{"id":28490,"date":"2022-08-12T06:18:11","date_gmt":"2022-08-12T05:18:11","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28490"},"modified":"2022-08-12T06:18:11","modified_gmt":"2022-08-12T05:18:11","slug":"nuestros-conocimientos-tambien-son-relativos-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/08\/12\/nuestros-conocimientos-tambien-son-relativos-2\/","title":{"rendered":"Nuestros conocimientos tambi\u00e9n son relativos"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"The patent office in Bern where Einstein worked.\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, entonces un oscuro empleado de la\u00a0Oficina de Patentes de Berna, public\u00f3 cinco art\u00edculos que sentaron las bases de la F\u00edsica moderna. Los cinco art\u00edculos que revolucionaron la F\u00edsica:\u00a0<\/strong><\/p>\n<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSrhOiPew9rB7bfnMRMp_BuCLOfv6m0PiRfv7W4Au6X0szhbNhI_3ESM6QQYFePnshZXio&amp;usqp=CAU\" alt=\"Comentarios varios: El planeta Mercurio y la teor\u00eda de la Relatividad  General\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>\u00abSobre un punto de vista heur\u00edstico concerniente a la producci\u00f3n y transformaci\u00f3n de la luz en el que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> extendi\u00f3 a la radiaci\u00f3n electromagn\u00e9tica la discontinuidad cu\u00e1ntica y \u00abSobre la electrodin\u00e1mica de cuerpos en movimiento en que cre\u00f3 la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, que revolucionaba nociones filos\u00f3ficamente tan fundamentales como son las de espacio\u00a0y tiempo, socavando los cimientos de la f\u00edsica anterior.<\/strong><\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Equivalencia entre la masa y la energ\u00eda\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS4lXqAq2LRurjrGNVibzvctgvvQb_rJsdVG4cZoeNXrQDEqOgASfwXff13ed1MeH4tuOQ&amp;usqp=CAU\" alt=\"Explicaci\u00f3n del principio de equivalencia masa-energ\u00eda\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>El tercero de aquellos trabajos contiene una sencilla expresi\u00f3n matem\u00e1tica, E=mc2, sobre cuya verdad dar\u00edan fe las explosiones nucleares que pusieron fin a la segunda guerra mundial. En los dos restantes estudios, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> presenta resultados que demuestran la existencia de \u00e1tomos de tama\u00f1o finito, un logro en absoluto menor en un momento en el que muchos negaban tal atomicidad. Estos son los trabajos que se incluyen en este libro, acompa\u00f1ados por magistrales explicaciones de cient\u00edficos tan celebrados como John Stachel y Roger Penrose. Cinco art\u00edculos que forman parte de la cultura m\u00e1s universal, reunidos por primera vez en un solo volumen.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><strong><\/strong><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AltruisticCreativeGopher-max-1mb.gif\" alt=\"Velocidad GIF | Gfycat\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, un desconocido, le dec\u00eda al mundo cient\u00edfico que la velocidad de la luz en el vaci\u00f3,<strong>\u00a0<em>c<\/em><\/strong>, era el l\u00edmite de la velocidad alcanzable en nuestro universo; nada pod\u00eda ir m\u00e1s r\u00e1pido que la luz. Adem\u00e1s, dec\u00eda que el tiempo es relativo y que no transcurre igual para todos. La velocidad del paso del tiempo depende de la velocidad a la que se viaje y de quien sea el observador.<\/p>\n<p style=\"text-align: justify;\">El jefe de estaci\u00f3n observa como para el tren que viaja a 60 km\/h. Puede ver como un ni\u00f1o que viaja con su padre, sentado junto a \u00e9l, se asoma por la ventanilla y arroja una pelota, en el mismo sentido de la marcha del tren, impuls\u00e1ndola con una fuerza de 20 km\/h. Si el que mide la velocidad de la pelota es el jefe de estaci\u00f3n, comprobar\u00e1 que \u00e9sta va a 80 km\/h, los 60 km a los que viaja el tren, m\u00e1s los 20 km a los que el ni\u00f1o lanz\u00f3 la pelota; ambas velocidades se han sumado. Sin embargo, si la velocidad de la pelota es medida por el padre del ni\u00f1o que tambi\u00e9n va viajando en el tren, la velocidad ser\u00e1 de 20 km\/h, s\u00f3lo la velocidad de la pelota; no se suma la velocidad del tren, ya que quien mide est\u00e1 montado en \u00e9l y por lo tanto esta velocidad no cuenta. La velocidad de la pelota ser\u00e1 distinta dependiendo de quien la mida, si el observador est\u00e1 en reposo o en movimiento.