{"id":18657,"date":"2021-01-31T07:30:51","date_gmt":"2021-01-31T06:30:51","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=18657"},"modified":"2021-01-04T07:40:22","modified_gmt":"2021-01-04T06:40:22","slug":"%c2%bfpodria-ser-que-electromagnetismo-no-sea-sino-gravedad-con","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/31\/%c2%bfpodria-ser-que-electromagnetismo-no-sea-sino-gravedad-con\/","title":{"rendered":"\u00bfPodr\u00eda ser que electromagnetismo no sea sino gravedad con&#8230;?"},"content":{"rendered":"<div style=\"text-align: justify;\">Kaluza le envi\u00f3 a <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> una teor\u00eda mediante la cual, se produc\u00eda la uni\u00f3n de las dos teor\u00edas m\u00e1s famosas hasta el momento, la de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de con la del electromagnetismo de Maxwell, y, para ello, s\u00f3lo hab\u00eda que formular la teor\u00eda en la quinta dimensi\u00f3n, es decir, poner una dimensi\u00f3n extra a las tres ya conocidas y a la temporal.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.theodorkaluza.de\/KaluzamitBartkl.jpg\" alt=\"\" width=\"285\" height=\"393\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Theodor Kaluza<\/div>\n<div>\n<p style=\"text-align: justify;\">Cuando\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0oy\u00f3 hablar de esta idea de Kaluza se entusiasm\u00f3 con ella,\u00a0 pero pronto comprendi\u00f3 que con esa teor\u00eda no se pod\u00eda predecir nada y la abandon\u00f3. La caracter\u00edstica esencial de este diagrama de abajo es que la materia, junto con las ecuaciones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('yang mills',event); return false;\">Yang-Mills<\/a><\/a>\u00a0y de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, est\u00e1 ahora incluida en el mismo campo de s\u00faper-gravedad de 11 dimensiones. Lo podemos ver de la manera siguiente:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"supergravedad2\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/supergravedad2.jpg\" alt=\"\" width=\"470\" height=\"348\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La materia con todas las fuerzas fundamentales de la naturaleza. Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a>\u00a0intermediarios o part\u00edculas portadoras de las fuerzas como el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/02\/22\/%C2%BFnos-traera-el-lhc-un-nuevo-modelo-de-la-fisica\/#\">fot\u00f3n<\/a>\u00a0para el electromagnetismo, los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>\u00a0para la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>, las part\u00edculas W y Z para la nuclear d\u00e9bil y, en la part\u00edcula portadora de la gravedad, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>, ponemos el signo de interrogaci\u00f3n, ya que se sabe que esta ah\u00ed en alg\u00fan sitio pero hasta la fecha no ha sido detectado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQCGpIzxIigyQTmeRscOPoKfiXZWHif1Mammg&amp;usqp=CAU\" alt=\"STEPHEN HAWKING Y EL UNIVERSO JAVIER DE LUCAS. - ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"La F\u00edsica del GREL: Supergravedad\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los expertos en supergravedad redescubrieron esta idea de Kaluza y Klein.Una vez que hemos empezado a considerar muchas dimensiones extra, entramos en una especie de Valhalla de las matem\u00e1ticas donde podemos enrollar las cosas de muchas maneras diferentes. Las componentes de los campos de fuerza gravitatorias en las direcciones enrolladas act\u00faan como diferentes