{"id":26801,"date":"2021-07-11T04:18:03","date_gmt":"2021-07-11T03:18:03","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26801"},"modified":"2021-07-11T04:18:03","modified_gmt":"2021-07-11T03:18:03","slug":"%c2%bfhay-una-quinta-fuerza-de-la-naturaleza-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/11\/%c2%bfhay-una-quinta-fuerza-de-la-naturaleza-4\/","title":{"rendered":"\u00bfHay una quinta fuerza de la naturaleza?"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El experimento que muestra evidencias &quot;s\u00f3lidas&quot; de una nueva fuerza en la  naturaleza - BBC News Mundo\" \/><img decoding=\"async\" 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\" alt=\"El experimento que muestra evidencias &quot;s\u00f3lidas&quot; de una nueva fuerza en la  naturaleza - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<article itemscope=\"\" itemtype=\"http:\/\/schema.org\/NewsArticle\">\n<div id=\"articulo_interior\">\n<header id=\"articulo-encabezado\">\n<div id=\"articulo-titulares\">\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div>\n<div data-hveid=\"CAIQAA\" data-ved=\"2ahUKEwiXm7TzgNrxAhUrzIUKHRQ7ClcQFSgAMAB6BAgCEAA\">\n<div style=\"text-align: justify;\">\n<blockquote><p>&#8221; El experimento se realiz\u00f3 en el Fermilab. Las fuerzas de la f\u00edsica est\u00e1n en juego en cada momento de &#8230; posibles se\u00f1ales de una\u00a0quinta fuerza\u00a0fundamental de la\u00a0naturaleza. &#8230; Los\u00a0resultados\u00a0del experimento Muon g-2, sin embargo, no son 100%\u00a0&#8230;&#8221;<\/p><\/blockquote>\n<\/div>\n<\/div>\n<\/div>\n<div>\n<div data-hveid=\"CAYQAA\" data-ved=\"2ahUKEwiXm7TzgNrxAhUrzIUKHRQ7ClcQuU4oAHoECAYQAA\">\n<h2>Otras preguntas<\/h2>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\"><strong>Una se\u00f1al de un experimento h\u00fangaro de f\u00edsica apunta a la posibilidad de que exista una fuerza fundamental de la Naturaleza m\u00e1s all\u00e1 de las cuatro que conocemos hasta el momento.<\/strong><\/p>\n<\/div>\n<aside id=\"compartir_superior\"><\/aside>\n<\/header>\n<\/div>\n<\/article>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/ep01.epimg.net\/elpais\/imagenes\/2016\/08\/31\/ciencia\/1472658226_451236_1472660643_noticia_normal.jpg\" alt=\"Resultado de imagen de Una quinta fuerza en la Naturaleza\" width=\"304\" height=\"203\" \/><\/div>\n<p style=\"text-align: justify;\">\n<figure itemprop=\"image\" itemscope=\"\" itemtype=\"http:\/\/schema.org\/ImageObject\"><figcaption itemprop=\"caption\">La Tierra rodeada de filamentos de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, seg\u00fan una hip\u00f3tesis para explicar qu\u00e9 es. NASA\/JPL-Caltech<\/figcaption><\/figure>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/LS9WS7ehE2OvZxBEVfH50GcJv0qOpG_JcaZ_GMkGWzUA3v_-RhOSSCjVIxPSGtF3zcZRv-69ygTwlcSjKUtlVSQiWvfU0LUTFAtSM2TZcJof8irB3UVFJXI\" alt=\"13050104fuerzasuniverso\" \/><\/p>\n<div id=\"cuerpo_noticia\" style=\"text-align: justify;\">\n<p>Todos, aunque no tengamos ni idea de f\u00edsica, hemos experimentado los efectos de las cuatro fuerzas fundamentales de la naturaleza. La gravedad nos pega al suelo, la interacci\u00f3n nuclear fuerte se rompe a base de bombardeos con <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> para producir energ\u00eda en las centrales at\u00f3micas, la radiaci\u00f3n electromagn\u00e9tica que generan el Sol o las bombillas nos ilumina y la interacci\u00f3n nuclear d\u00e9bil, quiz\u00e1 la m\u00e1s esot\u00e9rica, produce nuevos elementos y permite, por ejemplo, la dataci\u00f3n por carbono 14.<\/p>\n<p>&nbsp;<\/p>\n<div><img decoding=\"async\" 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\" alt=\"Las fuerzas fundamentales de la naturaleza y su part\u00edcula mediadora: Fuerzas  fundamentales de la naturaleza\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRfvpFoN0031KYE89AWMsnMC3MsI_nOtNKY8Up7bcPKHxnZ80VcUNlYpdUGhkEmyHYcNCY&amp;usqp=CAU\" alt=\"Fuerzas Fosilizadas | Trinoceronte\" \/><\/div>\n<p>&nbsp;<\/p>\n<p>En la naturaleza, existe la interacci\u00f3n de cuatro fuerzas a saber: la <a href=\"#\" onclick=\"referencia('fuerza gravitacional',event); return false;\">fuerza gravitacional<\/a>, la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>, la <a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a> y la interacci\u00f3n d\u00e9bil.