdoW6pzEK45BbsHmC44Pt2exWX0k3aE+k27Qootalbwfbs9i4+gG7PYrL6Tbt9qfSbeTzpQzKVnB5uz2Ljg83Z7Fa\/SjeRPpNu0KKQnMpVcHm7B5lxwdbs9itvpNu0J9Jt2hMqDMpU8HG7B5lF2bTdnsVx9Jt2hBlNu0JlQnOpSHNobPYonNobPYr4ZRbtCkMoM2hRkQZ3amcObQ2ewL72uR3UzLfMrzs9m0LkXrNoTIgzqTtcWw4axqImeRVtpa0+y6zdBsNa0gaAhpwxA4lYC8ZtCrLK4AuqpnAtb8FDk3Es3Kdy941is4fC5itndPDhIx1rGZw6ncxVJdxeHee02rCKcgH7tvHJ7niBOC5zkH2S08nyfus2Lv2zIpgxP1Q1SfBHQPMujnJ3raeT2f4WLVwPiG\/P0dOfhKZtFyi9Mco4RcogOEXKIDlFyigk4RcogNnmu4C1Ekd27XzrpZzZp0LxzX1HVGObhpMwkHUDIji2BdjN+zqVLVuhW3uHvn6lr5x5Su2chVzh2dh\/ytP5ry+IVUncqaqdWNqOjRF0Me\/c8th+3rHk0qY\/pXydmHbRhWuCeTQMbfBWwdm5XiOzv\/a0\/moPzWq+O+a0p\/NU20mo2Eehi3ZlW38av0upj4a18jmhbDXVr9D2Gf\/Lgto7NGrM9nGY8Up\/NfM5k1DrvSf8ApKfm16k20mo2Eehh35rWw\/aXHSafyXyOblv+\/WPNUp\/BpW4dmG8iDfH1SkfeV835gPP492H+Vp\/NNtJqNhHoYV+QrYeFcednxC+D8k248Ov6dIfBb47nRJ7+d6rS9uOPSvl\/2af552P+UpfPHpTbSajYR6GDfk62E418NjmH+gLr1La2Gs1+l9L5L0F25fIxvneq0tfnXzduUA\/j3+q0cPOU20mo2Eeh54aVuP4\/RUYfc0r4VK1uOK49OmOnEL0Q7kTfH6nq1LrL5HcaZ4\/UGv8AC0o1bJTbSajYR6HnRvKE4Ct+rS+S5N7QHg3HpM+LQvQjuL0\/H6nRa0cOaCh3F6fj1SdvYtL5ptpNRsI9DAMvKHGK\/wCpR6OJd2g2i6J3\/oew+5i2zNx1g\/H1OfsShPNOtdmluUtb+Of02lL5ptZNRsI9DH0cnUXHXcDndT+S+eTclU33NWmXVdFrGkEOYHcWB7Uz5lvaW5to6r50bOxKMe0qnyNms45TuaAuSDTp0zp7xTOmHRgWzDehElf5qNizQjRzToGIq3POCzqhdituf2tYAVKlbXidKm0naDAg8+tadmadUGRe47exKXz2Fdinm9WEns044H7JSx9qhZXr5lkhYm5D6MYACNUNgAdsQAI2T5yqfOXvW0\/If5WK4OQ68Edm6\/8AKUvmq3O+hvdG3ZM6Ic2YiYDRMLPgfEN\/vkUxHDUyyLlF6U5Zwi5RAcIuUQBFyigHCLlEBps38v0aFAMeHzpOPatBGPSrLhbb7KvoN6yw6LSfgInuVy33mduIe1KQ3HC232VfQb1k4W2+yr6DessOir2dD68yetPNxwtt9lX0G9ZOFtvsq+g3rLDonZ0PrzHWnm44W2+yr6DesnC232VfQb1lh0Ts6H15jrTzccLbfZV9BvWThbb7KvoN6yw6J2dD68x1p5uOFtvsq+g3rJwtt9lX0G9ZYdE7Oh9eY6083HC232VfQb1k4W2+yr6DessOidnQ+vMdaebjhbb7KvoN6ycLbfZV9BvWWHROzofXmOtPNxwtt9lX0G9ZOFtvsq+g3rLDonZ0PrzHWnm44W2+yr6DesqDJuUKVPKNzdEuLKzGNa0M7YFsTpYx5lTInZ0PrzHWXm44W2+yr6DesnC232VfQb1lh0Ts6H15jrTzccLbfZV9BvWVJnPlincCmKYd2pdOk0DXERBOxUSLJHgoo3I5t2hV073JSnCLlFtmE4RcogOEXKIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA\/\/2Q==\" alt=\"Principio de pascal, fuerza de empuje y ley de boyle\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSTnZgeBIVnHhEphzxJqrCTr_JRihsNMyDc7Q&amp;usqp=CAU\" alt=\"Principio de pascal, fuerza de empuje y ley de boyle\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los cambios se estaban produciendo a una velocidad cada vez mayor. Al siglo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> tambi\u00e9n pertenecieron, entre otros, el matem\u00e1tico Fermat; R\u00f6mer, quien midi\u00f3 la velocidad de la luz; Grimaldi, que estudi\u00f3 la difracci\u00f3n; Torricelli, que demostr\u00f3 la existencia del vac\u00edo; Pascal y Boyle, que definieron la f\u00edsica de los fluidos\u2026La precisi\u00f3n de los telescopios y los relojes aument\u00f3 notablemente, y con ella el n\u00famero de astr\u00f3nomos deseosos de establecer con exactitud \u00a0la posici\u00f3n de las estrellas y compilar cat\u00e1logos estelares cada vez m\u00e1s completos para comprender la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\">La naturaleza de los cuerpos celestes quedaba fuera de su inter\u00e9s: aunque se pudiera determinar la forma, la distancia, las dimensiones y los movimientos de los objetos celestes, comprender su composici\u00f3n no estaba a su alcance. A principios del siglo XIX, William Herschel (1738-1822), dedujo la forma de la Galaxia, construy\u00f3 el mayor telescopio del mundo y descubri\u00f3 Urano. Cre\u00eda firmemente que el Sol estaba habitado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-R1GuxH9_p98\/TgICYY5zsAI\/AAAAAAAAI9k\/x88u4AgVDi8\/s400\/Sin%2Bt%25C3%25ADtulo-5.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0 Hasta llegar a conocer nuestra situaci\u00f3n astron\u00f3mica\u2026<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al cabo de pocos a\u00f1os, nac\u00eda la Astrof\u00edsica, que a diferencia de la Astronom\u00eda (ya llamada\u00a0 -\u201dcl\u00e1sica o de posici\u00f3n\u201d-), se basaba en pruebas de laboratorio. Comparando la luz emitida por sustancias incandescentes con la recogida de las estrellas se sentaban las bases de lo imposible: descubrir la composici\u00f3n qu\u00edmica y la estructura y el funcionamiento de los cuerpos celestes. Estaba mal vista por los astr\u00f3nomos \u201cserios\u201d y se desarroll\u00f3 gracias a f\u00edsicos y qu\u00edmicos que inventaron nuevos instrumentos de an\u00e1lisis a partir de las demostraciones de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> sobre la estructura de la luz.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Joseph von Fraunhofer - EcuRed\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQVBUPpMVjMTaK4mOnqfM0G7h2AxPQLYZDjUQ&amp;usqp=CAU\" alt=\"Fraunhofer IIS - #Happy #Birthday #Joseph Am 6. M\u00e4rz 1787... | Facebook\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTp9TpfqEoAwo3vLnYd_2-rwusxuQrDmNb1HQ&amp;usqp=CAU\" alt=\"Joseph von Fraunhofer | German physicist | Britannica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En 1814, Joseph Fraunhofer (1787-1826) realiz\u00f3 observaciones b\u00e1sicas sobre las l\u00edneas que Wollaston hab\u00eda visto en el espectro solar: sumaban m\u00e1s de 600 y eran iguales a las de los espectros de la Luna y de los planetas; tambi\u00e9n los espectros de P\u00f3ux, Capella y Porci\u00f3n son muy similares, mientras que los de Sirio y C\u00e1stor no lo son. Al perfeccionar el\u00a0 espectroscopio con la invenci\u00f3n de la ret\u00edcula de difracci\u00f3n (m\u00e1s potente y vers\u00e1til que el prisma de cristal), Fraunhofer observ\u00f3 en el espectro solar las dos l\u00edneas del sodio: as\u00ed se inici\u00f3 el an\u00e1lisis espectral de las fuentes celestes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.astrosurf.com\/astronosur\/imagenes\/est_esp1.jpg\" alt=\"\" width=\"360\" height=\"296\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mientras, en el laboratorio, John Herschel observ\u00f3 por primera vez la equivalencia entre los cuerpos y las sustancias que los producen, Anders J. Anhstr\u00f6m (1814-1868) describ\u00eda el espectro de los gases incandescentes y los espectros de absorci\u00f3n y Jean Foucault (1819-1874) compar\u00f3 los espectros de laboratorio y los de fuentes celestes. Gustav Kirchhoff (1824-1887) formaliz\u00f3 las observaciones en una sencilla ley que cambi\u00f3 la forma de estudiar el cielo; \u201cLa relaci\u00f3n entre el poder de emisi\u00f3n y de absorci\u00f3n para una longitud de onda igual es constante en todos los cuerpos que se hallan a la misma temperatura\u201d. En 1859, esta ley emp\u00edrica, que relacionaba la exploraci\u00f3n del cielo con la f\u00edsica at\u00f3mica, permit\u00eda penetrar en la qu\u00edmica y la estructura de los cuerpos celestes y las estrellas. De hecho, basta el espectro de una estrella para conocer su composici\u00f3n. Y, con la espectroscopia, Kirchhoff y Robert Bunsen (1811-1899) demostraron que en el Sol hab\u00eda muchos metales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/hP6dytTaLvB4q1k5nwd_6bTHSCCv1uL9QqNuikFBtqXnME76bMuYPFmcFqO0sotnj2v7gzM0NqtSk-56L1e1PHjkToi9ZcgqBVknJFF7EqNW4F_QNiqhibL5Sndl_as1JuMHVjHslmY\" alt=\"Abundancia de los elementos qu\u00edmicos \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La observaci\u00f3n del Sol obsesion\u00f3 a la mayor\u00eda de los Astrof\u00edsicos. A veces, resultaba dif\u00edcil identificar algunas l\u00edneas y ello condujo a descubrir un\u00a0 nuevo elemento qu\u00edmico; se empez\u00f3 a sospechar que el Sol pose\u00eda una temperatura mucho m\u00e1s elevada de lo imaginado. La l\u00ednea de emisi\u00f3n de los espectros de estrellas y nebulosas demostraron\u00a0 que casi un tercio de los objetos estudiados eran