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/culturacientifica.com\/app\/uploads\/2018\/01\/Nonsymmetric_velocity_time_dilation.gif\" alt=\"La relatividad del tiempo (2) \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQSJLwim17nRbg5atl1cuzCHUdqcWABYSNP46yFaZVkNhBaPTJmp_mKPVubJNbgGyaMbUI&amp;usqp=CAU\" alt=\"DILATACI\u00d3N DEL TIEMPO EN LA TEOR\u00cdA DE LA RELATIVIDAD (RELATIVIDAD 3) -  VicMat\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> del Tiempo que puede transcurrir m\u00e1s lento a la velocidad de la luz, c<\/p>\n<p style=\"text-align: justify;\">De la misma manera, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, en su teor\u00eda, nos demostraba que el tiempo transcurre m\u00e1s lentamente si viajamos a velocidades cercanas a las de la luz.<\/p>\n<p style=\"text-align: justify;\">Tal afirmaci\u00f3n dio lugar a la conocida como paradoja de los gemelos.\u00a0 Resulta que dos hermanos gemelos de 28 a\u00f1os de edad se han preparado, uno para arquitecto y el otro para astronauta. El hermano astronauta se dispone a realizar un viaje de inspecci\u00f3n hasta Alfa Centauri y su hermano se queda en la Tierra esperando su regreso.<\/p>\n<p style=\"text-align: justify;\">Cuando por fin el astronauta, que a viajado a 250.000 km\/s, regresa a la Tierra,\u00a0tiene\u00a0s\u00f3lo una edad de 38 a\u00f1os y es recibido por su hermano gemelo que se qued\u00f3 en la Tierra y que tiene la edad de 80 a\u00f1os. \u00bfC\u00f3mo es posible eso?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\u25b7 PARADOJA DE LOS GEMELOS: TEORIA DE LA RELATIVIDAD\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La paradoja del gemelo de Einstein que solo alguien inteligente como \u00e9l  puede resolver | Bioguia\" \/><\/p>\n<p style=\"text-align: justify;\">Pues ha sido posible porque el hermano que viaj\u00f3 a velocidades cercanas a la de la luz ralentiz\u00f3 el tiempo que transcurri\u00f3 m\u00e1s lentamente para \u00e9l que para su hermano de la Tierra. El astronauta viaj\u00f3 hasta Alfa Centauro a 4\u20193 a\u00f1os luz de la Tierra, ida y vuelta 8\u20196 a\u00f1os luz. Pero al viajar tan r\u00e1pido, muy cerca de la velocidad de la luz, transcurrieron s\u00f3lo 10 a\u00f1os, mientras que en la Tierra pasaron 52 a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Aunque parezca incre\u00edble, esa es la realidad comprobada.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> postulaba en su teor\u00eda que la masa y la energ\u00eda eran dos aspectos de una misma cosa; la masa s\u00f3lo era energ\u00eda congelada. Para ello formulaba su famosa ecuaci\u00f3n E = mc<sup>2<\/sup>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/_w1kycNNBkOE\/TSnoKKT21QI\/AAAAAAAAExQ\/6Yj79KxRuK4\/s1600\/fotoel.gif\" alt=\"El efecto fotoel\u00e9ctrico - Astr\u00f3nomo.org .\" \/><\/p>\n<p style=\"text-align: justify;\">En otro art\u00edculo, inspirado por el \u201ccuanto\u201d de Planck, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dej\u00f3 <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>do lo que desde entonces se conoce como \u201cefecto fotoel\u00e9ctrico\u201d, demostrando que las part\u00edculas unas veces se comportan como tales y otras como una onda. Este trabajo le vali\u00f3 el premio Nobel de F\u00edsica de 1923, aunque la mayor\u00eda de la gente cree que se lo dieron por su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>.\u00a0 En verdad, si se considera la importancia de sus trabajos, la Relatividad Especial se merec\u00eda un premio Nobel y la Relatividad General de 1915, se merec\u00eda otro.