campos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>. Obtenemos as\u00ed, pr\u00e1cticamente por nada, no s\u00f3lo electromagnetismo sino tambi\u00e9n otras fuerzas\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>. El n\u00famero m\u00e1gico de dimensiones es 11, tres de las cuales forman el espacio ordinario, una el tiempo y las siete restantes est\u00e1n enrolladas. Haciendo ciertos trucos con los n\u00fameros, este sistema resulta tener una simetr\u00eda mayor que nuestro viejo sistema espacio-temporal de cuatro dimensiones. Los campos y las part\u00edculas observadas ahora pueden ser f\u00e1cilmente acomodados, ya que una simetr\u00eda mayor significa que los indeseados infinitos se cancelan unos a otros con mayor perfecci\u00f3n que antes.<\/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=\"Cuarta Dimensi\u00f3n y viajes en el Tiempo. \u2014 Steemit\" \/><\/p>\n<p style=\"text-align: justify;\">Algunos incluso hablan de la cuarta dimensi\u00f3n y viajes en el Tiempo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ciertamente esta idea, esta idea parece ser la contraria a la noci\u00f3n de que el espacio y el tiempo sean nada m\u00e1s que puntos aislados, ya que entonces la noci\u00f3n de \u201cdimensi\u00f3n\u201d deja de tener sentido. Pero los matem\u00e1ticos no se sienten amenazados por tales contracciones aparentes. De acuerdo con ellos,\u00a0 hay todo tipo de relaciones entre los espacios enrollados y la matem\u00e1tica de los n\u00fameros enteros, \u201csueltos\u201d (uno podr\u00eda indicar los puntos aislados del espacio-tiempo con enteros). \u00bfPodr\u00eda ser que existieran diferentes formas de describir nuestro espacio y el tiempo que todas fueran matem\u00e1ticamente equivalentes? Simplemente no lo sabemos.<\/p>\n<p style=\"text-align: justify;\">Lo que sospecho es que la Super-gravedad de dimensi\u00f3n once puede que s\u00f3lo sea, en el mejor de los casos, la punta de un maravilloso Iceberg, p que sea simplemente err\u00f3nea.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Ffarm5.static.flickr.com%2F4077%2F4830970216_e1a7630299_o.jpg&amp;imgrefurl=http%3A%2F%2Fpasalavida.org%2F2010%2F07%2F26%2Fel-lhc-obtiene-indicios-de-la-particula-elemental-mas-masiva-por-primera-vez-en-europa%2F&amp;docid=6xKtWN7mA5qaNM&amp;tbnid=X9eCnKUGO4VCyM%3A&amp;w=1145&amp;h=1122&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAIQxiAwAA&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"X9eCnKUGO4VCyM:\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQDM4jXODzQw9NI_BpS6bO1qa0OiaxhINUj1Ob_fBy1wnyxbp8P\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.stfc.ac.uk%2FRALSpace%2Fresources%2Fimage%2Fjpg%2Ffirst-real.jpg&amp;imgrefurl=http%3A%2F%2Fpicsbox.biz%2Fkey%2Flhc%2520latest%2520news&amp;docid=uOeqKnoEPbFUeM&amp;tbnid=L1poUUBJ3cXbhM&amp;w=2676&amp;h=2160&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAMQxiAwAQ&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"L1poUUBJ3cXbhM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcS3XAQb6H9Bp3PDEcYxixD3KJ4a0wL-f7wVrcoTPPH8-cmXKx-VPXXN9g\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.festascienzafilosofia.it%2Fwp-content%2Fuploads%2F2013%2F04%2Fcollisione.jpg&amp;imgrefurl=http%3A%2F%2Fwww.festascienzafilosofia.it%2F2013%2F05%2Fbosone-di-higgs-guido-tonelli-autore-della-scoperta-a-fsf-2013%2F&amp;docid=6jHFu3a81n2OSM&amp;tbnid=qivZNUkGziD1OM&amp;w=1920&amp;h=1080&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAQQxiAwAg&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAQQxiAwAg\" data-item-id=\"qivZNUkGziD1OM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcSEFfBOr31PfGFiR71MJ9M