gaseosos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEhUSExMWFRUXFRcVFhcXGBcVFhYXFhgaFhcYFxcYHSggGBslGxUYIjEhJSkrLi4uGB8zODUsNygtLisBCgoKDg0OGxAQGzAlHyAtKy0vLS0tMi0tLS0tMTUtLS0tLTUtLS0tLy0tLS0tLS0vLS0tLS0tLS0tLS0tLy0tLf\/AABEIAK4BIgMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAAAwQCBQYBBwj\/xABIEAACAQIDBAYFBwoFAwUAAAABAgADEQQSIQUTMUEiMlFhcYEGFJGhsSMzQlJywdEHFRZUYoKSo9PwQ1OissIkk+E1VXSDs\/\/EABkBAQEBAQEBAAAAAAAAAAAAAAABAgMEBf\/EAC0RAQABAgUCBAQHAAAAAAAAAAABAhEDITFBYRKxcYHB8ARRodETFCIyM5Lh\/9oADAMBAAIRAxEAPwD7jERAREQEREBERAREQETX7d2zRwdB8TiGyUky5mys1szBBooJOrCaLCflH2bVw+IxNOsWpYYIap3dRSN4SqABlGYki2ndA62JrtgbYXF0VrpTq01bgKyGm5HI5TyPI85sYCJVx20KVHJvaipvKi0kzG2eo\/VRe1jY6S1ARMK1UIrM3BQWPgBczktkflO2Viaq0aWKGdyAgdKlMMToAGdQLk6AX1gdhERARE03pV6SUcBRFeuHKGotMZAGOZr20JGmkDcxEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQOF\/Lf\/AOi4rxo\/\/vTnzza+0KWJ2DiwMfUxjUDg2s1NqAol3FMJpYVRbPxvqAeNjPvsQPgnp1s\/1ZNmUx8ns7cF6m8OKehv6gzE1twwqakrlsdCTbS882m1Zdm7O3uJq19nnE1PWatIV1O5zKKatnAqbsfKjXkFtrln3yIHwf06wuzzg9mVqArHAJjCtRnNf5lnBc2JzDQMA1s1gAOU89M6mHGKX1g4hdn\/AJsX825d+Bvwq7rhrvet19erm0tPvMQOO9DWxJ2LTOLzb\/1epmz3z5enu899c27y3vr26z45gMWuO2RgdlYVHqYxcSzsQjBaCGpVOc1LWAs68DyPMCfpSIHwX8oVW2Ox4xjYgVt3S\/NWQ1gpawvu930b5rXv+1ztIvSasBj8L+c2rqDsZBid3nDF71D8ru9bZwt+Wa19J9\/mgq+i6HaK7S3jZ1w\/q+SwylczNe\/G92gfFMRXqjCbBbFtiAN7icxQ1N96uXpjTL07bsnhrl4cpXxVUnY2IKlzhPzsvqhqFvmhn6pfW1gL9+bnefc\/SD0XTFYnB4lqjKcJUaoqgAhy2TRr6\/Q5ds38D4B+Ug1fzpiRiq4oJlp+p1Ki4xlUZRdsP6sbZw175gRebapsQ4za9LC4mvVIbZFE1zTY0zXKt9O4vYsc1rA++faYgeAW0nsRAREQEREBERAREQEREBERAREQEREBERAREQEREBERARBMr+sFuoL\/ALR0Xy5t5ad8tkusSKpiEGhYA9l9fZxmHq1+uxbuHRX2Dj5kyWnTVRYAAdwtGRmj9aHIOf3G+8R6z+w\/sH4w2LThmBPYOkfYI9Z7Fc\/ukfG0tuEvyetLzDDxVviBM6ddW4MD4HX2TD1n9h\/Zf4GR1K1Juvb99SvvYRYutxKy0TxR9Ow9NfxHkZ6MRbRxl7+Knz5edpLLdYiIkUiIgIiICIiAiIgIiICIiAiIgJS2vtAUEDnLq6p02yKCxtdmsbDyl2VsfhN4FGYqVdXBFibqb8GBFoFTCbbptTSowZQ7FAcrOlw+7B3igrkY2KsSLhgZKu1afRzEjM5QEK5TMHNMAvlyqSwsAbXJsLzX1PRimcpL1Gytn1FM3femuSAUshLGxK2uLdl5hQ9Gw+R6rMGFQVMgyMFK4h8QoBKkqTmAbKRfKPMLWL2\/Tp12ouCqpTpOzkPa9eo1KkiWQhmLra1wdRa+trB2zQBIL5bKWJZWRRZd4QWYABgnSK3uBckaTHF7GSpUaoWYFvVrgWt\/0tZq6W05s5B7gLW4yvX9G6LPVc\/4obN0aeYF03bFamXONO\/meWkC4NrUsrMSyhUNRs6OhCAkFirKDyPKY1NtUFLBntkBJOVsvRIVsrWs2VmANibE62lfGbD3gIavUu1NqTkCkC6Mb2PQsCLnUW6x7rYL6NUQ1RhpnZmPRp5gXcVWs+TOQWBNiT1j2CwWxtmjp0muWK5d3U3gIAJzU8uZQAym5AFmU8xPV2rT6OYkZnKAhXKZg5pgF8uVSWFgDa5NheRNsVd61dajpUZmJIyEWdKSMlmU6H1emb8bjjY2lep6NUy6uXfourgdAgFKzVxYlbrdmsbEXCr5hvJhVqhRc+AHMnsA5mKtQKLn++wDvkdGkb5263IclHYO\/tMqMRRL6vw5Jy\/e+sfd8ZYJtMatQKLn++4dpkK0i2r8OSch3t2n3D3wPd8zdQafWbh5Di3uEeqg9cl\/Hh\/CNJM7gC5NgOcgzO\/DoL2kdI+APV8\/ZL4Ild1QakKOXL2TD1m\/VV28rf7rTKlh1XUDXtOp9p1mbuALkgDtJtJkqLfP\/ln+Jfxnm\/bnTbyyn77z31teWY+CsR7QLR6yPqv\/AAn7pbcJ5ofkidOgx8UJ8jbN75IxdeIzr3DpeY4N5W8J6cRTPRJGvJhlv5MNY3BXVDb9k6r5c18tO6PER0zYZqfSTmvMfZvw+yfdLVOoGFwbiVesbjoVOYPBh3\/WHfxHuniubllFmHzidv7Q7T38+HHgmLkSuxMUcEAjUHUTKZaUcbtNadSlTKk7wkFhbKg0VS32nZFA7W7jIMHtxHZkKuGXek2R3XLSq1KV8yra53ROXjqBrPdobBo1md6gu7Kqo9lLUclyrUiR0WDHNftA7BIm9H1swFSoubeZrZdd5VavzXgGdhbgQbG8CfF7YRaDV1DOFuMuVw2a+XKVy5l1OvR4a2intqlbUnMCFZVSo9nIuUXoAuwFzYC4GpAExw+xUSi1AMcrOXJsi2JYNYBVCgXHZPMZsGnUXKxOlY11JCNZ2BU9FlKkZXYajnfQgEBI+26ABbPdRT3pYK7KqZS92ZVIXogkAm5kuI2nSS4ZjcMFIVWdrlc9gqgk9HXTgJTPo+mR6Ydlp1Ke7qIopqrfJmlmFk6By26th0RpxvhX9HEe5eozsXFTMy0mAO7FO2QpltYX4Xvz5QLdPbVBnyLUBNwtwGK3NMVQM9stzTYMBfUGKG16bkZLlSruDkqAsEyG6Ar8opFQWK8dLX5YU9iUwCLmxqLUt0QOjRWgFAUABcqDQc+7SRNsEFArVqhy02pqegCFbdnWygN80OI1u17wNlhMUtRcyE2uQbhlIINiCrAEHxEmlLZWzloIUU3BZn4KurakAIAAPKXYCIiAiIgIiIHHejm0qwwy5AHFI1nq5rliu\/qqEQ362VCdb8FH0rjsEYEAjUHUHtE4D0MTHrRqGimHKNisXrUaoG6OIqU7EAWt0Jsdm19pLTKZMIBRJpm71dAoBXl9QqZmLxObrVaaco09924xu0qiuxULuqWUVib5ulYnKb2ARSrG97g6WtNvOBrjbRoLuaWDJquXqCoalslQElW4WsCq6a6TstkU6q0aa1ipqhAHKXykgWJF9YpuYnTpGy5ESHFOQLDrMco7r8T5C58ppyYJ02zfRU2XvbgW8uA85YY21M8poAABwAsJDX6TBOXWbw5DzI9gMuqaPKK5jnPD6A7B9Y959w85PUcKCToBxmUrdd\/2UPtb8B8fCNTQp0yxzOPsr2d5\/a+EsE21nsqqN4bnqDqj637R7uwefZGpo9FRn6vRX6xGp+yPvPsmdPDKDe1z2tqfaeHlJKjhRcmwEgCM+rXVfqjQn7RHwEqM3xKg2vc9igsfO3Dznm\/b\/LbzKj\/lJUQAWAAHYNJlJkuau1Y\/Sptb91h7Ab+6R01U\/NtlP1eXmh4eVpcmFWircRfs7R4HlFyyBiG6LjK3FSD70P3fdMTcm2gqKLg8mH4HmOR8oqrlFn6SfW+kvYTb\/dy98EE9EnpjpI31vH4Ed9\/DTJh6ljporE6fVfmPPXz8ZclB7NrwD9Fv2XHVPjcW8llrD1MygnjwI7CND7xJMbrEpYiJlpyPrpTbT08t1qYLDgtfqlamLZRbnfpeybM7cbdYhxT6VJylNSbbzXIhJtoC9x5Tm\/SAYkbUqNh2orlw2Bzb1HfrYnEotsjrYdI38uErYZNpHdgPhPlhh6gvTrG53lStr8rx0ue7snKqZibXerCppmm8xp97z9Hanat6lBQt1rIWzX6vRzILc72b2CSbLx5qmqCuXJUZBrfMo0Dd1yG9k4fCLtIZCHwnyQw9MfJ1tDvKlLhveOuvlwtNh6CYXagY1cU+GNGoMyqiPvMpLOpvmsvX1BDHQay0zMyYlFNNM5cevZ28RE6PKREQEREBERAREQND6F0GTDurKVPrWNIDAg5WxdZlOvIqQQeYIlnaGzndmyMoSqAtYG97LxKW5spym\/Kx5WO1iSYu1RXNM3gAiIlZJX41Psr72\/8AC++WJBheLntc\/wCkBfulhJTyvg9QX+sb+XBfcB7ZljGsjW42NvE6D3yVFsABwAtGxujxNTKpI48B4nQe8zKjTyqF7PeeZ8zI6+roveW\/hFviw9knjY3V8T0iKfbq32Ry8zp4Xk4kGG1Lt2tlHgunxze2e4x7LYGxNlHdc2v5cfKODljTGdsx6qmy95Ghb7h7ecszGmAAAOAFh4CGcDUkacfKJkhlEgFcnUU2\/wBI+LTCjjQ18qlrEqbNTNmHEGzaHukVaicz6YY7GrTVcIqrUY6tUdFso45RZrkkjiNJb2Rtq9OmMTlp1iAHytmp5uFwwGgPfbjaS+dmun9N7+W7dyi9K3QH2qZ7GHFfC3uv2S9IcWhKm3EdJfEaj8POaiWJhXFmuOAqLf7LrofPh\/CZlgqlyf2gGt2N1XHtA9siLi9xwzJUHg\/Rb7z5zOnpU\/fZf41FT4gzcsr0RE5tuUxWANXaGLS5UPgMKFcC+VlrYogi+hIOU28Jujsld5QcMQKKsoXk11CgnwF\/bNjEk0xLdOJVTFon5\/XKWp\/Mg3ddBUI3ztUDWHyZNiLDnZhfzmzo0wqhRwUADwAsJnERTEaFWJVVqRESsEREBERAREQEREDwz4X6IUNufnZRWqVjlqk4jNUvR3f0sqZrWI6thpccJ9i9IVxTUsmFKJUdgpqNrukN81RVt02HJTpcgnQT5HsP0VU7bx1CjVelUoUkqUaxJdxVK0izVL\/OBy7ZgeOY8NJ7fhZiKK720+V+PVirWH2+JU2S1Y0UOIVFrW+UCEsmYaXUkA2PHuvaW545izZIMF1T9t\/97SeQYTgw7Hb3nN98bJuYzq\/vJ\/vWTyDG9QnsIb+Eg\/dJ42N1c\/OjuQ+8j8JYkDfOjvQ+4r+MniSEGB+bU9ov7dfvlLaVDNUX5FH0OrEAmwOh6J0F7y7gfm1HYLezT7or9eme8j2qT\/xl3TZBgMNlYnc06elroQSe7qjSVcRhrB23FJejU6YILaqdbZRx8ec3E12NwdGnSqsFSn8m4LAAWBHbMtIFpVmwuWhUFKpc5WZc4AFQ3GXwuJzfoFgcYr1maqFpDFVt4hpZTVewG8Rj1VLWOlxoZsML6OYvLYbRrAAsLbulyYi\/DnxkhwGOw5WquIfGAGz0WFKmSp+kjaAMDY2JsRecKs6oqmJy9\/N9Cjppw6sOmumerie80+uTY7aazp9l+Pis1RINTkRk4cdL8IxuOr1KlMvs6ucmZlAr0l1BXUhaoDAdhvxkh2nXLEHZlQjKuhfDm2ra9f8Au06fiR7iXm\/L18f2p+7ZbEr2LUiSQoDJfjkOhXvyn3FZtpzHr1b\/ANqf+PDD\/nNzsbEtUpBnRkYMylWKswysV1KkgmwliqJYrwqqIvNvKYntKB+r4U6o\/gYASar86PtIf9LiQuej4pUP\/ccZfjJzrV8HA9lMn4uJ3\/1516IicnQnyb8tS7S3lA4Z6q0MpB3TlDvbnr5SCRltbloZ9ZnxP8sey65wqYvFkGq2KFOnSUk0qFHJUOUcM7sVUs1uQA0Gvr+C\/lhivR9Q9CKeKXA0BjDmr5OmScx4nLmI4tlygntvN5Od9G9k18JUagGFTBZc1DMxNWgbi9Hh06drlSTcWtrpOinnxP3TMbtRoRETCkREBERAREQERI8RVyqzWJygmwtc2F7C+l4GbMALnQDUz5N6OYkri8PtU6LtDE4jDte4+Tawweh\/+Pb9+dftbbYr0KlHc4lN4jJnUUcyhhYkXqcbGajGUaL4GlgRRxSLR3Jp1FFDOrUSCrava5sb+JnfCrppiYnfLy99mZh9Cic+PSgfq1f2Uv6kfpQP1av\/ACv6k4NOgkFLSo47bMPZlP8AtHtmm\/Sgfq1f+V\/UkbekYLK3q9YWve+61BHDSpxuBLCS6GqmZSp5gj26THCvdATxtY+I0PvBmk\/Sgfq1f+V\/UkdL0jC5j6vWsWuB8lcaa\/4lrX+JgbzE6FG7GsfBuj8SJYnOVfSRWBU4bEai3+F\/UmS+k9gAcPWJsLkbq17a8akbG7c4bQuvY2YeDa\/HN7Jli1JW44ghh3ka28+HnNCfSMFgww9YWBBvurEWvbSpxuBbxMk\/Sgfq1f8Alf1I5OG+RgQCOBFx5yttbDNUovTXLdlt0hddeNx4TTUfSMKD\/wBPWtfoj5K4vqfp2tfv5yT9KB+rV\/5X9SJgiXzDZGza206uPfFbTrYd8JVeklOnUFNaYUsd666XUm+osdDrwt0X5ONobUxuAp1ziFOrpmYKC4Rsob5s34Wv3GPSH0f2ZjKxxFfZ+INQ2DMrKme3DMFqgE9\/HQTpdn7bpUaaUaWDrJTQZVVRSAAH\/wBkivfUNpXvv6d7EfR52v8A4XcJx35RMTtGj6rQfF7lMXXWhUrJlBRPtBVK9Y63HAzuP0oH6tX\/AJX9Sa7b2Nw2MotQxOCrVKZ1sd0CCODKRUupHaIHHUMJidn7VoYDCY+rXTE0nd0rstU0igZg5OU5Q2W2gF+d9J9M2fQq0qJWoytUZ2sVFtXPE6C5uSb24TkPRbZuz9nsz4bAV1dhlLsUdsvHKC1Xoi4HDjYdk6Gp6Q3a+4q9U5L7uwYg3v0+PLTtMsQky2YUFgBwzKo+zS6RP8RAmWD1bN3Fv4z0f9KD2zSfnsWIFGt1AB83exPT+n1jx7NBrJqXpEFzf9PWNze43VrcABep2Ae+bnRiNXSROf8A0oH6tX\/lf1I\/Sgfq1f8Alf1JzdHQT57+UTBev4mls4Hq4evi37nyGjh\/9bsf3Z0X6UD9Wr\/yv6k1GAxSU8XiMZucU711ppYihlppTBAVLVL6k3N+c64VfRPVvGnikxdvfQ3a\/reCoYg9Z6YzjsqL0ag\/iUzdTifR3FphFqolHFMtSvUrhWFC1M1DcolqnVvwv2zotmbaFZym5qpYXu+S3LTouTfWYrt1T06ENpERMqREQEREBERAREQPLRaexA8tFp7EDy08ZAQQRodDMogV8K3FDxX3jkf75gzPEUrjTRgbqe\/8Dw855iKZ0ZesOHeOanx\/CZ0aoYXH\/kHmD3y8pw8o1Awva3IjmCOIMirDKc44cHHdyby+HhPaqEHOoufpL9Yd37Q\/8eEtKoGFwdP749hgZCxlZTuzY9Tkfq\/snu7D5dk9safAXTsHFfAcx3cpOCGGliCPEEQFSmGFiLgyAMyaNdl5MNSPtAcfERu2Tq9Jfqk6j7J+4+0TNMSpNr2PY2h9\/HyhEiOCLggjtGsytIXwyk3tY9qkqfO3Hznm4blUbzCn\/jGS5p7SOrVVeJt2dp8BxMjaifpVGt+6o9oAPvkdNlHza5j9bl5uePleLFyqbi79FPq\/SbsBt\/t5+6RvcnXRiP8AtJzN\/rG392mRvm4hnHPglMfd8T4SPS19SCdO2q3I9yi3u7BruGJFTMQLWBA0+rSHLxYj2eE2NpHh6Vhc6sdWPf3dw4SWYmbtxBaLREilotEQFoiICIiAiIgIiICIiAiarb+36OEVWrEhWzgEAWvTpPWa9yLdCm3slfCel2CfP8vTTI9VPlHRC24vvWALXyix1NtATw1gb2JoMH6ZYCpT3nrVFB0z8pUpocqVWol7FuoXUgNwOk3lOoGFwbjT3gEe4iBnERAREQEgq0iDnTjzHJvwPfJ4gR0awYacuIPEHsImFSib5kNm59jeI++ZVaAJuDZuTDj4HtHcZhvyvXGn1l1XzHFfh3y+CeL2niBfKwyt2Hn9k8D8YbD63Q5Tz5qfEfeLSQhXHJlPgQZFuCOoxHc3SH4j2wG\/I66kd46S+7UeYmQdHFrqw7ND7p5vKg4oD9lvua3xkdR1PWpMfFQ3wvLZLpPVF5XHgzAewG08bDgcWe32yPvkOWnypN\/CR8bQKQ5UBftbKPhcyoDdX0G8PnU\/1HQe2e1ajcGOW\/BV6Tnz5eXtmbhrXdwo7F0\/1H7rTGkP8tcoPF2vc+AOp8T74EZSwAYfZpLrfvc8+\/l4y1Rom+ZtWPsUdg\/HnMqNEL3k8SdSf77JJJMrEEREy0REQEREBERAREQEREBERAREQNXt7YFDGKqV1ZlXPYB3Tro1Jr5CL3R2H7xmsregGz3uWoliRUBJqVCTvWd2uc175qtRgeRYkTp4gcePyf4QFstMgtxc1q7MTvDWzEZr3zs1zm1ub3m1wOAxqVFL4qk9O5LruCrvcHg+8sutj1ToLTdxCWIiIUiIgIiICIiBA2FW9xdT2qbe3kfOeZKg4MG+0LH2r+EsRLdLIN5U+oD4N+IEb5\/8s+1fxk8Rcsgz1PqKPFvwE83dQ8XA+yNfa1\/hLERcshp4ZQb2ue0m59p4eUmiJFIiICIiAiIgIiICIiAiIgIiICIiB\/\/Z\" alt=\"Efecto Doppler: descripci\u00f3n, f\u00f3rmulas, casos, ejemplos\" \/><img decoding=\"async\" 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\" alt=\"The Doppler Effect for Sound\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Adem\u00e1s, gracias al trabajo de Johan Doppler (1803-1853) y de Armand H. Fizeau (1819-1896), que demostr\u00f3 que el alejamiento o el acercamiento respecto al observador de una fuente de se\u00f1al sonora o luminosa provoca el aumento o disminuci\u00f3n de la longitud de onda de dicha se\u00f1al, empez\u00f3 a precisarse la forma de objetos lejanos. El cielo volv\u00eda a cambiar y hasta las \u201cestrellas fijas\u201d se mov\u00edan.