<\/p>\n<p>Con estos antecedentes, cuando desde principios de este a\u00f1o comenz\u00f3 a hablarse del posible descubrimiento de una quinta fuerza, muchos trataron de imaginar un fen\u00f3meno parecido que se nos hubiese podido escapar. Sin embargo, a\u00fan queda mucho para poder confirmar el hallazgo y los efectos de esa quinta fuerza no ser\u00edan tan evidentes como los de las cuatro anteriores.<\/p>\n<p>&nbsp;<\/p>\n<section id=\"sumario_1|html\"><a name=\"sumario_1\"><\/a><\/section>\n<section><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/img.europapress.net\/fotoweb\/fotonoticia_20160816122931_644.jpg\" alt=\"V\u00eda L\u00e1ctea y Andr\u00f3meda dentro de 3.750 millones de a\u00f1os\" width=\"644\" height=\"577\" border=\"0\" \/><\/section>\n<section><\/section>\n<section><\/section>\n<section><a name=\"sumario_1\"><\/a><\/section>\n<\/div>\n<div style=\"text-align: justify;\">\n<p>Varios experimentos en todo el mundo podr\u00edan confirmar o descartar la existencia de esta quinta fuerza<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Si al final tiene \u00e9xito y no queda aplastada por nuevos datos que la refuten, la historia de esta revoluci\u00f3n comenzar\u00e1 a contarse en Hungr\u00eda. All\u00ed, en el Instituto para la Investigaci\u00f3n Nuclear de la Academia H\u00fangara de ciencias en Debrecen,<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"F\u00cdSICOS HUNGAROS AFIRMAN QUE DESCUBRIERON UNA QUINTA FUERZA FUNDAMENTAL: EL  BOS\u00d3N X \u2013 UNIVERSITAM\" \/><img decoding=\"async\" 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\" alt=\"Se ha descubierto una quinta fuerza de la naturaleza? ... en Taringa!\" \/><img decoding=\"async\" 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\" alt=\"Evidencias de una quinta fuerza de la naturaleza \u2013 No Nos Rendiremos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHAvpZaPqTMOlwa3v50MfkVrf5yGNzQwIUtQ&amp;usqp=CAU\" alt=\"Los fotones oscuros: la part\u00edcula que probar\u00eda la existencia de la materia  oscura - 01.09.2019, Sputnik Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Los h\u00fangaros Insisten en la evidencia de la quinta fuerza<\/p>\n<p style=\"text-align: justify;\">Attila Krasznahorkay y su equipo observaron un fen\u00f3meno extra\u00f1o en un experimento dise\u00f1ado para buscar \u201c<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> oscuros\u201d, un tipo de part\u00edculas que ayudar\u00edan a entender qu\u00e9 es la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>. En su b\u00fasqueda, disparaban <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> a unas dianas de litio, generando n\u00facleos de berilio 8, un elemento inestable que, por efecto de la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a>, se desintegraba produciendo <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y positrones.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikiimg.tojsiabtv.com\/wikipedia\/commons\/thumb\/5\/5d\/Triple-Alpha_Process.svg\/300px-Triple-Alpha_Process.svg.png\" alt=\"Berilio-8 - gaz.wiki\" \/><\/p>\n<p style=\"text-align: justify;\">Buscando entre las part\u00edculas producidas en esos choques, encontraron una anomal\u00eda que solo eran capaces de explicar si existiese una part\u00edcula a\u00fan desconocida. Se tratar\u00eda de un <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> ligero, solo 34 veces m\u00e1s pesado que un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, algo que permitir\u00eda su detecci\u00f3n sin una m\u00e1quina descomunal como el LHC, necesaria para generar <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> pesados como el higgs. Eso har\u00eda asequible para muchos grupos del mundo el estudio de ese rango energ\u00e9tico en busca de la nueva part\u00edcula, pero tambi\u00e9n plantea la cuesti\u00f3n de por qu\u00e9 no se ha encontrado antes.