9Dev2j3PNC7PRyguzVb4wgrrWVcNO0HoHSNY\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.symmetrymagazine.org%2Fsymmetry%2Fsites%2Fdefault%2Ffiles%2Fbreaking%2Fwp-content%2Fuploads%2F2010%2F11%2Fev71_3D.png&amp;imgrefurl=http%3A%2F%2Fwww.symmetrymagazine.org%2Fbreaking%2F2010%2F11%2F18%2Ffirst-measurements-public-from-lhc%2525e2%252580%252599s-lead-ion-collisions&amp;docid=HyzHBQGdxtoebM&amp;tbnid=MZTDEd9B-dnVHM&amp;w=2428&amp;h=2080&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAUQxiAwAw&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"MZTDEd9B-dnVHM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQx-DhNVbfmmDrFHgQyDt0pKbBnnLhxAScZulgbfrKJTeQ8Dd4wU2DXvg\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F4.bp.blogspot.com%2F-TaSGL_CS7P0%2FT_SQlWKbJWI%2FAAAAAAAAJVA%2Fl9EPWYmjWAU%2Fs320%2Fr150431-e541464-3dv4_CMS_LHC_FirstCollisionsHeavyIonsNov8_iSpyFireworksCMS_CERN2010.png&amp;imgrefurl=http%3A%2F%2Fwww.astrofisicayfisica.com%2F2012_07_01_archive.html&amp;docid=DDuXEHptxEUkAM&amp;tbnid=u8o0O6OWonuPHM&amp;w=1600&amp;h=900&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAYQxiAwBA&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"u8o0O6OWonuPHM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcTrhJ9OXikTek3IF-Bsd69Hznq0rKvoeQ_OuLLOBzFzbC8X8z-RZnzwYww\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fi.i.cbsi.com%2Fcnwk.1d%2Fi%2Ftim%2F%2F2010%2F03%2F30%2FLHC_Atlas_first_7tev_collision.jpg&amp;imgrefurl=http%3A%2F%2Fnews.cnet.com%2F8301-30685_3-20001396-264.html&amp;docid=FyNOZSfy122o2M&amp;tbnid=eBasczc0CNPqgM&amp;w=2127&amp;h=1356&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAcQxiAwBQ&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAcQxiAwBQ\" data-item-id=\"eBasczc0CNPqgM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcS3TGbxtfDZibgwLvlzs_R1z38_D2gh3up4kHMYJgmOld_XlfN5ySmybw\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fvixra.files.wordpress.com%2F2010%2F11%2Fev41_1_3d.png&amp;imgrefurl=http%3A%2F%2Fblog.vixra.org%2F2010%2F11%2F&amp;docid=9_yVrnEWcTJjdM&amp;tbnid=tsBKqpWZM8VbNM&amp;w=2608&amp;h=2160&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAgQxiAwBg&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAgQxiAwBg\" data-item-id=\"tsBKqpWZM8VbNM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcSGttbvAl9nw7iSpN33nZcA2vQE14WsSRBG1n_RETbLgDTliVT4jxcD5w\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F3.bp.blogspot.com%2F_SB2CqygR5Y8%2FTOUPHEs7hsI%2FAAAAAAAAAag%2FIJyrppk7ZuY%2Fs1600%2Fcms_firstleadcoll2.jpg&amp;imgrefurl=http%3A%2F%2Fsacrit.blogspot.com%2F2010%2F11%2Fsmashing-baby-heavy-lead-ion-collisions.html&amp;docid=-NG8JTj7ZoQbiM&amp;tbnid=gqnaxq8xAFz2AM&amp;w=1600&amp;h=900&amp;ei=LOUWUtXHDebF0QXi6YHICA&amp;ved=0CAkQxiAwBw&amp;iact=c\" data-target-tbnid=\"X9eCnKUGO4VCyM:\" data-ved=\"0CAkQxiAwBw\" data-item-id=\"gqnaxq8xAFz2AM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcT8R7gwf2ixNmxdbbxdd4uj0rRX1saGoYROsFudPJbBkcU4Pc6C4KGbgL0\" alt=\"\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">\u00a0Se intenta y se utilizan energ\u00edas inmensas pero, no siempre podemos ver todo lo que hay<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No deber\u00edamos olvidar en este\u00a0 momento que estamos tratando de suposiciones y que los argumentos te\u00f3ricos que la sustentan son a\u00fan, extremadamente d\u00e9biles. \u00bfPor qu\u00e9\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>? \u00bfPor qu\u00e9 Once Dimensiones? \u00bfPor qu\u00e9 en este mundo todo deber\u00eda ser maravillosamente sim\u00e9trico? Y, sobre todo, \u00bfpor qu\u00e9 un continuo, si ya sabemos que el espacio y el tiempo han perdido su significado habitual a distancias ultracortas? Adem\u00e1s est\u00e1 la dificultad persistente en esta clase de teor\u00edas de que las interacciones entre part\u00edculas son siempre tratadas como perturbaciones que afectan a sus trayectorias las cuales, de otra manera, ser\u00edan perfectamente rectil\u00edneas.