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.blogodisea.com\/wp-content\/uploads\/2010\/07\/hertzsprung_russell_diagrama-estrellas.jpg\" alt=\"\" width=\"515\" height=\"393\" \/>\u00b4<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>EL DIAGRAMA HR: EL CAMINO HACIA EL FUTURO<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El padre \u00c1ngelo Secchi (1818-1878) fue el primero en afirmar que muchos espectros estelares poseen caracter\u00edsticas comunes, una afirmaci\u00f3n refrendada hoy d\u00eda con abundantes datos. Secchi clasific\u00f3 las estrellas en cinco tipos, en funci\u00f3n del aspecto general de los espectros. La teor\u00eda elegida era correcta: el paso del color blanco azulado al rojo oscuro indica una progresiva disminuci\u00f3n de la temperatura, y la temperatura es el par\u00e1metro principal que determina la apariencia de un espectro estelar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"El espectro de emisin del hidrgeno\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">M\u00e1s tarde, otros descubrimientos permitieron avanzar en Astrof\u00edsica: Johan Balmer (1825-1898) demostr\u00f3 que la regularidad en las longitudes de onda de las l\u00edneas del espectro del hidr\u00f3geno pod\u00eda resumirse en una sencilla expresi\u00f3n matem\u00e1tica; Pieter Zeeman (1865-1943) descubri\u00f3 que un campo magn\u00e9tico de intensidad relativa influye en las l\u00edneas espectrales de una fuente subdividi\u00e9ndolas en un n\u00famero de l\u00edneas proporcional a su intensidad, par\u00e1metro que nos permite medir los campos magn\u00e9ticos de las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estructura del \u00e1tomo y caracter\u00edsticas - \u00a1\u00a1RESUMEN F\u00c1CIL!!\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Despu\u00e9s de 35 a\u00f1os de intentos: F\u00edsicos resuelven el enigma del n\u00facleo  at\u00f3mico - RT\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En otros descubrimientos emp\u00edricos la teor\u00eda surgi\u00f3 tras comprender la estructura del \u00e1tomo, del n\u00facleo at\u00f3mico y de las part\u00edculas elementales. Los datos recogidos se acumularon hasta que la f\u00edsica y la qu\u00edmica dispusieron de instrumentos suficientes para elaborar hip\u00f3tesis y teor\u00edas exhaustivas. Gracias a dichos progresos pudimos asistir a asociaciones como Faraday y su concepto de \u201ccampo\u201d como \u201cestado\u201d del espacio en torno a una \u201cfuente:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dmitri Mendel\u00e9yev, el hombre que orden\u00f3 los elementos\" \/><img decoding=\"async\" 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\" alt=\"Sabias que\u2026 | Sector Electricidad | Profesionales en Ingenier\u00eda El\u00e9ctrica\" \/><img decoding=\"async\" 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\" alt=\"Tema - Radioactividad\" \/><img decoding=\"async\" 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\" alt=\"Pierre y Marie Curie. Biograf\u00eda. | Marie curie, Marie y pierre curie,  Premios nobel\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT4bskIxzwpvg4UrkUpLPP040Ssyr3aHU1PrA&amp;usqp=CAU\" alt=\"El experimento de Rutherford inaugur\u00f3 en 1909 la era moderna de la f\u00edsica \u2013  Semillero cient\u00edfico Ceprecyt, STEM desde 1992\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Part\u00edculas Alfa, Beta y Gamma: el gran descubrimiento de Rutherford y Soddy  | Rinc\u00f3n Educativo\" \/><img decoding=\"async\" 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\" alt=\"Part\u00edculas Alfa, Beta y Gamma: el gran descubrimiento de Rutherford y Soddy  | Rinc\u00f3n Educativo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mendeleiev y su tabla de elementos qu\u00edmicos; Maxwell y su teor\u00eda electromagn\u00e9tica;\u00a0 Becquerel y su descubrimiento de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>; las investigaciones de Pierre y Marie Curie; Rutherford y Soddy y sus experimentos con los rayos Alfa, Beta y Gamma; y los estudios sobre el cuerpo negro que condujeron a Planck a determinar su constante universal.<\/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=\"La radiaci\u00f3n del cuerpo negro. Hip\u00f3tesis de Planck | FisicoQu\u00edmica\" \/><img decoding=\"async\" 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\" alt=\"Max Planck - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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NSywyvAGZMDiyhr2Yi7KSNri9iBte9B2ej8SaZukylT6sCB+ouBV3XQBxmGyBHcG42+NeVq2+5rR4VxR4GupOP8AMl+lh57evxoNSZLTSD4r\/wBop1JqdQkkzunusEI\/+i7H43vQDXSMRyfjE+1T6P8AI1z9b\/jH8RPo\/wAjWBWJ1RRRRUBRRRQFdXw5\/Zr9I+1cpXTcPPQv0j7Vqo0YmqVD51XQ1OPSto3NM7NoioJVUmZ2JbFGLxpggF7u\/sXNrbfC9VY3kfpGTBFLWFyFVd2NvIC9afCdbCuidJoc1GqgJORysyS5mMAr1KqW3JHtBfyq\/pOJaNS9uTm6yoCIplhEbFCqTKLsScSLqNvMte4DnI3bcgnfvv3+dTZSEGxchV33YhUyHf0XIj4XtWz\/ABWisLoCtogEVHSbIMOczSE4lSM7Dvug6bGp9VqNHeZY5URJIsFISYtksySgSLywBcAqMS3u7nzoMNUniVZQzxiS+JDFGYA7kAG5W\/n2vf0qXgmoeOUTsZCgLKzLc9TRsq7k2J3rVbUcPJga3QoXmIRIZQcCLbLiyZkMeu53sB2pj8RjEDp\/7dn5iyYiKRI2strRgKOobg5AAhjuaIxAz4t1Mcvf3NmJP83rv60153uTm9zsTkbkWtYm+4ttaug1vENMx1KLjFHkoi5ayASxpI7YsL7ubpYsLbeVhSajW6QyNjygmLCEcl\/ZnpxOo2u5tkNi+9j2oOd\/ipBa0jiwAFmYWC+6Bv2Hl6VCa1eLDTk5wsB7qlArqCcLvIga+KZbYk389r2GW1UTnXynvLIbAru7GwPcd+23ao45ipDKSrDcFSQQfgR2pgppoLc3EJHTBmLdZckklixVV3Y7mwUCkGslYgtJISvukuxK\/Tc7dh29KrWqWI7UE6zPYDNrA5AZGwbzYC\/fc7\/GomYk3JJ9Sd6eopGNhQRsaaWpppQKgwJx1N8z96k0OskhcSROUdd1Ydwfz2PyNN1HvH5n71Gq1yaaHG+MPqm5kqRiXs8iDHmWGxde2XxFr1lhiDcEj5d6lxoKUHT+GvF8eiV2jgaSdlskkjgrG+Niyrbfcn42sL965VnLMWYkliWJO5LE3JPqSaOXSkUDWG9PoNLbag0OFn3q0Veszhvn\/wA8quZ10jEc34wPtE+j\/I1gVteKTeRfp\/yNYtYnVFFFFQFFFFAV03Dx0L9I+1czXT8P9xfpH2rVRdRami71CpqaIVtDsu9SxGqwNSxGgtUoHa9NBpL1Q\/5VIWquZKcrUQ8029SMKic0C0GmA0XvQPpyihVp4FURkVNGKiJqRTQK727Um1u4vue5v\/LYAW37sb38v0aaZepIeKVN6hLVJG1QK2gQ7lQTS\/8ApkY\/lq7BGWIVRdmIAHqSbCugXgKZ3VjNGHgXJSCpDuyzXKXsLrtvsGW+9OK4t9BH\/TULaJP6a6zW+HGAkkVxy0IByBDrffqQZEbWPxH52q8W4MIomPMDukzxNiHxugW43UbhidyRcDa9ODm\/4JPSnpoE\/prpdP4eumnbGZudYl1sI1GZXH3D1dJA33NNj8OS2QkqMuXcb5oJFJuyAXABVl9brU4OdbQR\/wBNQnSJ\/TXYP4WZsVjYZYys+WQHs5WjuvTbsBcXJ71U\/wCl5DjiQtxELuSql5QxUIbb3KhbWuCd9gbODno4wvYWpCaV\/j+lRk1Rzvif8Rfp\/c1jVs+J\/wARfp\/c1jVznVFFFFQFFFFAV0vDz0L8h9q5quj0J6F+Q+1aqNBTUsZ2NQKalU7GtoVTU0dR6SB5HWONSzsbKo7k+gp6GgkoBpBS3qhwNPVqTTadpHCIMmY2AHck+VLymsHxOBJUNY4lhYkA9iQCNviKgcxNRE04PtREpZgqqWYkAKASzE7AADcn4VQCpLVJHpH5bSEBUVsLk2JfbpUdyQDc+g7+VQZ1BZjFSMu1N0EZeRI13Z2VFHa7MQqi\/wAyKNQ9rg9xsfyrSGkAdxUTtUmojZWZHFmU2IPkfQ1C53qKVTQxFR3oJ3ohwqaJKhBF6mRqirageVOVyOxI\/P8A56D9KrcygyVUWC5uTc799zv639arSsTfc7m537n1Pqam07KzqGNlyUMfRbjI\/petZ+GwlQplWMhvaNmr2X2xBVQ3XcLF27ZD1qDnhIR\/MbX7X2\/SkWU3vcj4gm\/61c4no4o2URzCYEm9rJbcWGRJAuGG\/YEN3AvVibSaZEmYuWZJSqKsiMZI7jEhlv8Aync2Nz6WNFZT6htrMRbfY23PnVZ3J7kn5m\/z+5\/WtziMGkwkMbOroVABZXVybBghsCQOs5Wt0j1FYJegc5qEUrGmXoMDxN76\/T+5rHrX8Se+v0\/uayK5zqiiiioCiiigK6HRe4v0j7Vz1b+jbpX5D7VqovqacrVApp6mto1vDuuWHVQyvfFJFZsRdrA+QPnW3wfV8PgyDNJOGxuTAgYri4eMZOeXuyNmN+i219+W0uneR1jjUs7GwUdye\/5C1zfyAro+EeGpsdQz6cu8UcciIWsjCSQAsXVhcBA5sG3qCnwnUQx6hGkUywqxuLAFlsQGxba42bE7bWrbPFtEGkHLV0kFkIhCvAcWQyAOxDt7hK7AncWIFYJ4BqgUHJa8hCqLrfIrnZhfpOO5ytYd7VaTgDmEujJI4mWMLHLE6kMt7ghupsiosN+oeRvQdMOMaXTjSAxgty9O8jrEgcARklg5N2ZsgMdhsxJJItiaLWaKMQhg8gikluDGoEquqhHYZn3SvuG9\/XvWZxSCdQrTWIHsVZWjdRyhbDKMkAj0O\/nvWgvh+VtJBLHAXadpAXZseWEYYBQWAsQHYsQRb0tegt6Xi+kxcTlpGfYuunhQlWQqAtm6MGJe43YhRsBUen4zpl5GxCR8vmRiGMmR1PXLzS2W+xC+Xu9t6z4OASGGWRhuojaOzxlJFYyZlXDEMVEZ6Qb38vKov+n9TljywSGKNi8b4MFLMJCrHlkAG+VvdPoaDR0XENIiqhUyBTJnlBGW1OQsntC+UFu3Te1ye9Jxbi+llSRUhwY8t1ksCxkCkSq2\/TGbiwHmtz32oz8IkSJiysJBLFEI7XLc2N3U7XvfFbW73qfXcBkzVI4mUBGZnkeOxwIErswbBEUkL39O5NhRP4e4vFAA5QmVZBIDy43DKoGKZSX5XUCclBO\/wFaE2u0TQuqIUcs7BmjDEqzZgAq11Zdkubiwva5NZsXhxykJjKu8rOthLFiWViECEsMssW39RbvtUOo4RKAo952lESIhSRWOCv0yIxBPWtx8e9A7xHrYpNRJJCWKyMX61ClWYkldmNwPXasvKrp4NNdrGI4YhmE0OCsxIVSxcDIkHa99iewqLTaBjqE07KysZFjYW6luwDG3wFzQVwaL1s8Z4FOs5RNMUXmmCMBsi7bslyWPWVsfIfKs6Xhc6xiVoyEIU5Ejs98CRe4Bttcb96CvTs6jyoU0E6t+tWuGQiSWONiQHYLcd7sbD+9v\/PaqhNqaHojfXhCOMopbqQ+K2YyExqpcnpAIuwt2NjewsaZNwJ1yvJGQvfAl+rJlIOI2tjdj2UMvrWKWvUMjgVFdFqvDLqpDMMwzA7OVKKmQKYqSxO9rd\/LsbZ+u4M8SFzJE1u6q12HWyE2tsAygb2PUPjbGJHoKYzVR0Gl4OrojPI0ecbuCyEJdC2RyF+gAA32978i\/U+HkRZC0rXiiDsOWygyPnivUBivQd2sW2xvcVzRNR1BMTTSaaDSE1Rh+IT1r9P7msqtTj3vr9P7msuuc6ooooqAooooCt3R+6vyH2rCrc0h6V+Q+1aqkrRNKtRXpyNWxb0GtkhkWWJiroclYdwR8\/tWvN4iaUT8xEynQIcFCKTzo5C7jfJvZWHz+FZnCNKs00cbOEDmxc222J8yBc2sLkC5F662XgsUyaaKMn2MeoV4ufpzMZWkMsaGRbouQduqxCiJhuRUGS\/izUty2LIZIgESUopkCWIKknZlIJBBG4O9QR+IJlGKCJQGWRcYkXlyILCRLDZrdzvet7g3BYNLqlmllDxxajpZZIVXkqEdJmzN5A2dgqDvGwuDYVSn8K208knMDSLkwAkjwcLIwKIouzvy152QIGLKLEm9BlaziskqqrYKqlmCoiRrk1rsQgF2sALnyFSLxp0SBU2aJp2yazAidY0ZMWBGGMe4OxzPpvZ8IcETVtMHZxy4uYAhQFjzEUgl9gLMdyQB3OwtVk8A0zBmjncx+3PPLRcuIRO6xLLHfNmdUDbW2kSwO9gz18ST4lDy+XZQIxGgRCjMytGqgBXBdjl3337CnxeKtUrh0dUYOZCUjjTOQgqWkxUZkhm7\/ANR9ah47pdNGIxCZizxxStzDGVAmiWQKAgBDDIg37\/fZ1fDGXQxSQQQurQZyyNHGXRrsHPMZ7\/IBbjbfsKDOk8STMHAWJRIwdsYlBEik2kUm5V+ojIb1LqfFOodmd+Xm64SNy1vKm3TICLMNge2xFaet8PafmuZpkgQ6kxLhhZoWCrBKq5HFL5OxJ935ijw9wNE\/hpZgQx1AVg7KIjZ2XBQV674+9mLXG1uqnBjReIZQYiFi9jIJY7RquBDiTEY26CwuRTOH8bmhUJGwW0glU4qXR+kEoxF1uEUEeYFvW+o3hdGgkmRpjIpcGEqpmjYAFeciCwBGTZAgAWsG3q3qvD2n5rGaZIEOpMS4YWaFwohlVMzil8nYk+6PiKDBXjsouAsOJsSnJiwLKTi5UrbIZML+hI7VUOvdpea7MWL5sw947729PtU\/C+GiTVJBM4iuxVmJFgQCQATt1EBQe3UDW5L4X08ZPPmeFVljUlgMmSQEExAgZAOp6yAMQxt2BDOi8VTJLJJGEAknfUBWRXwdyb4kjY4tiSLXFR6jxFNLEsUgjZUuE6AGiUm+MZHuqOwHkNqzNZpTG7IbEqxW47G3Yi3cEWI+BqIVRKZKWOe1Q2oAoL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alt=\"Efecto