{"id":28519,"date":"2022-08-16T07:52:13","date_gmt":"2022-08-16T06:52:13","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28519"},"modified":"2022-08-16T07:52:13","modified_gmt":"2022-08-16T06:52:13","slug":"un-comentario-sobre-el-trabajo-que-sigue","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/08\/16\/un-comentario-sobre-el-trabajo-que-sigue\/","title":{"rendered":"Un comentario sobre el trabajo que sigue"},"content":{"rendered":"<table cellspacing=\"0\">\n<tbody id=\"the-comment-list\">\n<tr id=\"comment-2163298\">\n<td>\n<p style=\"text-align: justify;\"><strong>\u00a1Las escalas del Universo no son Humanas! \u00bfY, c\u00f3mo podr\u00edan serlo? Hablamos de estrellas s\u00faper-gigantes que tienen millones de veces la masa de todo el sistema solar, de Nebulosas que abarcan extensiones de muchos a\u00f1os luz, de Agujeros negros gigantes en los que la fuerza de Gravedad que generan atraen a estrellas que viven en su vecindad, hablamos de s\u00faper-c\u00famulos de galaxias, de espacios vac\u00edos inmensos o de extra\u00f1os objetos que a\u00fan no hemos podido saber lo que son, y, hablando de grandeza, hablamos de un Universo que tiene un di\u00e1metro que, para nosotros, no es comprensible del todo.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La escala del Universo - Tercera Informaci\u00f3n -Tercera Informaci\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"Escalas del universo - Complejidad\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Y, si a todo esto a\u00f1adimos la presencia de la Vida en ese inconmensurable \u201cglobo\u201d que llamamos Universo, pues entonces, la complejidad se agranda hasta tal punto que para nosotros todo resulta tan incomprensible que lo \u00fanico que podemos hacer es (con los pocos datos de que podamos disponer), especular y construir teor\u00edas de lo que podr\u00eda ser.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La ciencia confirma que el 97% de nuestro cuerpo est\u00e1 constituido por polvo  de estrellas - Cultura Inquieta\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Hay que reconocer que tenemos la suerte de saber que pertenecemos a algo mucho mayor, que nosotros, en el contexto del Universo, somos tan poca cosa como para que, cuando nos vayamos de este mundo, ninguna estrella dejar\u00e1 de brillar, nuestra importancia s\u00f3lo es familiar y localista, quitando a la familia y a los amigos y conocidos, \u00bfA qui\u00e9n les podemos importar? Nos damos mucha m\u00e1s importancia de la que tenemos, y, tambi\u00e9n, nos creemos que sanemos mucho m\u00e1s de lo que en realidad sabemos.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a1Las preguntas siguen siendo m\u00e1s, mucho m\u00e1s que las respuestas!<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las 12 cosas m\u00e1s importante de la vida\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Cada cosa tendr\u00e1 su importancia pero, \u00a1todas son!<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Claro que, como dec\u00eda el sabio: \u201cTodas las cosas son\u201d Y, con aquellas sencillas palabras elev\u00f3 a todas las \u201ccosas\u00b7 a la categor\u00eda de Ser. Lo que no quiere decir que al estar ubicados ah\u00ed, podamos darnos m\u00e1s importancia de la que en realidad tenemos.<\/strong><\/p>\n<\/td>\n<td><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\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%2F2022%2F08%2F16%2Fun-comentario-sobre-el-trabajo-que-sigue%2F&amp;title=Un+comentario+sobre+el+trabajo+que+sigue' 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%2F2022%2F08%2F16%2Fun-comentario-sobre-el-trabajo-que-sigue%2F&amp;title=Un+comentario+sobre+el+trabajo+que+sigue' 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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Hablamos de estrellas s\u00faper-gigantes que tienen millones de veces la masa de todo el sistema solar, de Nebulosas que abarcan extensiones de muchos a\u00f1os luz, de Agujeros negros gigantes en los que la fuerza de Gravedad que generan atraen a estrellas que viven en [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28519"}],"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=28519"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28519\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28519"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28519"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28519"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}