<\/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=\"rg_hi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRr88OIHCrLbhRDjRr8-hW8YfHdXKwZjATFUbs-E-09tBEhe9YI\" alt=\"\" width=\"280\" height=\"175\" data-height=\"175\" data-width=\"280\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero entonces habr\u00e1 nuevas (y diferentes) perturbaciones sobre esas trayectorias perturbadas, y perturbaciones sobre ellas, y as\u00ed sucesivamente. esta serie de perturbaciones no acaba nunca y este es un problema que se impone en cualquier proceso de formulaci\u00f3n exacta.<\/p>\n<p style=\"text-align: justify;\">Es cierto que este problema tambi\u00e9n afecta al viejo \u201cmodelo est\u00e1ndar\u201d, pero al menos all\u00ed se podr\u00eda arg\u00fcir que, donde realmente importaba, las fuerzas podr\u00edan mantenerse peque\u00f1as\u00a0 y que la serie de perturbaciones converg\u00eda r\u00e1pidamente. Esto no se puede mantener as\u00ed en nuestra teor\u00eda de la (super)\u00a0 Gravedad, ya que a distancias peque\u00f1as las interacciones se hacen fuertes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/21\/CNO_Cycle.svg\/280px-CNO_Cycle.svg.png\" alt=\"CNO Cycle.svg\" width=\"280\" height=\"280\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los Quarks permanecen confinados dentro del n\u00facleo formando\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\">neutrones<\/a>\u00a0y, cuando tratan de separase, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/supergravedad\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>\u00a0aumenta, en cambio, cuando los Quarks est\u00e1n juntos, se mueven con facilidad y la fuerza disminuye: Libertad asint\u00f3tica de los Quarks.<\/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=\"C\u00f3mo cambian los nucleones al ser confinados en un n\u00facleo - La Ciencia de  la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es cierto que fue un alivio descubrir aquellas primeras dificultades serias en esta teor\u00eda, u result\u00f3 que no era posible tener infinitos que se cancelasen en diagramas con m\u00e1s de siete lazos cerrados. La teor\u00eda, o mejor dicho, la especulaci\u00f3n de que esto fuese una \u201cteor\u00eda de todo\u201d se abandon\u00f3 (como otras veces ocurri\u00f3) porque algo m\u00f1\u00e1s interesante apareci\u00f3 en el horizonte de la F\u00edsica. \u00a1Las Supercuerdas!<\/p>\n<p style=\"text-align: justify;\">Aunque hemos hablado mucho de ellas, creo que debemos profundizar algo m\u00e1s en esta prometedora teor\u00eda y, aunque de momento es s\u00f3lo una especulaci\u00f3n avanzada\u2026\u00bfQui\u00e9n sabe? lo que nos podr\u00eda traer. Hablaremos de ella en pr\u00f3ximos trabajos.<\/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%2F01%2F31%2F%25c2%25bfpodria-ser-que-electromagnetismo-no-sea-sino-gravedad-con%2F&amp;title=%C2%BFPodr%C3%ADa+ser+que+electromagnetismo+no+sea+sino+gravedad+con%26%238230%3B%3F' 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%2F01%2F31%2F%25c2%25bfpodria-ser-que-electromagnetismo-no-sea-sino-gravedad-con%2F&amp;title=%C2%BFPodr%C3%ADa+ser+que+electromagnetismo+no+sea+sino+gravedad+con%26%238230%3B%3F' 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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