Fotoel\u00e9ctrico. Resumen - YouTube\" \/><img decoding=\"async\" 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\" alt=\"F\u00edsica\/F\u00edsica moderna\/Efecto fotoel\u00e9ctrico - Wikilibros\" \/><img decoding=\"async\" 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\" alt=\"Efecto Fotoelectrico http:\/\/fisicamoderna9.blogspot.com\/\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> y su trabajo sobre la cuantizaci\u00f3n de la energ\u00eda para explicar el efecto fotoel\u00e9ctrico, Bohr y su modelo cu\u00e1ntico del \u00e1tomo; la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> especial de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> que relaciona la masa con la energ\u00eda en una ecuaci\u00f3n simple\u2026Todos fueron descubrimientos que permitieron explicar la energ\u00eda estelar y la vida de las estrellas, elaborar una escala de tiempos mucho m\u00e1s amplia de lo que jam\u00e1s se hab\u00eda imaginado y elaborar hip\u00f3tesis sobre la evoluci\u00f3n del Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.astrosurf.com\/astronosur\/imagenes\/est_HR.jpg\" alt=\"\" width=\"505\" height=\"345\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En 1911, Ejnar Hertzsprung (1873-1967) realiz\u00f3 un gr\u00e1fico en el que comparaba el \u201ccolor\u201d con las \u201cmagnitudes absolutas\u201d de las estrellas y dedujo la relaci\u00f3n entre ambos par\u00e1metros. En 1913, Henry Russell (1877-1957) realiz\u00f3 otro gr\u00e1fico usando la clase espectral en lugar del color y lleg\u00f3 a id\u00e9nticas conclusiones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diagrama Hertzsprung-Russell | Geofrik's Blog\" \/><img decoding=\"async\" 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\" alt=\"TEMA 6 \u2217 Diagrama de Hertzsprung-Russell (H-R). \u2217 Evoluci\u00f3n estelar. \u2217  Estados finales de las estrellas.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Diagrama de Hertzsprung-Russell (diagrama HR) indica que el color, es decir, la temperatura, y el espectro est\u00e1n relacionados, as\u00ed como el tipo espectral est\u00e1 ligado a la luminosidad. Y debido a que esta tambi\u00e9n depende de las dimensiones de la estrella, a partir de los espectros puede extraerse informaci\u00f3n precisa sobre las dimensiones reales de las estrellas observadas. Ya solo faltaba una explicaci\u00f3n de causa-efecto que relacionara las observaciones entre si en un cuadro general de las leyes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/0106\/jewelbox_bessell.jpg\" alt=\"\" width=\"589\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El progreso de la f\u00edsica y de la qu\u00edmica resolvi\u00f3 esta situaci\u00f3n, pues, entre otros avances, los c\u00e1lculos del modelo at\u00f3mico de Bohr reprodujeron las frecuencias de las l\u00edneas del hidr\u00f3geno de Balmer. Por fin, la Astrof\u00edsica hab\u00eda dado con la clave interpretativa de los espectros, y las energ\u00edas de uni\u00f3n at\u00f3mica pod\u00edan explicar el origen de la radiaci\u00f3n estelar, as\u00ed como la raz\u00f3n de la enorme energ\u00eda producida por el Sol.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Espectros II: las L\u00edneas Espectrales | Re-Evoluci\u00f3n Estelar\" \/><img decoding=\"async\" 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B7i7OpfAPXy\/NC0CGu36q2IRtL25Ig\/ac6yS73b4f8X9nKssu+2eHP2T\/Jx7OwaPQxdRgS1JKTIbkWLVAp++hnUkXy5JRyQivG\/scGUSKNy9BATY9G9QDOrSY4ZMjjLpT+xWbaXBnlnKWFoBs9MZVIGpUk89TmtPSzafEtPCcVy4tv63RRSdtHOwnmmhait2APn+IirZaKtmm7H\/xhv30lqXsWcV7GEoZloB17RqhnUgg\/KoA26imoI9RKY1S\/d\/c31ElKSa8l9jlBlzAsGkA0Rx1kNGsJUz6HtDj6dTDbOVXVmp4aolRQblG+JrsAenCyn7GYY4NPk9PU6jHKDp9Wv\/lI+eLjrNzy2wHHURQUkXNQdRylUmazmnRG8HURTM1JFhVHUSHFl4zRJqjqJG1lt6opUqDrJUWRKaaPouzWPpJsvbNJ6iLUrDAblGNmq5KzFso8bDWcepxTlqsM0uI7r9LXBmpLa\/2PBWsOonVsZdTVBqwtzElQdme5Ge8HUS+0zZQuOssgVzCSAGEEAsIBRjBJ9AmLp\/5dUp513hXDWS\/EctfEsdPIMp\/cTmUJd9dcc\/ZHGscu\/wB1cc\/aJxbLrquHxqswDPTohATqxFVSQP2nWmXyxk8mNpdG\/sebeQdJak1j+x\/Bm+mmoTt+T+xWStFLzAkXkA0Z+EDopHveejPNF4IwvlRa90VS5MTPOLl6Bswv5\/iWi+S0HTNCw6\/7YH76aS1\/YtuXsc8zMxAEAQBAEAQBAEAQBAEAQBAEA+xwXYta9Mbuuu+elhGp0WDA7ytSdwjEqF4igVbE6sLwDrT\/AA8DUkqDE9+oirU3TClUWpuN2aZJ4v8ArC\/mCtieYDC\/4csSuaqxBytlFNkfK1N3CEtwrWGQ3pHlca63AFaX+HDszIuJps1MEVQEeyvaiwy3sWW1ZSTa4AOhOkA+FgCAIAgCAIAgCAIAgCAIAgCAIBemLkA8ri8h9C0EnJJ+Z6XaDApQqKiXsVB1NzeZYMjmm2er2xosWkyxhj6NXyeXNjyBAEAQABAJAgFso0kWTwW3Y1kWWpUWFIaRbDii1Sio5X8JVSbIkqM8g9peyhUoIBthK7Umz02KOAwDC2YZgQbHwNidRrAMsggWdhxtQ0RhzUbchswp3GW+p+9rsxtyuT1gizlFMRYbY3QiyNzG7EkbmN0JKG5jdCXUURuZK0h5zWGKLIc2fS9iNgUMZiRRrZ8pR24GynQdbTvjocTx7ubOLWavJhhuieJtTCJTqOqXyqzAXN9AZTU6PFjdI6cOWU4ps4Sgnnyikb2RllaRJFpXgkWkAiAb4CgHqKhvY5uXPQE\/xNMUFOaizXBjWSaiya9ACnTcXu+e\/TQ20iUEoKXnZM8aWOMvO\/Y55mYlqXeX7iRLoXxfrj9Uet2pqq1e6srDIoupDDx8RMdOmo8nsdv5YZNUnBpraun7njzc8QQBAEAQCQYBa8gktmkE2Tm5RQbLO469PxISIbszzSxUi8EgGCCbwCc0EUSGgUM0ChmkgBpIaGaWTIolXm0JpENH13+G2Op0sarValOku7qjNUZUW5GguxtPSxZod3TaPN7RxTniqKvlHzGPrBnYgg3J8Zlrs0ZT4Z24YOMUjkJnmNnQkReVski8gEXgCAdeymArISQBxanQd0zbA0sib\/3B0aVpZU36\/YYlwaVEAgkby48RdvGJtd3FfUZJJ4oLyv7nJMTnIgCAIAgCAIAgCAIAgCAIAgCAe32Wp4ZnrpiyqLUw5p0aj5rUa71KarV05hQWY\/0hvG0A+g2lgtjMGr06tReAFcOjqgDLhgwpnMrNcuNW5XJGkArR2HskvxYtlphj3ays70ywCNrQGViocleLLw310gHg9oMLg0p4Z8I7s9RC1dHZX3TZaZyiwBFmaouvPIDaxuQPEgCAIAgCAIBMAiAIAgCAIAgCAIBrYSAbYOmGqUxYG7qLdbkSs3UWdGkgp54RfNtfctjlAq1AAAA7AACwABMjHe1WW1qitRNR4Sbr+TJVFxpLnNFcgqOggloZR0EEeBYKOgkFkuCwQdB6SLZfajSlTBPIeglZSdGuGCeSqNMVSUOwAUAHkAJWEm4qy+rhGOWSiqSJo0VI7q+g6j+8iUmUxwi1yi+5XMeFeZ8B1ld8q6mWVJN0fo21dmYVNiU3GHw61mpYM70UqYqkvVrEnPa+q0+vITwsOfM9c47nVvi+Oi\/swy8Qteh+atSX6V9BPfUnRi5M0p0Vu3Cvd6DnpKucuOTFzlxydmHwycF0Q3vfhExnknzyc+TLPnk\/SOzWx8IcHi3fDYZ2WlTys9KmxVmcC4JGhnFjz5NmVuT4So8uOqzbctzfCVc+p8DtnDUgxy06a\/8ApVR\/E30+TI1y2duly5XHmTf7njPTX6V9BO9NnoKcvMoaa9B6CXTZbdLzIZF6Dl0EsiVKXmZlB0HpLmlsjKOg9JJNstTUX5DkfDymuJK+UVk3RuiLuHOVc28pgGwuBZiQD+wnVGMPhpNpXaM25d4lfgzkyjoJxUjoGUdBFIDKOgikSMo6CRwCMo6CTwCCo6CbYdu7lEM1xCi+gA0HIDpPU7ax4ceRRxxS4XRFMbb6mNh0E8I1KZxKknRs6uqVabt3VdWbS+gMrOLcWkdGjyxxaiE59E7Mq1UFmPVmPqbyYqlRlmnvnKXm2\/cJUFxJaKwdSTZG8EUQ2TvBAskVRFE3wW3wkUy+9GlHEKGub2+0pKDaNsGaMcm5lq+KUszC9ixI08LxGDSSK58ynklJeLJpYtRzvzHh5g\/xIljbIhlSVEjGLe+vp5yvdOjGctzPsNu9rcPV2fQw1NnNRFwYcFSAN1Tq5tfHiqTzcHZ+SGolkl0d+9f0ZzTaSR8YcUvnPUWNmexl1xi8XPUWGnmJDxszeF8G1PaSArz0FuXnM5YGzOWmk0z7TZfbXC08HiaLM4qVNyEGQkEKSTr4eE41ocijNf8AqvZnmvs3N8y45r2Z8bjdqK5JF\/SdePTuK5PQxaWUFRxnFL5+k6FA6FiZU4gSyiSsbIOIEmiygyu+EkttI3wk2TRK1h7GWjKiHE0+JGTL\/Xm9rfzNe9XdbPWyNnzX6GW9EwsvQ3oiySN6IsDeiQBvRJsDeCTGVOwGqgzo1mpefJu+hWKornE5SxlAEAQBAEAQBAEAQBAEAQBAEAQD7zZOx9mVaVJnrU6dUUqBq03rBA9QrUqHKxNlzZRTYfo0P6rACE7NbNz2ON4TURFcVsOAwfEJSL5dSgpIxY5u+FupCgkAfCQBAEAQBAEAQBAEAQBAEAQBAEAQDvwFNSKuYA2oOVv4NdbGZzb4rzNsST3X5MlKa70iwtkY28L7on8w29v+8zWEYvNTXH\/D1sBhaLYR2NNS4WtZjzuK2GAPo7D9zObJOayUnxx9md+DDheJScfP2aNtq4OiuGoutNFZqdMsw5kmpigT6Kn\/ABEpiyZHkab8fwjbNp8Ecbaiuq+xTZ+EonEYFTTUrUSnvFPJiWYG\/pLZJzUJtPoZxwYW4Lb1RrsjBUGRc1NGJp4\/U\/UlHMh\/Y8pTLkyJ8Py+5vDS4HBPauv5R14LZuHOBrVDSQ1FWsVY8wRUwYHs9T\/kZSWbIstXxx+Tb4PT0ntX+Uv+HyYRc3IWvO+3R46hj7yqPS7TYakjsKaKgGJxK8P0qUyr+15TBKTXJpr8OKEY7FXL\/B5mLRQtEgAFqZLeZzuL+gE1i3bOPPGKhjaXVc\/yyTTXJQNtWL5vOzaRbtlnCGzG663f8nGZc5D10wyfCPUyjOBSs3iL1aoPsB6SlvdRnb3UdWAwdNsSUKKV39BbeGVkckewlNzpfuU3Pan6Mz2FhKbihnQNmxCK1\/FTVoi3ozD95MpO39CZyak16f2eU6Dco1tTUqgnxIC0iB7n1l7+Z\/7zNL+Zr6fk5pYsIAgCAIAgCAIAgCAIAgCAIAgCAIB04asFDg\/qpso+5IP8SsldGkJJX6ola4z5vDKR6plhrii0ZpT3f7od2F2gi0Gpk8RFQWsf1VMOw9qbekylibnf0+zOrHqYxxKL60\/dr\/ppj9po9ClTB4lRARY8xUxB\/FRfWVhicZN\/7wL5dXCWPauvH5KYTaKrVwrk6UlQObHSzsT99CJaeJuMl5lIaqKnjb6JK\/cvs7aiIqhidExgOhOtSllX3lZ4XJ\/x7GuPWwjBJ+v4o6cJtqmuEq0SxDstQKLHUs+GYa\/ak\/pM5aeTyKX+8TaPaGPuqb5PA3s66PJ7zmzt2xjVqsxU3Br13GhHC+Sx9jK44bUdGrzrL+nzfvRyV6oK0wP0oVP3zsfwRLpU2c+SalGK8l+Qaoy0x4qWv+5vIrlkvJ8sV5WYSxieomMT4V6V+MilYWP6alRjr9mEpXzWU2vdZ04LaVJcQahay76g97E8Kq4Jt+4ldjpIz2Pal6MpsXaFOmKOdrZK6O2hNlFWixOnkjekSg279CZwbk36HmPUG6RP1CpVYjyZaYH\/AImaVzZpXzN\/T8nPJLCAIAgCAIAgCAIAgCAIAgCAIAgCAIBMAiAIAgCAIAgCAIAgCAIAgH0HZbZdLECoaitVZXopu0qpQKUnz7zEEsDcJZPIZ7nSAeoexVEgFMatjTNYuyJlFMWUDSoSHLVKBCkDgrKeYZQB3P8A4f0FS74soxdSA9Nc6085QkhahXi7y8Wu7YdbAeP2j7K0sLhlxFPFrXLPTG6yZWVXVmALBiM4Ci69HHlcD5a0AiAIAgCAIAgCAIAgCAIAgCAIAgHRiUAVCNMy3P3lIttuzpz44xjBx8VyUoKCTf6SR9wJMnRnhipNp+TMpYyEAQCyDWQy0Em6YtrBNKy5USLLuCKESSjSIklaIggQCYAgGlLEOoZVdlV8udVYgNlNxcDnY6iAWxeLqVmNSq71XNgXqM1RyBoLljeAYwD39i7OpVKFV3W7LRxrqbsLNTWiUNgfAu3rOfJkkppL097OXLllHIorp8vu2edtLDqm4yi2ehTdtSbsS1zr9hNMcm7vwZpjm5br8HRyZRL2aWVIkklZJJMmkCwE1jCLIIIiUIoWRKUgJTiyRJ4BLDlNssYqMWvEhECYIk6KlMA\/94H7Wms4pPjzNXFe5i4sSPMzN9TN8MpKkG+IcFaYB1CkHy1lIqmzozTUoQS8F+SlBrHXo34lpKzPFJRlz6mckzEAQCyHWC0XTIJkEXyaFhIo1c0UJkmbZEkgiCBAJgEQBAEAmAfQ7Dx1NMPVR3Cs1DGqoN9WdKIUcvEq3pObJjk5pr09rOTLjlLImlx8vs2eZtSsrbjKb5cPTRvJgWuPcTXHFq78zXFFx3X4tnITL0aUUkliIAgFgZrGS8SATJnJPoCJlZJEgCASTLydpAiUB01HF+f+4D+1uc1lJX+5q5L3Mah1P3Mzb5M3yykggQBAEAQBAEAQBAEAQBAEAQC1NSSAAWJIAVeZJ8B5wD71+w2HY1N3WqBUolwzZKoFbNVzUWNMWG73eRmvYs6EWVluBknYBG1GLOTM4zmiOEJUWmc\/zbKzEsUFzmCN3bGAfKbb2eMNXaiH3gC02V7ZbrUprUFxc2IDAEXOoMA4IAgCAIAgCAIAgCAIAgCAIAgCAahBALrTEA3TDoRy8OplbNIpPqUFFenvFlCVoL094slVfJu2ES\/Lp4mVjJtHZnw44yqJUYVL8vcyW3RlDHBzSZ0VcDTstgdRrqZhDLNumetqdDp4Y1KKfPqZ\/BJ0PqZpvkcPcYqTr3LDA0+h9TM3lkdUdJp2uj\/ksMBT6H1MjvZlMmkwRar7namyaBJGU2sD3mmD1OSjZ6DT3XP8lqGyKBcqVNrH9TSJanKo2ceTTY1Kkcr7OpfSfUzVZsjPMyfL0ITZ9LofUyXmmjjyZskehVsBS6H1MlZplVnyCns+lfUH1MSzTSEs+RFjs+l0PqZXv5lPiMhYbNo9P\/cZHf5CPicpH+XUunuZPf5Cfichm2z6fT3MvHNN9S8c+RlTgafT3M13yL97Mr8EnT3MupMv3kiGwSdPcy1krJIzOFTp7mWLb2VfDKDy9zBMZMvhsIjEgjwPiZvgxxm6ZTLklFcGPw63\/wD2Z7Vuo03PbZo+FUA6e5nTkwQUW0ZxyybMkoLrMMcFJOzSUmqLLh1sdPDrOzT6bHkhJvqkUc5J0ZmiLTmljisSkupopO6KGmJzlioaQSWVxAN6dUdRyMq0Wi6KCoOok0VJFQdRIB0vWW\/eHh4iQlR1Zsicv2RVay37w59YoyjKpWdD4hbDiXQdR1mMINSZ62p1MJYopMqMQv1L6iabTg71UuTQV0+pfUTNwZvHURS6k\/EJ9S+ohY2iJ54t9TqXGJmJzp3fqE5ninXQ7Pice79S6F6ONpipfOltdcwtykSwy29Dinli59TkfEp9a+om8ccq6Hm5OWQmJT6l9REsbfgcs8bfgVOJT6l9RJUH5ELG\/ILiU+pfUSZY20RLFJroT8Sn1L6iQsb8ivdS8i3xKfWvqJV4n5FXhl5EfEp9S+olu7fkO6l5FWxCfUvqJeMGaRxy8ivxC\/UvqJpRrsZTfr9S+olidrIauv1L6iSgosyNVeo9RLFtrIeqL8x6wSky2HrKDzA0PiJrhkoy5KZYtrgy3gvzHPrM75NK4NHqrY6jw8ROic00+TGMGmY06g11HLrMYOrNpLoXSoLcxy6idemyxjGSbrgpOLszLi3MTnck8SXqXS+YzLDqJgXMIAgCAIAgEmAIAgEQBAJgCSAYJZEggmARAJgCARAEAmSBIAgEQCYAgEQCZIIgEwBIAkgiAf\/Z\" alt=\"El fot\u00f3n y las l\u00edneas espectrales - Teor\u00eda de Ruedas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las l\u00edneas espectrales dependen del n\u00famero de \u00e1tomos que las generan, de la temperatura del gas, su presi\u00f3n, la composici\u00f3n qu\u00edmica y el estado de ionizaci\u00f3n. De esta forma pueden determinarse la presencia relativa de los elementos en las atm\u00f3sferas estelares, m\u00e9todo que hoy tambi\u00e9n permite hallar diferencias qu\u00edmicas muy peque\u00f1as, relacionadas con las edades de las estrellas. As\u00ed, se descubri\u00f3 que la composici\u00f3n qu\u00edmica de las estrellas era casi uniforme: 90 por ciento de hidr\u00f3geno y 9 por ciento de helio (en masa, 71% y 27%, respectivamente). El resto se compone de todos los elementos conocidos en la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRI6cOxl2Wx37y8n2jsNRD9geE7JFy0Om7EtCBW6f7HduQ4iayK\" alt=\"\" width=\"481\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed mismo, el desarrollo de la F\u00edsica ha permitido perfeccionar los modelos te\u00f3ricos y explicare de forma coherente que es y como funciona una estrella. Dichos modelos sugirieron nuevas observaciones con las que se descubrieron tipos de estrellas desconocidas: las <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\">novas<\/a>, las supernovas, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a> con periodos o tiempos que separan los pulsos, muy breves\u2026Tambi\u00e9n se descubri\u00f3 que las estrellas evolucionan, que se forman grupos que luego se disgregan por las fuerzas de marea gal\u00e1cticas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_upkOSmMYdG4\/TLm6jgavZVI\/AAAAAAAAABw\/yeUgkSMt-8w\/s1600\/aads.jpg\" alt=\"LA F\u00cdSICA ESTA DENTRO DE TI: Radiotelescopio y la Radioastronom\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Radioastronom\u00eda, una nueva rama de la Astronom\u00eda, aport\u00f3 m\u00e1s datos sobre nuestra Galaxia, permiti\u00f3 reconstruir la estructura de la V\u00eda L\u00e1ctea y superar los l\u00edmites de la Astronom\u00eda \u00f3ptica.<\/p>\n<p style=\"text-align: justify;\">Se estaban abriendo nuevos campos de estudio: los cuerpos gal\u00e1cticos, los c\u00famulos globulares, las nebulosas, los movimientos de la galaxia y sus caracter\u00edsticas se estudiaron con ayuda de instrumentos cada vez m\u00e1s sofisticados. Y cuanto m\u00e1s se observaba m\u00e1s numerosos eran los objetos desconocidos descubiertos y m\u00e1s profusas las preguntas. Se descubrieron nuevos y distintos tipos de galaxias fuera de la nuestra; examinando el efecto Doppler, se supo que todas se alejaban de nosotros y, lo que es m\u00e1s, que cuanto m\u00e1s lejanas est\u00e1n m\u00e1s r\u00e1pidamente se alejan.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQnfH1DzVwYXfROEsQ9_PzuEY-ewWyN2Wvl6ANp4-_O-XjRDEgz\" alt=\"\" width=\"304\" height=\"361\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSeeHoiNU8_pygkKbwHf-QCjOgzLeJEoK5htQ&amp;usqp=CAU\" alt=\"Campo Profundo del Hubble - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Telescopio <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> nos muestra esta imagen del Universo Profundo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Acab\u00e1bamos de descubrir que el Universo no terminaba en los l\u00edmites de la V\u00eda L\u00e1ctea, sino que se hab\u00eda ampliado hasta el \u201cinfinito\u201d, con galaxias y objetos cada vez m\u00e1s extra\u00f1os. S\u00f3lo en el horizonte del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> se contabilizan 500 millones de galaxias. Y los descubrimientos contin\u00faan: desde el centro gal\u00e1ctico se observa un chorro de materia que se eleva m\u00e1s de 3.000 a\u00f1os luz perpendicular al plano gal\u00e1ctico; se observan objetos como Alfa Cygni.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Alfa Cygni Fotos e Im\u00e1genes de stock - Alamy\" \/><img decoding=\"async\" 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12JrbTukaktAUlwX7vHfhAcveAyvjEUtBcMutTDOJwiTz3rWEraOO9d4BqXMzLCRckAdeccxOGzLYtSp2Yh7ekAlGoUA3EQ4ghvMSSTavz6QC2HwqTVy4146GOT5gchRNBsPXjR4umYoHVuAPfWLSpZUQosaf1S4gM0YZPxAXUkg2Ls0GxeJVdhuKPQcOLQ1jJX8n9NIBhiED4h\/cf21qTyMAKUhak1F6gkO1S7k8YJIwwTVSiTUszBuPqfUxoycWSlmanrC+KlksSGoXbbaAVxn6e+MQv4rUAYhzZx+4bER2NaVhyQ7q\/\/AGv2YiJFGWzNV2HpWwravuYgvEYXY8O9Y4C\/S32iKgEcyh30gktMXUA0EXw6mdnMaHhGKT8RlVAsIyErItF8POAdxU6wHu\/80JQSm+lYzFeI5iy6jRxY7jYxk4fGKUAm53pX1g2ISlQHu14Qekwk0kgKLjneGVqCS8eW8PxCku5p3vDhxOYByXex23eIL\/qDJMl7k0FLCPAY3DlCmPy+\/fpHuFhzyaM3xeUlRqA4Aa3pFweZV4cpgTY8Hbu8TDeEKKvOPK2+pq0bH+VkTloUkNVnFXg6J4UQBc0HHaAyU+CCoc9+0LS\/AlOWB5ObaiPZSEoSKnMa6slx+5ILBlhgQSKu20FxWOGc5f5MbbgG\/OA8fN\/TfkKi\/Iuab02jP\/0+Yl2TbRo+h4iaCgFg6RvcRiT9z8x31gPMLdRqk8KRp4TwpRZVANtefe8MhYBYJNatx1b0EaMufQAigDVYeu\/fCAvhMKpIy3HX5bxSbLUkghsvuIMrEhNum\/dIhXmS+lH4fX+oCgkgjnYAaN\/UZxQyij2BZwPo9a7RpCewZr0p99IWxeAUxWmtNb8\/feAXSkVA0qA7Gl+ZhsBGV9TYfNz094VxKSgOQ4IuQXT6UaBIchJILEd0gD4jEghg3A\/3AJGMAJe23S9rO8J4hyrhy4\/iCyEB2IrVnY+ogH0YQqSVAhj\/AG9a3EJz8M5SEpOUam5P0egpDkpakhQBGUXDjr8oHN8VUWy5aFnKRtpSukA94cwQAUhxwvX3hqZhRXMad6amtIyP9RBfcjiBwba0XleNJSGUrMrRga9TakBryvhgVVl2D2HEOGiR46b46SSUIDH\/AJX46xIBvMeLHbvjHXvHCI6gQUVEcUY4QNzo0UMEQB6OPtxPCOFZoHppweKqBi8qU4qWA3f0Dd1gHfD1KDs1fptvBlziKAW76wphFs4hhQ49RAd+M549YYM1iISYOYHMQXuekBpoxjAqFzpCmKnZqqLbtcDlFAnKnMSKvSr0N7b\/ACMZeKnklhTfjABJVMWwLDR6+wqok6MXeNqQUySolgCagBwdwGukpcp0BcGoEYImKCs4NXew3ezQUYkqu2wAoABQAAUAgNPE411kswOjvo2YkUUeOsMYOcGJccH3+lC8Z8tSSwLtRzr0eKBn4btWA0Z2NLjbXlrA\/iJWB79mBplPZ31at4IcKosBb58KVMARCmdRJcWh6S6k0qUjUN67QphMLXzEtfrGnh38wSaHf67wGXNYVKnNm+0GlzF5cluDF2u\/C59YamyCoigO9AKwdOBUPM4A9e6QGexo\/txjQw6goAhT02+fGADDrU122IPQx2VhlIcEM+0BfxD4aks4INNqGkCGGCgzAAUFgG2a0Bxyc5zHytty16xSXiCwJ+XvADm4dKai9mcNCWIBB8jsQCqjN6PRz8o18eqVTKCDQ1rVq9ISEzNcOkaimlHPSAXlzS2Xyl931DGxreALYOHYMS7atQHZ26Vh9BBejcBTba9flCeLTwAeh8oPUPY00gA\/Haru2xAIbZoysbigHYAPQjUF3cNy7vA8VPUkkAVNvTl36QnMnKqNSSTwu9R3aAFNTmJKlkH\/AMZupL3\/AL1iQPIQ75ukSA9qk0MWB73tBJhzPUlhdTAsB9Gp0gKZbkAOXtvASaIYkYElipw7lI\/koAVKRY3s4erQzJwoBcpcNYqYgs5S7gObhVmehIgc7FeYhNauTuR\/Mf8AEtdtejAtj5QCgUsUqSD5QW2VQ\/8AZJgcg0PDnFVk2JsGHCtuFzBJSC0BdElxbqP7gmWjubtbve0Gw30\/oQPEuPK5a4HEi7b\/AGgKhYF4FMU4+tfT2ik5WgrxgK1vAWxU10hn2Dl21hebKpaoA9+3hqZivJkZra97wrPGnH1HFoBZTP37RdBpWnEAP+esVWRSmlX0rpHUHeA7JmnZ33h6TMerWpAQWLNR7sHMMoRq7Cv9X94AiCRYiGcNiiKKHWKSiAGo\/Wm8NypwlkKI3spmtbhf1gKJWDob1N+fODFViA3WFpdPNVnPfvDWFY09P7gGwCWanIvbnDCTMQ2YGtn15d6ReRJGUENU0Jd4YmEMxcke3TnEBZWL1OvesEm4OWsOH6H6awoU04P78oPh1f8AFy1hrAI4nwckZhbjGacAoE5hkpZiSBbMUmuUnb0aPWS13FWu5aldjqDd9uLxj43EAoWfMCHy\/Vif4njvzcMXxBKQSlJoajUAEAivItGZZJv94PiMS4GYMQL8B7QoiY70BbjSKBJnkJer6j8RzETiQ5DGwBNq6wGa9W9T8oosmoIrrs+h4coBWbNS5V5amqXLDhvpCOMnOAliH09SObnWO+M\/7YoFOT5W4uWO\/wDcAwWE\/moj1LB7DfUPygKLnks4NAwYnu7xI1lYxjRBLgftqkUAIDnhajRIDZSp6WhiWdqn58KaEUaFU7v3384M1wfn61EAbxDGFRAqE7O5u9bUGg0hMK3ESeWL6Ps+0RNajsfWAKFEG0MhVKa902hVF6mGigAX76QHUTspFqV4PRweFIrNngEEE2vbS1Db0jhlggb6wvibB\/a8BVa9xAVqBjmHQ5ozcftDKcONT9n4QCiXfeOmYa1PHjzhlcvL