<\/p>\n<div style=\"text-align: justify;\">\n<div><img decoding=\"async\" title=\"\" src=\"http:\/\/www.innovaticias.com\/userfiles\/extra\/thumbs\/306_UFOK_fotonoticia_20160526170046_644.jpg\" alt=\"\" width=\"306\" align=\"left\" \/><\/div>\n<p>F\u00edsicos de la Universidad de California sugieren que el trabajo realizado por un equipo en Hungr\u00eda el a\u00f1o pasado podr\u00eda haber revelado la existencia de una quinta fuerza de la naturaleza.<\/p>\n<p>Aquel estudio, como es natural, caus\u00f3 un gran revuelo en la comunidad de la F\u00edsica, que tiene a varios grupos que se han fijado la meta de reproducir los experimentos realizados por el equipo de la del Instituto de Investigaci\u00f3n Nuclear de la Academia H\u00fangara de Ciencias.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">El trabajo h\u00fangaro gan\u00f3 relevancia internacional cuando un grupo de f\u00edsicos te\u00f3ricos de la Universidad de California en Irvine liderado por Jonathan Feng tom\u00f3 sus datos y\u00a0<a href=\"http:\/\/journals.aps.org\/prl\/abstract\/10.1103\/PhysRevLett.117.071803\">trat\u00f3 de explicar su significado<\/a>\u00a0en un reciente art\u00edculo publicado en la revista\u00a0<em>Physical Review Letters<\/em>. Seg\u00fan ellos, no se tratar\u00eda de un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> oscuro, sino de un <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a>. El motivo por el que no se habr\u00eda encontrado hasta ahora, pese a que hay aceleradores capaces de generar part\u00edculas de esa masa desde los a\u00f1os cincuenta, es que no interactuar\u00eda con <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, y solo se relacionar\u00eda con <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> de una forma d\u00e9bil. Ahora que otros grupos saben d\u00f3nde buscar, podr\u00e1n dedicar sus experimentos a la b\u00fasqueda de nuevos datos que confirmen o descarten la existencia del <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> X.<\/p>\n<p style=\"text-align: justify;\">\n<section id=\"sumario_2|html\"><a name=\"sumario_2\"><\/a><\/section>\n<section><img decoding=\"async\" src=\"http:\/\/www.scientificamerican.com\/espanol\/cache\/file\/7649E0FC-E9ED-4EAF-BC87C664A42ED2EF.jpg?w=590&amp;h=393&amp;E212FB51-58F3-43C7-B7A1962C899422C8\" alt=\"\" \/><\/section>\n<section><\/section>\n<section><\/section>\n<section><\/section>\n<section><\/section>\n<section>\u00a0<\/section>\n<section><\/section>\n<section><\/section>\n<section><\/section>\n<section>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfPodr\u00eda estar el Universo lleno de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> oscuros que tienen masa?<\/section>\n<section><a name=\"sumario_2\"><\/a><\/section>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Son los fotones oscuros portadores de la quinta fuerza del Universo?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El CERN busca &quot;fotones oscuros&quot;, el hipot\u00e9tico primo de la luz que podr\u00eda  desbloquear la materia oscura - QUO M\u00e9xico\" \/><\/p>\n<div style=\"text-align: justify;\">\n<p>La nueva part\u00edcula podr\u00eda servir para elaborar una teor\u00eda unificada que explicase todas las fuerzas conocidas<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cCon los experimentos que hay en marcha y los que est\u00e1n a punto de arrancar, se podr\u00e1 comprobar en uno o dos a\u00f1os si esa part\u00edcula existe\u201d, se\u00f1ala Eduard Mass\u00f3, catedr\u00e1tico de F\u00edsica Te\u00f3rica en la Universidad Aut\u00f3noma de Barcelona. No obstante, Mass\u00f3 recuerda que la experiencia muestra que a veces hay se\u00f1ales de f\u00edsica ex\u00f3tica que al final son efectos de los propios experimentos que no se han interpretado bien. Sobre la posibilidad real de que la se\u00f1al observada por el equipo h\u00fangaro se confirme como el indicio de esa nueva fuerza de la naturaleza, otro f\u00edsico responde con humor: \u201cHay rumores sobre la existencia de un templo oculto en las profundidades del Himalaya, dedicado \u00fanicamente a servir de mausoleo a las quintas fuerzas difuntas\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">El escepticismo sobre los resultados del grupo h\u00fangaro se alimenta adem\u00e1s por dos anuncios previos que acabaron en nada.