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ens\u00e9\u00f1ame de Ciencia - En f\u00edsica, las ecuaciones de campo de Einstein son un  conjunto de diez ecuaciones de la teor\u00eda de la relatividad general de  Albert Einstein, que describen la interacci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">De todos sus trabajos, el m\u00e1s completo e importante, es el de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, de cuya importancia para la f\u00edsica y para la cosmolog\u00eda, a\u00fan hoy, cerca de un siglo despu\u00e9s, se est\u00e1n recogiendo resultados. As\u00ed de profunda, importante y compleja (dentro de su sencillez y belleza) son las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> que un siglo despu\u00e9s continua enviando mensajes nuevos de cuestiones de vital importancia. La <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a> tambi\u00e9n tiene su origen en la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general que curva el espacio y distorsiona el tiempo en presencia de grandes masas, haciendo posible la existencia de <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a> que seg\u00fan algunos, ser\u00e1n la posible puerta para viajar a otros universos y a otro tiempo.<\/p>\n<p style=\"text-align: justify;\">Es necesario que los cient\u00edficos piensen en estas cosas para solucionar los problemas del futuro y cu\u00e1ndo llegue el momento, salir de las encrucijadas a las que, irremediablemente, estamos destinados.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.eluniversohoy.net\/wp-content\/uploads\/2019\/06\/Peter-Lowenstein-Rolling-Solstice-Sunset_1561294423.gif\" alt=\"La puesta de Sol captada desde Mutare, Zimbabue - El Universo Hoy\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<strong>El Sol da por finalizado el d\u00eda y se esconde hasta el amanecer que, comienza en otro lugar<\/strong><\/p>\n<p style=\"text-align: justify;\">La gente corriente no piensa en estas cuestiones; su preocupaci\u00f3n es m\u00e1s cercana y cotidiana, la hipoteca del piso o los estudios de los ni\u00f1os y, en la mayor\u00eda de los casos, lo importante es el f\u00fatbol. Es una l\u00e1stima, pero as\u00ed son las cosas. No se paran ni a pensar c\u00f3mo se forma una estrella, de qu\u00e9 est\u00e1 hecha y por qu\u00e9 brilla. Nuestro Sol, por ejemplo, es una estrella mediana, amarilla, del Grupo G-2, ordinaria, que b\u00e1sicamente consume hidr\u00f3geno y como en el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> original, lo fusiona en helio. Sin embargo, puesto que los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en el hidr\u00f3geno pesan m\u00e1s que en el helio, existe un exceso de masa que se transforma en energ\u00eda mediante la f\u00f3rmula de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> E = mc<sup>2<\/sup>. Esta energ\u00eda es la que mantiene unidos los n\u00facleos. Esta es tambi\u00e9n la energ\u00eda liberada cuando el hidr\u00f3geno se fusiona para crear helio. Esta, al fin, es la raz\u00f3n de que brille el Sol.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/t1.ev.ltmcdn.com\/es\/posts\/2\/7\/3\/como_se_diferencia_una_estrella_de_un_planeta_1372_2_600.webp\" alt=\"De qu\u00e9 est\u00e1n hechas las estrellas - te lo desvelamos\" \/><\/p>\n<p style=\"text-align: justify;\">Ya hemos comentado antes que los elementos complejos se forman en las estrellas que, desde el hidr\u00f3geno, helio, litio, berilio, carbono, ne\u00f3n, etc, hasta el uranio, sin las estrellas no existir\u00edan\u2026 y nosotros tampoco, ya que nuestra forma de vida est\u00e1 basada en el carbono, un material que tiene su origen en las estrellas.<\/p>\n<p style=\"text-align: justify;\">Cuestiones tan b\u00e1sicas como estas son ignoradas por la inmensa mayor\u00eda del com\u00fan de los mortales que, en la mayor parte de los casos tiene una informaci\u00f3n err\u00f3nea y deformada de las cosas que se han transmitido de unos a otros de o\u00edda, sin base cient\u00edfica alguna y, generalmente, confundiendo los t\u00e9rminos y los conceptos.