332IHMQGfvv7QCRDF47J\/cDF5aXJD63MWb2gHQxA8tG62p7xFoILCoPX3+kVw09IYKFX1NG1tDCgDbvnAdlJT5s71T5WZnBo76UIoxg2HwxWP3cW4wJMkM3N+PGkE8JWUrDUavfH7wDU\/CMGbvWsFwaAnMQC2mvrxgqpme8ElyElJ8zbfaAsMWKEUNoKmeDXV4UTLIuHF3hsgJRbjEF52LSkPZ\/nyjuExQKxYijgUDbGnCMbGnVrHtukBlz8tTR25CLB6zEFyK09dLnjx5ReZhElPmFGLRlYbxIqA1PBvpG7IxCCg0rtEHksd4YVOxpevd4xJ2DUHYU5\/aPV+MTiSaU4fUxi4dKraX+zcOcUZ0yU1xWLLlJaoClb393jTnpSp85taje9tqQrMw6CAdC9AKizW9WgMyfJCwLUu3zprGYrwxQUSC9XSXbkHj0c\/Bswo1j3cRxOESADlJ3D\/u4UtAeMxUkZmU4I\/wCpL8Y7HpsV8MqLko\/6uktwcuTHYCqF7RZ4DJFYMWgIEuO3tFpKS7gP0frFyipBgRJFNIC6ixe7QwjEOlmSC7u1zx2FdIVBPGvf1945l71gHcJNS5zsPleulO7Qmou+1ooIIVcIC0tGWCkZb66ivT3jsqUSFHK+96cacxfeKrBpWg306aQFVGju0BmKowg6k0r328UmJcuEgDYO33pAJqcGvfOLyVpdL2119oHM0dq6x0IIs2z\/AHgG8SUFSsn7QzOz2HDd4vhgT0rcaDQnXhGctOUkUd93txEMhXlAYVN9W2P9VgHEl7Hn6+0SRMyqBtxgcuQdTyvav5g6pbApb6\/mAamzgBQsecBl+JZTcW1cjl+YWmzPcd0hNU4Byffu\/wCYD0PhviwzAKbKbE\/MxoYjxJGRyBe3Yazax4iXiuXX8V\/vSDzJpAGYqS4BDux0d9r22hBuYnHA+UENzp3SIJ0v4SS5zZiC4oQ9CPk0ecl4iuW6S9thqPe8H+I1QzOH7JPzgPU+GJQounyBPV\/XpGjPnEEW3IbaPKYfH5SWapBYWsKW0hvEeKqKMvuWf10EBo4ycTuXre34hNKQXINRtwanrGXIx7GoPDjxHB4a\/wAgN5T\/AOuB4HlANqlJWlWYM9RoSa1HWFpWVAIN+jHhv36ixWICUjKr\/wBAp\/bXRT+YNyF4yVYsnzD31D7DhAbeGxqSWodnDV63is8s6kG7g2p06RkYFZdRNeRapHpTYQymY9qPRxxHtAcEtJ\/cAk7Zk\/WOQriiymS56PWOwGRH0nwz\/wCbSV4SRiV4ie86WmYUy5BmZcyQpvK5oDrfTaPm0fWcB+qfDlYTBSpuKCVSJAlzJS8NPnIJKUAqYJy505CEq8wAUqheNfq+I8d+u\/0vLwJkfDnGaicgrCikCgZiGuCFCM5HgMwCYZnlCZS5iSlSJgUZZQFIJQohJHxA4NQ4pWN3\/wCh+N4af\/hJw0z4ycPKyKKpcxAJGRgQsAsQku294Uxn6wzgp+B5WmgJXMCkgTTKOQJTLSBLSJIASNFGsMsGSfAMS+X4YspTiZKKQEFIW6wrKnKVpcEgjMCaR3Efp3FIfPJIy5n8yCRlSVqcBRI8gKhukEhxGh4r+qvjIUgSikFM5IeYFZROVJLJCZaQEo+AAEtZV97YD9QpOIC1gSkmdLnLPmX5ZclcpUoJSnzfESsirAPWlQ6MWT4XOUv4YR5sgmMVISAgpCgtSlEBIKVJNSP3DeGj+nMRklrCUELSpVJksZQleQlZKglIzMASdQL0i0jx0jFLxRCwVE+WXMEtgWZDlCgpASAnKU1DbQdf6hlqlKkrw\/kVnBEuYEAJVPM9IQDLVlyqJTVwUtQEPF6A4H9NT1zUIWgy0qnCUVKKAQStKFFKFKCpmUqH7XHGEpfhc5S5csSyVzU5paaOpLEhTPQEJJD3DEUIfaxH6qTMmyZ8zDkrkLCpWWblTlEwLCFgoUVEMRmBF6ikCwPjaF42ViZycpykTlAkhavhKQFhIHkJGUEBw9aCgnQHD\/pjEKStkf7iVSglGaWy0zhNZSV5sqvNJygAlyoi4aB4D9NYmaZYEthNUkBSlJDBZZKlpfMlJIoSK2DkhzSv1AEJlIRJyy5MyStCVTMyv9mZPmKClZA5WvEqqAAkJFDDEn9VBMwThI\/3T8FK1GYcqkSFy1pARldKj8FAKsxFCQA8OjJm+Dz0y\/iqlsgVJzSzTNkCmSokoK\/KFjyk2MIRtTfG0fDKESVJX8BOGC1TQoCSlaVB0BAeYyUpKnAoTlBMYsUSJEiRUSJEiQEiRIkBIkSJASJEiQEiRIkBIkSJASJEiQEiRIkBIkSJASJEiQEiRIkBIkSJASJEiQEiRIkBIkSJASJEiQEiRIkBIkSJASJEiQEiRIkBIkSJASJEiQEiRIkBIkSJASJEiQEiRIkB\/9k=\" alt=\"Alfa Cygni Fotos e Im\u00e1genes de stock - Alamy\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSYsJPkgVfnH5iVP8iaOrz1v-9Zx8WIuCtE3g&amp;usqp=CAU\" alt=\"Deneb - Alpha Cygni\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Que emite una energ\u00eda radial equivalente a diez millones de veces la emitida por una galaxia como Andr\u00f3meda; se estudian los cu\u00e1sares, que a veces parecen mas cercanos de lo que sugieren las mediciones del efecto Doppler; se habla de efectos de perspectiva que podr\u00edan falsear las conclusiones\u2026 Y nos asalta una bater\u00eda de hip\u00f3tesis, observaciones, nuevas hip\u00f3tesis, nuevas observaciones, dudas\u2026<\/p>\n<p style=\"text-align: justify;\">Todav\u00eda no se ha hallado una respuesta cierta y global. Un n\u00famero cada vez mayor de investigadores est\u00e1 busc\u00e1ndola en miles de direcciones. De esta forma se elaboran nuevos modelos de estrellas, galaxias y objetos celestes que quiz\u00e1 s\u00f3lo la fantas\u00eda matem\u00e1tica de los investigadores consiga concretar: nacen los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>, los universos de espuma, las cadenas\u2026<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/estaticos.muyinteresante.es\/rcs\/articles\/1093\/grafeno-iac.jpg\" alt=\"Detectan grafeno en el espacio\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSsAvzRhfqzOysoo6Ieb9DsJX32vO9sqIpk6g&amp;usqp=CAU\" alt=\"NASA detecta presencia de grafeno en el espacio | EL UNIVERSAL - Cartagena\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La NASA anunci\u00f3 el hallazgo de haber encontrado Grafeno en el Espacio<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Encontrar Grafeno en el espacio ya no es una sorpresa, toparnos de bruces con oc\u00e9anos de metano\u2026 \u00a1tampoco!, hallar colonias de bacterias vivienda a muchos kil\u00f3metros de altura no es una novedad, saber que en las estrellas se fabrican los materiales aptos para hacer posible la qu\u00edmica de la vida\u2026 nos maravilla pero ya, no es causa de asombro. Cada d\u00eda damos un paso m\u00e1s hacia el saber del \u201cmundo\u201d, de la Naturaleza, del Universo en fin.<\/p>\n<p style=\"text-align: justify;\">En la actualidad, el n\u00famero de investigadores centrados en problemas relacionados con la evoluci\u00f3n estelar, la Astrof\u00edsica y las teor\u00edas cosmogen\u00e9ticas es tan elevado que ya no tiene sentido hablar de uno en particular, ni de un \u00fanico hilo de investigaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los grandes descubrimientos astron\u00f3micos de ESO\" \/><img decoding=\"async\" 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\" alt=\"Los grandes descubrimientos astron\u00f3micos de ESO\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al igual que ocurre con otras ramas cient\u00edficas las Astronom\u00eda se ha convertido en un trabajo de equipo a escala internacional que avanza sin cesar en una concatenaci\u00f3n de innovaciones, inventos, nuevos instrumentos, interpretaciones cada vez m\u00e1s elaboradas y, a menudo m\u00e1s dif\u00edciles de entender incluso para los investigadores que avanzan con infinidad de caminos paralelos. Es una situaci\u00f3n que ya vaticinaba Bacon en tiempos de Galileo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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JzYh6iMfJjs3hlHo+bTlNMRMnpK0lyygfMKi+bVzyjn7GsJUFElLAlwHL4aZjNg\/H19LPVPXu3DMUnw5a3QFMJiSQcQDlykgOwfKPLyvEWBLGJQS6wnSgKlDiya8osE3jBzaEldLB61ua5N2axQLNnbu8CnsN3rDVgOQCGD1a93jtNHOjtmnoSSVSwoVDOQ12YjSkZlAta\/vEd7jpHf\/wD1ZU3ZhKmpwzZReWtnKg3\/ABq6hLZCsc3o1dQ88ttB\/OsRJzb3Y90aGz5pKiS1S9ABfQCg5DSEJJpr3aNdg3+B6ZpGfT26XhZXev4gRwHL7xC9fQmNLSBsYAbm3Zhu2zUEJwBmDqJw1JrRshxfo8Z3AOo7\/JrBy0gvVmBNc8LluZYNATSI4oa8RRmyaBbkNf3MUVZd92gsXtwD8IoVGApwl8WKmGzf9nz0btgBAegIb7ioq\/8AMEJpCVAWVegqAXgHqIBTLQKgffmM4KShSiEpqTQPyr+YkzCFeUlSaEEhjUOxD0vA2B7dzwoYBroyUQSHoLPmx+vWPtP9Kdk2WSZi1KDj\/jUtgcOtyAbZx8SQq\/10174xvk74nJsohv2zEcvkxyykNYtSH03+ru8kbUoS5KcXhJK1qF8Ns9BHxyYmkbl7apQViL4i5NyTa57rGXnDhi8ezOToINu+MU40eCSlx07vEUKuaZ8I7sGQE8a2jTI2tcsgpOFQI41HAwhun8ftHZ+IN5InpQsJQhZYTEpQBVCQnxMf\/epw6peMv7DtHHKnIYNd63Lk8raUpzjbu\/bvCEwYAorSySXdFQcSeNPeMUqcoOxoU4Tyd29QD06RYFiRQ5l2Jo7HUOD1GsLSyRUbP2krAcBw9a4i7Xrl+Y07n3ZM2iZglh1MVNZgBUk6ARz6n0ybXhD9mmKSSUEpLEULXvz5RlqL+prGXZ1fi3c6Nm2lUmVNE1ICWVQklScTUoY4uCrXZ8tIYpBauemfKBlqUmoLO4OrFwRxBrDQa\/B1fhzc\/wDcrwk0BqzYj\/5BNaA00jT8V7lTIWfDCgkUOMjEkjIt+I5W7trXKmJmS1lKhZVmy7EenO7tt3krE5WHozCvBLgOeMZsNqNT08Wr+coJOFlYnxUwMQAC4fFmzO3EjSNu89kUjyKSAUEpIZlGpu+Y6MNYwLrzI+lI0mn0Yei1yCEpLpIUCQxBIwkioFU53yraN0pezf26wQs7QVDCf\/mEMcT6qjngX\/LemsUUtm5N4GvBxc2iBN+\/vDJag4xBwCCQ7OH1yevrAg0DgUDdeOv4gkMSkOAHvWj0ctU0yEaZlElIxUDO1ywGZqTSKYsVAUDOeJdvVokwgEsXAJY2drFjkYFu++6RFpELd+8E\/PKKSKi\/dv4hk1JScJBCk0UC7gvWjchXSCkCk0al3f2vfsQUtKlCgJzJazfaJLQSoJCSSSGAFScmYVNfpERMKS6XF+gvlziIWo8YiTXXh+\/d42732Dwl4PFlzSwKjLLoSVVKQo\/M1HIpWMR5dPYWi6KlH+YCYaQROXZp6\/zEnJpXukTI27pEkzUjaCoSv1YGxEaJeleMORupUyZ5EnAXKHzD9eUc2WCW9fSpjp7v3xMkYgk+VQYhsgQb5dIxlytTNvJcZD2W7\/6WT5qArHLBagd\/dmEeU3puOZs61Spss+IlXy1NMqipyj6j8F\/1Dky0qTMJCSxD\/pLNXhbrrHm\/jz42RMnombN5lo\/WRwtqS+eUYTbhg+fbRsykMFBQOFyClmLlmfpXi0JD\/t6W4x1N+\/EE7bJiVzi5SGDBucc5JYhrhmINdRHoX2QcsVZVHu4NDlQ10h2xABSSpmcPb6coXtk2ZMUZi1KUVmqlOSSwepubcqQEsHjwGZjGSXQ4M+z7N8FbPteziZKSJa3cEZtqCSHtUR80+Jvh6bs0xQmiru+SnzDBujR7f+mfxeJX+OaQxb6d+ke++Mt0y9tkEhioVQeMfL+PPP4so3\/n5PY0svNH5yVsysOJjhBZ2LYtHj3XwX8cJ2NExOAnGGAFQCzXNeMcWdufaEIMvCrwycRTVsQBALZEPfj0jj7XsZk\/N898N8HN\/wBR0yzj6CfJHl\/5Ze+ts8SYtZqpahS7MKvx\/LxyyXf63426wSrd6\/zFNlppz\/f2jrjikjOTrKJ\/YctYqmf1a0FU988oh6H8d\/WFMBs3Y1pISpJCiAWZjhUkKBHMF4VmOHed4hWb95REmlDe\/RrwJFSh09P3iyrv71Md34X+HTtg2jCrCqVJVOAP6sJDp9H9o4R748oqmxaaNU3wwvyhSkUJC2CjbFVNORhC1Xbo9C2ntrFy5pSXFwaZ1i9onlZKlF1KqbC\/AAD0ijINADBSMWMHzHIWwkEVeioWC+dNe7Q3YNtVKVjRQihB+Uh7FJoQajrCF3pZ8\/ZwLUyiDYBLv+0GVEtagbLpaDOzqdmckAhiD8wBFrXteGbVsC5K8EwFKwSClV0kZK0igmUjTtv4itoWTUkk0qS5oGHoA3SO\/vKZs8qWkbLOmKWsNNxJa90pOaTpw5xwJqXEFqpMOoZiQ4bmKuIHQd8IJeXL8xR+n7RtomMUWAZTvfJj78ngUKBNQW0FG4+sVhLOxrY5FtNW6xCoMBpetCG9jS8QAkZxrKEFCcOITPNjB+U1GHw6XZ3B4NoL3ftcyStMyWsJUCQ5D4QQ1QQQQa0YxlKnJdjUvpfJvXLLjA26L6GKUWAcsHID0BLOwyJYekRK2FCW7P1AgEln5RT517p3zh7A2bGoAKOFVAACKAKuHpmAW5HjH074P+L1eEiQEpAD4lqLlRcs3+o4cI+UeKWJPDQCjXs8d7dm8\/AZh\/kyeydCeOgyd7xyzwVN8nHD9CrkSU7PiOATMLglnxkPbWPhPx1\/bqUlcpRK1E4wAAgUybMmETviWatATjJOKlRncu+rV\/EcvehLAKCfF8ylkFy1AMQfCFBiaVrWNLfRj05hB69jKKbvvjDZKQrF5kpwper1tQMDUvyvCSNddKxtERwDUfwO8osmvdjXPlD9hRKKv8ylISQSFJTjOIfK4cUoxItoYVtCAksFBQ1Y15BTGn2iQ8QEpcfWG7VtOMpJA8qQmgagqH1hSj15t\/GcWBw5fYj3g2ENe6d4zNnWVSlYVFKpZ4haSkvWMs5DKUkt5SxZiKUoRQjlSLlJBIxKZIYH9RZ6kJo7O7PEnTBYMwoFAEPdiQa2i4x0m2aN07LMmrCJTYlOLgC2qi0KmyMC8K64TUBQqxyUKfzCxMBAoxFzUvzGXSBP3y794lb9DqBrSCXo5yAtYC1OzES7cxmAfTv6weyrUlToJBsWuynBuXZiX4RsVvR\/CSUpAlkHygBSq4qn9Vs7PGXbpG1jjHTCCUq4j1fjxjTvjeUzaJhmzS8xQAUaB8IABpwEHNSZk6YtZBKipZCC2IqLkILUqTcZERjnylIJCgUm1QQfrGkc12XPSkYcCip0gqcMyqum9QzQhamgw3EehNdNYm1pSycJJp5qWNaDWjVgY0BOWdNH4wZSGrSlKX0d8uPCASLfh4ftcxaikrVi8oALuyQGA4MMo2nsn2JD+nduUCrJnfOufCGJSGJdjkOHA+sCoN28FoAgQ2dLAAIUC4FnpqCOGvpBSSkPiBV5SwB+UmyjwDm0KKGLENzvERYFLQL+37QUuW5bR3rkA5NeEUafWwgcHQYLVqDr+2RiY3zv2OGfbQBPfTPvONX9iTL8V04QrCxUMTs\/yXs9YG16EFyxieoSwLuWsLDiTCioeuuUEtXEtnTOxo8UGIfjbpCyKftvWCWoEijWe9Wzf3i1IBS7+Yfp+4a7cW\/ABCmJYkBgWBYE2Huf3hItCXo9cnzLijjm8B68KCnGCmtk\/HK0Ukjv8mIg0pCiplAAAkYjUt+kNcnsxPCJoztfgHuYA516Q6fNUrDiJdKQljVgl8KRSlDbVzB+iFkn1L871PKASn2DvSwFYMIchuAFeXpX0jpbNuSYvaEyApBWoO6VpUlgkqPnSSLA0hoeHM5wKRp328aNlk41JS4AUR5i7AE\/MSHYDXSK2qWAtQSQQlWFwXBZ6g0cEClIKIezbWUypiMMshRSoqKU+IljTw1XS9iBka5GMz6k2s\/ekWmW9L9IoODx71hsFm3d6SZiWD+ajCpNP2j1vxP8OK2Uypu3KUvxkqOBB86CB5HJtUi2TiPK7nUpC\/FQCrwWWeDEAEjm3vHX37vrat6bQgKqpXlQgEADQB6DOpMcnaoOMPNhxUgHIvYvwyhcwU6wzaJRQpSDcEg8w7gEfUQtR8vX8x0fRkFJLA8BBxWGg4RQtbvrDRZFcK\/tGmdsi0y0LKWSvFhU3zYTX0gZs4lnIYDCKCwci173NaiK2lKkkIKnYBmOIMRiplnBGSgvGQ4cjFdqPUGvBwC3ARF3uDx74\/eBV6PpygmoGNauMx9q\/aEg5M9SPlaqSmoBDKDG4PrBTZ4UEjCE4UYfL+ouSVr1OWVovaEymTgUt8LrxADz1okJJdNvMQDW0Z0nPTvpAtkXblp7GKPLSKUnhw5Nxs9YtKbA8++jQki3oDp3nziHnbjGvd6pQLzkrWgCiUKCSo0oVEFhxAezQO1YVKxJSEJLshKiopAZgSov1zbK0Jemcq716QUuaQCASASCQ7OztSxvApuc6cfUNziIBJNCTpnTllEiNGzbXhUpbJUo4h5w4BUPnDmqgSamxY8s7jQW4\/m\/pBSUuoAJxKV5UpqXKqBmuXZh2ZNQQSCCCCxGhFDxBfKIhiJAKVqxAYWYG6idO2ha5hJJipaCohKakkANUuSwYC7v7xJ0hSCUqBSpLggioIoQaUrlAk9gCTTlDZaykgihHDsaQAFQ9rHMgVo3L6QeySCtQSCA71UQAKPUmgiI9R8L74RISsDwSqYmYFCckkBkugpwpvUgB2e7Bo8osMW0fj6xEnuwgCO\/4iJI6u4t+zdkmiZKw4h\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alt=\"Proyecto Biosfera\" \/><img decoding=\"async\" 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\" alt=\"Imagenes de Planetas, Estrellas y Galaxias - Posts | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hasta la Astronom\u00eda se ha hiper-especializado y, por ejemplo, quienes estudian problemas particulares de la f\u00edsica de las estrellas pueden desconocerlo todo sobre planetas y galaxias. Tambi\u00e9n el lenguaje es cada vez m\u00e1s t\u00e9cnico, y los t\u00e9rminos, capaces de resumir itinerarios de investigaci\u00f3n, son complejos de traducir al lenguaje com\u00fan. As\u00ed, mientras la divulgaci\u00f3n avanza a duras penas entre una jungla de similitudes y silogismos, las informaciones que proceden de otras disciplinas son aceptadas por los cient\u00edficos y los resultados de cada cual se convierten en instrumentos para todos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_CEG70KUEtRw\/TF7SYB7VOpI\/AAAAAAAABJ0\/XUT-iiw565I\/s1600\/Clases+espectrales+b%C3%A1sicas-text.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">La observaci\u00f3n del Sol obsesion\u00f3 a la mayor\u00eda de los Astrof\u00edsicos. A veces, resultaba dif\u00edcil identificar algunas l\u00edneas y ello condujo a descubrir un nuevo elemento qu\u00edmico; se empez\u00f3 a sospechar que el Sol pose\u00eda una temperatura mucho m\u00e1s elevada de lo imaginado. La l\u00ednea de emisi\u00f3n de los espectros de estrellas y nebulosas demostraron que casi un tercio de los objetos estudiados eran gaseosos. Adem\u00e1s, gracias al trabajo de Johan Doppler (1803-1853) y de Armand H. Fizeau (1819-1896), que demostr\u00f3 que el alejamiento o el acercamiento respecto al observador de una fuente de se\u00f1al sonora o luminosa provoca el aumento o disminuci\u00f3n de la longitud de onda de dicha se\u00f1al, empez\u00f3 a precisarse la forma de objetos lejanos. El cielo volv\u00eda a cambiar y hasta las \u201cestrellas fijas\u201d se mov\u00edan.<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR7gknEczYVw8ll41Ssp38oFbHgWCVAC0ZFgw&amp;usqp=CAU\" alt=\"EL UNIVERSO Las nebulosas Las constelaciones Las galaxias Las estrellas\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\n<p style=\"text-align: justify;\">Las investigaciones sobre planetas, estrellas, materia interestelar, galaxias y Universo van paralelas, como si fueran disciplinas independientes, pero en continua osmosis. Y mientras la informaci\u00f3n sobre el Sol y los cuerpos del Sistema solar es m\u00e1s completa, detallada y fiable, y las hip\u00f3tesis sobre nuestra Galaxia hallan confirmaci\u00f3n, el Universo que empezamos a distinguir m\u00e1s all\u00e1 de nuestros limites no se pareced a lo que hace un siglo se daba por sentado. Y mientras los modelos matem\u00e1ticos dibujan uno o mil universos cada m\u00e1s abstractos y complejos, que tienen m\u00e1s que ver con la filosof\u00eda que con la observaci\u00f3n, vale la pena recordar como empez\u00f3 nuestro conocimiento hace miles de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-Dg-h912Un98\/T3eNavFFebI\/AAAAAAAAAwU\/iHkf_SO5JQc\/s1600\/Relleno+de+Vacio+Existencial.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Otros nos indicaron la direcci\u00f3n a seguir pero, la dureza del camino\u2026, esa, la tuvimos que hacer nosotros. Es decir, en cada \u00e9poca y lugar, los que estuvieron, miraron hacia atr\u00e1s para ver lo que hicieron sus ancestros y, con aquellas ense\u00f1anzas, tener la gu\u00eda del camino a seguir, o, por el contrario, si los resultados no fueron buenos, rechazarlos. Lo cierto es que, al igual que nosotros, los que vengan detr\u00e1s partir\u00e1n con alguna ventaja aunque tengan que hacer su propio recorrido que, ni mucho menos tienen el camino despejado y, la niebla de la ignorancia sigue siendo espesa, aunque algo m\u00e1s suave que la que nosotros nos encontramos.<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" src=\"https:\/\/lamenteesmaravillosa.com\/wp-content\/uploads\/2016\/04\/mujer-con-coraz%C3%B3n-a-la-espalda-420x320.jpg\" alt=\"Cuando la ignorancia critica, la inteligencia observa y r\u00ede\" \/><img decoding=\"async\" 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4WHVgN\/08Ve\/wCXHnHaDickkhUO1A9NqA33FfzN3ilBHIfFraxR\/e2O1tzNdL5YPJPWMrxQX6CggvkQKAPvuP8AQfPGrlcwpsDfxAg+hFg\/Qfoceb8Gyskrm5CaUX8PWvWun6dBeDjIZUotM3iIFm\/rz5Ud\/cnzIw5aMbaSDb2w8SDFOG\/xYl0X\/f8AHFkdLECLAB5c+XPAdDw5lWXvHJdWDEEAbMtmiNqDK\/0+pkkoxndoMj3qbXyKtuRanejvuLVRXkThWSzKJcDQxBwiYJxTK3tqy+ZUHpYMT\/wU4sSDc39MZHHZjB3GcUX9lmEj0LPdEGOWv9Dk\/wCnHLz7b9eY9Mz8v3UlH8DfwOPLc\/xoGLg5jcuIIoJJDHbhW15aJhMVsJ928\/x1uB1x6dPmU7suAGGksOVEVY38jga7NdoBmDApy8KfaIHmHdTd4AqdzSv92lN99uOmjre20rFldoREc1xESyxREZYaZNROYjBhIZo4xuyAWWIINA++MNsvDJC0kMShv+H8Uru3Mid5E8cYOXf8UY1Po8g9YLOM9re5M5XLd48MkkY8Yt+7ihlFHuyRq7\/TW\/w9bodH21BKFIVKFkUNqqkkzEeXDABf\/qBq\/dr1wyCyZds5m6yzI4eTMGOXvWCJoi4eDJGVDa2VtYoVvqFijipBNHoRu8An7rL6Bq+8KNHN3lAGytDfptvywXr22fTO65aALBGz19p0yMpJKlE7k+FgFJN7autbyQdryWiUZNS7GYPplU+GCUQuYCUHf0DrKnR4QeZ2wBi5IZV14bFqyasz96zxy7VEEOkOT\/iSSGEFeZGvnjN7dSzas5Wnu\/tOZ3DNr1DhV1VVpA3u7vp1wddlu0MeaUF8usLHu2QDxgrLEJ1JYINLaTuOVjYnEOU7XCRM0\/2cBsrFI8gL\/wDaI0qd2G0dVh1aq+GRNt8IATj+cLyySQyFkm+0wBkYMpXMSModSCQQCnMeuI+I8TsztqkF8MfLcn7slcrDml0tWnWCZtr1VvywWwftADKCuTHhXW4MgGhESBpAv3fidXzOkLsD3ZNrdY1uMdozDLmYxl4nTLQmVvvamb7tmqOHuyGHhCltQoG6NUWHnw4hIkkYcyFstnWLkBmH3LZTKlpCopVaPv2tqFkdcHn\/AA9v+MHcdz3QzNWb76jlOXLT3e\/+bf1xx7Qyl4g+Tg0SpK7OMxrtYaLNHUNSqysjKSVuyCBVnPh7dEsFfKBHbSqaZyQ0kgy7xx2IxVpmQxNbd0+xAvCA9JxE6jqB9MNdfJm\/Q\/xGIXLfmHzX+h\/liTAXBo+7kzeX591mpNNflmrML9O9I+WL1HzxA7f9Y5wbWY8sdht8Lrv5nw\/SsWdOMuvbfn0krbHA74RRtjjgMpxSzAaZxl420kgs7dEQc2Pr0A8yMOz+a0UqjVI50ovUk\/3z9MXKhyKUWDTzHUS3XQLLV0jjFnfYc+ZxfHOo66xN3qQImVgABAvxHZRzaSTz3JPqa87FbOsPDGLN25DbauoeUcwoonegAANjQxkcHzSzSlrem3JceJqpgzDoukoQtD4kv4gMT8a4ikg7tEdkZj4I1VnndSNTMXpTHH4bZ\/CWIWjp0ndinyuZi0B44ndeZzDLSMRdFdw7qL2IBUDkTzwuczbEEhnJIuyor03ZjY8vEF63jNiy6WHeFQ4N65D38oPo0rWnsiKB0xMZBTU1GqBF0CRV2evKqat+lYVUwPsg71g9liLYkih5kkGjQs9PWgMamXWKvhLdNN6Rt0Z62P7qgsL3VbvGdJp3CtY8RAHItfMk\/Eq8\/UgczVEXC5PwjwACr0hnNdEvwoLvmG9aoDAIdFtWnX8XwQ2q\/MsTflYI9sb2UmIAqCSiOZnQ+3xSX\/fTGTmWW6LyM56d6QSDtbBNK1617ek8URrSe+BNnwyM52rkH62Rt6+mFptQcZjjsSLKg56mS4x6PImpFHqSMaXDs\/HKuqGRHG3wMGq\/OsBw4m6N4cymrlomjaNr6DWCdHzXy2wuWMTjvZspplqhmYwJL\/8ANh0zLXPxBflhzpNg3WdG6i6vbmPccxiV1BBUiwRRHneBDK5wgo0cpcNuDfeKQNuY8R\/5nPLfoSHI59X2Ox6i7Hup6jn\/AAIGH8oWMjiWQZLK0yjoEA0jz1IAOW29chz54ypEBWiLBsEeYOxBwVcZyYlj2A1Lup68qIB6XgG7QZx4oqiFzOwihXzkc6VseS7sfRTjH8k8teL4Xv2fQyNBmctrBgglaGCTcnSVtkNnfuy2i73qumLnCezc+XbKlczlfuI3g2gZe8jYw3\/25qW4fi3Hi+HbfR4RkEymUTLLqKxx0SB4mY2Wb\/MzFj7nHnHZMZZc3lFC5dI0DqJJYTplP\/RNJVCwEWaA8LML8SOaJNBxFHWd7Kl55ZO\/ASSQuE0AsshSJGt+8GpdEApdIILE2arFaDsWixzRx5jSGSYIe6vu+9mGYRvio6CoHS6vblgSyjRxypJ3QQJKPtMoVh94Uz6VNtRe3TxcyJUHlirluHMgctEBeWlRtKESHRHktazbeNQuql6ePni0jVOx2mF4VzUHdy5aOAlobkJjjEepX74CmI1FaPOr64sz9jdWmJcyqxLmHm7tYxaXN3yiI6\/umALIWogq52F4G8zHlxlst3iJ9m+2cRMasg7rQwzPc6FqgptNNDqtdMX+wMCA5kP3An0C17us0AIogxeTVZTVXhobjmegBB2Z4BLkwiidJFPdox7vSTHDD3UQTxm3tVLNyIugMTz8AXu8\/H3iqc4Xayo+71wpBZGrx0VLXt8VeuPPXeKWDhmn7xo8pBGlAsUzCy5Qsq7HRIEDE1R0hugOLXb+CMZvMHQHd1XU0kZuLTGPECKEmVZbVkNASixZNhBtyfs\/TXI8WZVFmeVmHdg+CbuTKEIcU2qCw+4GsgqeeNfO8EkOYmmizUcQmjC\/4WqZCqEK0chkoAEhiChsCrF2A\/icUZzEfdxwSloMuMuYYmRNpcx35ywBbRVoXW9xV3eBvisTSQvNEhbRA5GxAIXJ5TLzLuLsI0oqviWuhww9L4d2WEYQHMKdAzWsJGFQfaiGIRdZ7pVo0pJ59MQZHsoYjE8k6OyZhJr7vQGEeW+yKoBdqOkKxazZXkOgMyRFxUYNTz\/bKjv7s8Tgde\/IB1L3QkNNfhDdMGnAMtlpsnBHKAe5LMikldIbvFTbbYxuaHKiPIYmmK3lb8v0I\/nWK8mZ8ww+R\/leHPLfI37Yz+KcQSGKSaQ0kal29lFmvXEarA3lZu8zudeqAeKMGueiIE\/PU5H0xd+uKPZyB1gVpb72TVLLZsh5TrI+VgfLGj9MRfbWenDkMRZjMBAXPIDriRunpiDg0DZiYyOp+zxnw2NpHB6ear\/Gh51XPO0rcSdkNfinmQq77IrAhljHXTV+I73VUo33Ixn8Qz6zPLIaZSCsd\/BpSi7kdY9QFXYIUnfVje4vxIGJ1Q2Dq1EXvZPhFVuaI86Gx3GB3OABWjJUUKk5EBQAdFCrvUgI2BMh\/KuOiTGNVOzDLIKYuoe2JPhYQoTLI\/RgZCyWTvbKegxEkiTyvO02XiUUscYCsUiQeAEGNhGa1MKv4+VjDuDyFlzaqCHbQjEnxW4LMbodTEtAbaK3IJxSTiGVSRyqnRqIOzakdSQQCN9OoGuo9iAHb4JoySxDxK7shAoMajb1ACBn96VdwbGKs3E1HwJqY2Rqa6\/0qaI9Cb9cQZ\/PDU3dxgeHU7vbEAkJZBVWJJNaXJBqqPMQcLOmUyCyxHMgatjR3HhvoQBQDDlRxNuTTnlZQyE\/CLvYfAAbry8IHP0psPj4o7pauIsvY1SnYlOSkDYlnsaEFUviJ3VjWzvEL1LRIC+IVvTeEA+VgGxtSl+t4Tgcve3IxVlQklrtUB8PiNVZ\/KLLHkrbnDhNTMdr8pl0p8oxH4e87sE+rK1Ux57LZBvcb4v8H7Q5fMaBDB3ZJoqrsh9a0Eattxy6e2M7JxKqs65NX594zOgmO+5LXtv+DUKqvPGWAoYvEGC6gH+IOhJ69QbseYO3XCuHNGnGuGyrpKTO6MQtyblS3wgsACVs1ve5XGNls0yyMVgSNDZLKDvV1uADex33PPlgh4XxLvEA+IUu5OxKkN4vUkED39MX81JEAS4UKCDdAcvLzN\/P9MIw1DUg1mJZQdRaWB1l2G1sECTlgDXhVq\/N1O1wMU8ZVxIjWUkuydqZH8zterro8W4tsfN9toe+EIZmoUdShlBB3APxA0DuG5jBDw2FDKssTBkkFne\/Gtcz1JUMCx3IVb5WVedsEogMYPp\/DApkYxmuIyT0vc5K4Yyo+KdhcrHzManR6Fnxq9rOL\/ZsuXVNcrssUKbDVLIdKD2vc\/uqTixwbgy5XLRwA6io8b9XdjqdyedsxJ+eH3fBQkrb4uZEHEC5az1xeiiIHP6j+lYykXakKDywmn1I+Zw0sw8j9R\/XGLne1GVjkWJ8xCsjEKE71NVk0Nrsb4pDcW\/zH9MLbeh+uEDV0P0P8sd3q+Y+e38cMF1t5fQ\/1rCd76N9P6YcD5YYzYQNbMr5177fxw0zXyN+xwjNitKqnmAflhaaV5MVpJcQyIOlj2JH88QFT0Zv0P8ALC05DpAD0H0GA3tGwzWZXJrvDDUuZqyrMD93CaNA\/jI8gMW+N9oWLNlsj95P8LygAxZfoS55NIN6j8xv5GbhfDkgQRx3VlmLElmZjbM7HdmJ3JwvSpNWi2+GXhxPPC\/X6YnGgc7bcTaGLw8ztgh4HxiF8pDFDMjy9ymqiAQxVdX+q2HIbFheKHG+FxzqBJyGA7sxw9RnHWMEtusfiO2ra2WvF57HodjW2346y7HSyFwipQjLjSxFB1i5tEm57oMANTabFUW1jGDmEOqVF1MQY5PELOlpgCWrayFLmujDywSZmARsSoJ0LZ3F+BGCChfhAsBboFyd2N4GM6Scw6sSpF9eXhCChyFAI3+YUeQGNGaPhDTp3cSoTI6F5HIBCvud\/P73c9LZ6JojATxScZfPTRxi9EgkCtuCx0v8ySfpj03hWaCSwzNZ1CmG57syCh8rRVvzU\/mwLzcPjbiWekKD72K8uTRBtQrSRnzDp7gE+eHLosxmLxszKqRx0XZ3az50ie5Eanfzc4JeHzBfBIYyCQSrsEYEj8LnYE8wDQ35+YZwWXQVYDkNvp09dzzwWcJ4wxkUKSWo7WFAB\/MdLBb33AJ2PLciepolxtpkYVVjNahq8T6V1EXSlm+6Zt61qTddDzHOJiaZwInRY11FCznQ0gAQEkqNbkAKC2lFH57BYry8CyAEFZFcHQTraNq\/FDBZaUA194WUcioAOJpcoHjVFLsij4TBoiWukZXxKTfK3UgcqOCT4w75AnZY8UaQpm52ysaI5V5TGqsdgiIpADLYa9NeE8x4cWstxhjHIO6DqQgbRTAF6CqG5gNqXQDR8WmgVrG6\/Z7MbrBGiK12RJK4X8J0poQDYnZSOXMDFvKcClSUvJN3ghX7qIbJ3tbsY1pQFvYbmzZNgU7JfImpex8Ev3gepAjMtddUZA2J5b7ivLpgf7QcXzE7OkCUkbFbLJq1crLlhHHd3ROoitt7wedmsiEQITRaz5HxeIlvNma2P+b0wDcb4K4hCZacQSqulmVGLal1LJqlFyIHk3LDYEct8PIXkMZ7szPFGJJUYLe7RuNSjzYGMNX+UkAC764Of2XZ8J3uWI8cVMetKeQJ8wT+hHTAWJMxDAjTT993jyFgsgdEAHgCOxJZtSnYEqFsNywY9g8odWsLo7wBpL+JhCqRxqeuxaQn1AwSEJMlqzfEWe\/uciNK8irZmRLYjf8A7ONgu\/IyHyxqcX7UZTLbT5qBW\/JquQ9NkXUx+QxjN2PhGtWnzJhkd3MAl0xXIxZ70BXYEsdmY7fLGnkOBZaIfcZeKMG\/gRVJvY7gb4mzVMtu36tf2XJZibydgIYj\/qlpvLkp54pzcd4nKNjl8qD+VWnkH+ptKA\/6SPflizLHpLC+RI+mIyeWML1Ws4jJn4M01\/a81mMxz8LSFIz\/AOXFpX5G8Tx9nct3EkCwoiSKVbQoB363XMbGze4GL564kg5YW08iz2J7RMWORzbD7XEto1\/48W4WRf3tiGXzBPXYvJx4J+1\/IOogzsJZXiOgsppls6kII3FNqH+oYg4B+23MxqEzUQmrbWrBHI\/eBUhj7acbSbNZXxXvjop5qPoMQsg9R7Mf64AuD\/tZyE48U3ct+WaMj\/1oSv1rGjmP2gZBRZzeXI\/dkJP\/AChbxNlLwJXv85+ek\/yvGTxbjcOXrv8AMQx6r06yFJrnVtvVjp1wB8S\/a9E7rDkomeR3CK8o0xgsaDaQdTbnkdONzhvCAjmWV++zLCmmYC6\/LGvKNP3R7mzhXx7XJqSXtnG22VilzTHkY1ZYb5+OaRQqj1Gr2xVny2azJP2ibuYzVQ5ZiOX\/AHk5AdvUKFG3XGv0xw54jV\/FW4fkI4Y1iiQIi7BR\/E9SfU7nFscxhow7qMIzD1x1\/wB74U47f1\/TCNQ7QZwxRFgLPTGT+zbjMTyd06aZ3JUP1PN9J28AIvxDmVANeHUSZmEOKbANxXsjKMwJMuxWjqDA0VI3BBHI414sjPqa9MmlIDxpG4I8N8jZpbBF6R11dfI4DDwlUJZWRXvYvJqayb1V3a3RAraQhqO+khsfivEc8069\/OzKdxVKisCrDZQLvQF3vZjjs32jGkzTwQtJqCquk2HUBmLeIEBjuHW9welY1lZ2Ju0EoijgMDahF3qk6TTkqpRbO7lnoAWSRd3vhePIEy2WlQUFzUsaf+EUcEexMIr3GMztIssUSNMYYZBpaCFSo8T0uuOJSXZlUbM4QKRsGNVVn7U68hFlNDBkkUavwhQDv7mwK9cWllZaM2UO1AX6Vz\/v0wR9neHXotdZka9BFrQPhDA7EADrts1774xMqgKks3xHcA7kWSQPckD2Jwb8LQRx6zdqNAAv4mAbpu3xKAo2seoGJMVZRNRJJBugTR8dEgAgD4F3oGro7AXr1y4O4ANbWR+ny8vbqMYvCgulSx8QvqGroRttfnXXGlm+LqhCoDLId1jTc15sbqNf3mIA99sJa5I76ToQsaPoP76YEmnijdy00TTux2DWqbAUzfi2oVV7nntiPtvPPFlJJp5vG2hIoo2IgRpDpskU0xUEmzQOn4Rhmey0MuUUQSLLRXUdW40jrv1IF+3ph2J0TcHiZyrEghSu+4sg2ffpvf8APFHi3DbmlAZkYOJUKAE1JV8xTeNJLHkfbGrwaaNkDo1rp2rlz3289\/1xZzhj1RGUA6w0e4urGof\/AKkX5tgzZgvsAcQ4VAWcSxxd5JG0feBV0jWCgdw3jUBqGgF1BK3Qs4I+BrW9u2iKOMGTR3gIZywcxgKT8HSzVnfFzivAIm8MlvGwK0TRTUNBqq531vn67VeC5RlQ6m1Oz0xHNmRFic+5aNj88E8Qf1qxxljuduuLMkpBWhany9tj7X\/LFVSQwKjULo1vQPM115Hf0OM2XiMkbHu9RVbFLbFb3XUnlsy\/8vnstw1bMzankbSVtjsfTwg7eYAPzxEcXM9mGmCyrH4WBDNyI\/zKdzRDC\/IqfOqbY5+55a83w7EkB2xEw54mg5YUNR7QcPXMZeWFuTowHvVqfcNR+WB7sP2cy68OKsgP2iENKxG5DiwL6BQRVdRfPBfmGpSTyAJPywM9ncu8nCNEezvlNKG68TIQN+m5G+Ll8Jvt5zwH9n0mbya5iOVQ7OQEYHTpU6SSws3YO1dMSdtuwwyiZUQlpJJGMb\/vOa06F6A2RV9Bj0fsDw6XL5GKKZdDguStg1bEjlY5b\/PEHbSPVmOHIP8A5sP\/APbGvFfO\/JPxmPMexPBpl4hle9idB3jUXUqCYlLECxuQQMe8kb4FO0Ga08R4chHPvz8ymkV+v1wVdcT31uK5mE6Y5Rvjhyxw54hTq22wo54aOWFB3wjIcJWOB2OF2\/s4AeTyx3nhLwvnhkzc\/wANVxgU7c5ZI4wNO5q69OV+2CTifafKwEq8y6xsVW2cHyIW9PzrHn\/aftVJmiVjj0xjkDXeOeQBIvTZIFDf16DTjm1HVjb4dmYmywfLx6XVnQnSqqkk6iONlH42VDI1DdVA23BItMFDd2qlUhRS4J3DyOmlX6agignybvANgBj0DtH2d+xZfhqK3+FmE7yvxSSeOSQ+dlSB5DbHm3ajXHxHMQbiMzuxXzsEizzPxcvXHSwT5FSZAPIhR9f6nBYc40UOofhI+Za+QPmBZ9vTAgsulwx6kN5denzwb5KNc1E62A2m+fuBQ9iw+WIqo0xntOT1wgd6xWOLVuoZxZdrHwogZj6IbxT4fxExM0qsDG0mp7NONV0xs3QXuQBVLv8ADeKHZ\/hUrZaSXvSpiV9C3uHVSt16Wa\/XY4w8t2az2TDzuB4bDlTqffc6iaBsNexZvFy64cGvScxmYnU5fNESxSFxoazIdAZjVbiiqkE1RYb3WA\/iXYpFufhbuGUn7tpAQQuzBbAZgDsdRI\/kOJxGWP7rMMUVhQcAHWpsab33pnHp8jerkuPgkAfFfw6CRq3Not2VLsdr\/F5bYP4S3wTtRmoLiTKP3lgFXBWME7bMRQvoLJPIXtg1ZcxCVbMusrd8xcIKVU0aAEUkmgZLNgHn5ADuB5pBMhkIdGVTDsfC1KwqyQKWtxQ3xv5zx1Kq\/iAO2\/hPXbkQTY8xtgw1fJ8dSRZIgyl4xsSdXpZ9v79LWWiKxswBDfEBVmqqj6mvqcZuZ4NEJO8S9VAiqGpQysVIqtyoNqN9JB53iPjPGFy42LSSEDwIRr3umIJ2XY774V8HG4sbrEsjUjjxEXfhPiZT+p9z6DHmXFeJ8RmmAUCNASFZLDldVjU1+Vcq6+eCTLyvJcr2LAAXUTQu99tziyTuMY9fk+mk4+zIZ5WUd4VJAA2B6bbkksT6knDj0wp64aemM7dXJjr54ly42xCeuJYeWCBW44rnLzCManMUgQebFTQ+uKXYTKyRZKOOZdLqlEdRuaB\/01jZJ5YdDzf5YrfGFjmHLAt2lv8A4lwwfvZk\/SNf98FFYFe0LXxXho9Myf8A8f8Atg59lfQpKDYkCxyNbi\/Lywp54Qjb+\/0wvXEqIeWFrfCdMKeeAE6YUc8cORwuAzByOEvHdDjrwg85znbzNOfuo44l\/et39CDsB7UcZM+fzEtNNmJGF\/DqIXfyQUo96\/TFAHkDixYB519f7\/v69U5kc1tpsmXVR4R15\/3\/AH9cN4fmFXNZd5DSLmImc9NKuCb9AAcSTzXv9B\/X1xn5nKki6xRPeP2k5UyZQFdyk0T\/APq03\/6seS\/tpyLQ55ZwPBIoN\/vLsw+mn64OP2bdsI81D9hzRqZU0pZ3lQDaj\/3ige5Avzq1204Qmfi+zs4DlQYpPw6xdXXIMBv5EDne5epPZ5vp4\/lpNSg8x\/f9\/TG3wDivcMbs3XtsTy8v9vLAtlY5IHeCZSjoSrKeYI5j\/wBuYxo2RyPPBSHnAuIKj5mOx4nHqKY6v4D9cG8cIpfDypVPOtVjdT8R0k875Dzx4dl8+ySFrI+Hn10\/3+uPU+yvaVXVfENVAEbWSvwk+Zo173ielcq3FOAwR6y0IJZgscTfCDa+JzyN0DWocvUkZfGeyUchZUQd4QKMMradhsNDoegJ1at9RvHq0GYRx0K1uGH6MCMVf+GZcWwhiU9CFA+ZqqGGMeTZfhufjkjBVmNukegjZWYNbupoJsCqnqhsgAg7\/GM\/JlY6ZrKU7aST3bGtKh3stK5OkA8lJdrpRjc4lnmRUhySd5mZgNNkgDbxO55hVslm82A5kAeRcU4i80zJ3geON3CEfC5sgyk9S+5B6KQBQxSRpB2zkmj7uVEAI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alt=\"El s\u00edndrome de superioridad ilusoria, o c\u00f3mo internet nos est\u00e1 haciendo  cada vez m\u00e1s ignorantes (e intolerantes) - FILMOTERAPIA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQLjba4HFdtDOHmm61gW9hV-Ak5oVNl9vKkug&amp;usqp=CAU\" alt=\"\u25b7 50 Frases de Ignorancia \u3010PsicoActiva 2021 \u3011\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\n<p style=\"text-align: justify;\">Ahora, amigos, despu\u00e9s de este breve\u00a0repaso por\u00a0una peque\u00f1a parte de la Historia de\u00a0la Astronom\u00eda, al menos tendr\u00e9is una idea m\u00e1s cercana\u00a0 del recorrido que, la Humanidad, ha tenido que realizar para conocer mejor el Universo.<\/p>\n<p style=\"text-align: justify;\">Los datos aqu\u00ed rese\u00f1ados tienen su origen en diversas fuentes que, de aqu\u00ed y de all\u00e1, han sido tomadas para recomponer un mensaje que les lleve a todos algunos mensajes de como ocurrieron los acontecimientos en el pasado para que fuera posible nuestro presente.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F08%2Fel-secreto-esta-en-las-estrellas%2F&amp;title=El+secreto+est%C3%A1+en+las+estrellas' 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%2F03%2F08%2Fel-secreto-esta-en-las-estrellas%2F&amp;title=El+secreto+est%C3%A1+en+las+estrellas' title='Digg' target='_blank' 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