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/ik.imagekit.io\/smdxc0e2g3\/userscontent2-endpoint\/images\/8d515808-e3f7-45d3-9a98-791ff4de36f0\/0b4db295ab8882d77f95fecad0138a1a.gif?tr=w-0,rt-auto\" alt=\"ORIGEN DEL UNIVERSO by martaferlo2005 on emaze\" \/><\/p>\n<p style=\"text-align: justify;\">En EEUU, por ejemplo, se realiz\u00f3 una encuesta entre la gente de la calle y una enorme mayor\u00eda desconoc\u00eda que el universo est\u00e1 en expansi\u00f3n, que la Tierra se mueve a 30 km\/s, y cu\u00e1les son los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (part\u00edculas) que forman los n\u00facleos de los \u00e1tomos. Muy pocos contestaron el nombre del grupo de galaxias al que pertenece la nuestra, la V\u00eda L\u00e1ctea, y tampoco supieron contestar a qu\u00e9 distancia se encontraba nuestra vecina, la galaxia Andr\u00f3meda, o simplemente a qu\u00e9 distancia estamos nosotros del centro de nuestra galaxia, qu\u00e9 di\u00e1metro mide \u00e9sta o cu\u00e1ntas estrellas contiene.<\/p>\n<p style=\"text-align: justify;\">En ese examen del conocimiento b\u00e1sico sobre el lugar donde nos encontramos o c\u00f3mo funciona el Sol, los examinados se llevaron a sus casas un gran suspenso. L\u00e1stima, pero as\u00ed son las cosas, y lo grave es que el resultado de la encuesta habr\u00eda sido el mismo en cualquier parte.\u00a0 A la inmensa mayor\u00eda de las veces en que alguien expone conocimientos cient\u00edficos, ocurre lo mismo, no va nadie del pueblo llano, ni por curiosidad y, de ser as\u00ed (he sido testigo), a los diez minutos est\u00e1n bostezando.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El mundo al alcance de tu mano - Hola Telcel\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Internet: un mundo de informaci\u00f3n a tu alcance\" \/><\/p>\n<p style=\"text-align: justify;\">Esperemos que esto pueda cambiar con el nuevo universo que se nos ha venido encima y que llamamos Internet, la informaci\u00f3n est\u00e1 al alcance de todos y cada d\u00eda, m\u00e1s gente busca y mira en los distintos lugares donde \u00e9sta informaci\u00f3n le brinda la posibilidad de saber en qu\u00e9 clase de mundo viven y cu\u00e1l es el Universo que les acoge.<\/p>\n<p style=\"text-align: justify;\">Ser\u00eda un requisito necesario que todo el mundo sin excepci\u00f3n, al menos tuviera unas nociones b\u00e1sicas de aquellos temas de Ciencia que les hagan saber su procedencia y de como funciona el mundo, de manera sencilla y b\u00e1sica pero, que les haga conscientes del mundo, de esa manera, podremos esperar que todos sean m\u00e1s responsables con la Naturaleza y tambi\u00e9n entre ellos.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;title=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' 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%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;title=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;title=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;t=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/08\/12\/nuestros-conocimientos-tambien-son-relativos-2\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;title=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;title=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2022\/08\/12\/nuestros-conocimientos-tambien-son-relativos-2\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;title=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F&amp;t=Nuestros+conocimientos+tambi%C3%A9n+son+relativos' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Nuestros+conocimientos+tambi%C3%A9n+son+relativos: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Nuestros+conocimientos+tambi%C3%A9n+son+relativos&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F12%2Fnuestros-conocimientos-tambien-son-relativos-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Einstein, entonces un oscuro empleado de la\u00a0Oficina de Patentes de Berna, public\u00f3 cinco art\u00edculos que sentaron las bases de la F\u00edsica moderna. Los cinco art\u00edculos que revolucionaron la F\u00edsica:\u00a0 \u00a0 \u00a0 [&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\/28490"}],"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=28490"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28490\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28490"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28490"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28490"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}