\u00a0<a href=\"https:\/\/www.quantamagazine.org\/20160607-new-boson-claim-faces-scrutiny\/\">Seg\u00fan contaba a la revista\u00a0<em>Quanta<\/em><\/a>\u00a0el investigador de la Universidad del Estado de M\u00edchigan (EE. UU.) Oscar Naviliat Cuncic, en 2008 afirmaron haber descubierto un <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de 12 megaelectronvoltios y en 2012 otro de 13,5. Ambos hallazgos desaparecieron cuando se obtuvieron nuevos datos con mejores detectores.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/universitam.com\/academicos\/wp-content\/uploads\/2016\/06\/atomki_AP-300x200.jpg\" alt=\"atomki_AP\" width=\"300\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">El a\u00f1o pasado, un equipo de f\u00edsicos nucleares en Hungr\u00eda observaron una anomal\u00eda en las desintegraciones\u00a0 de \u00e1tomos excitados de berilio-8\u00a0 -en las que se produjeron inesperados pares de part\u00edculas con un \u00e1ngulo particular de separaci\u00f3n. El bache en los datos de los f\u00edsicos era inconfundible, con probabilidades de menos de uno de cada 100 mil millones que surgieran por casualidad. Informaron de la anomal\u00eda en\u00a0<a href=\"http:\/\/journals.aps.org\/prl\/abstract\/10.1103\/PhysRevLett.116.042501\"><em>Physical Review Letters<\/em><\/a>\u00a0en enero, en ese entonces, los investigadores argumentaron que podr\u00eda significar la existencia de una nueva part\u00edcula fundamental. Pero al principio, pocos se dieron cuenta del descubrimiento.<\/p>\n<h3 style=\"text-align: justify;\">Lo que pasar\u00eda si se encuentra<\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSniY9go2-sDvq-dvr-HnYrRBz5mwu2KClu9w&amp;usqp=CAU\" alt=\"Que es el boson de Higgs y porque es importante? - EspacioCiencia.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT_Stx2kwKQ0lh3aTYmHuMRMcUr9DKSFlOPabLgLadz-5GPOVyilPOzbS0Ph4ouvlQLRBY&amp;usqp=CAU\" alt=\"Un hallazgo con el bos\u00f3n de Higgs confirma el Modelo Est\u00e1ndar\" \/><\/p>\n<p style=\"text-align: justify;\">A la espera de que la comunidad cient\u00edfica averig\u00fce si el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> X es o no una realidad, Mass\u00f3 adelanta qu\u00e9 significar\u00eda esa quinta fuerza que, en principio, no tendr\u00eda una influencia tan evidente en nuestra vida como las cuatro que conocemos hasta ahora. \u201cEn el nivel m\u00e1s entusiasta, encontrar esta part\u00edcula que se acopla de una forma tan precisa y tan especial a las otras part\u00edculas, supondr\u00eda una revoluci\u00f3n. Ser\u00eda la punta del iceberg de una nueva f\u00edsica, porque existe la posibilidad de que la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> tenga interacciones m\u00e1s all\u00e1 de las gravitacionales, que no nos dan mucha informaci\u00f3n sobre esas part\u00edculas\u201d, indica. \u201cMuchos experimentos para buscar la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> no han dado los resultados esperados y es posible que sea algo muy diferente de lo que se hab\u00eda supuesto. Es posible que sean part\u00edculas de lo que a veces se llama un mundo shadow [de sombra] que contactar\u00eda con el nuestro a trav\u00e9s de unas interacciones mediadas por esa quinta fuerza, que ser\u00eda como un puente entre nuestro mundo y el de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, plantea.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/universitam.com\/academicos\/wp-content\/uploads\/2016\/06\/VectorBoson_1000-300x103.png\" alt=\"VectorBoson_1000\" width=\"300\" height=\"103\" \/><\/p>\n<p style=\"text-align: justify;\">Sorprendentemente, mientras que se necesitaba un mayor super-colisionador del mundo para producir el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> pesado, el hipot\u00e9tico <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de Hungr\u00eda es tan ligero, con un peso de s\u00f3lo 34 veces el peso del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, que podr\u00eda haber aparecido en los experimentos hace d\u00e9cadas. Si realmente existe, \u00bfC\u00f3mo ha pasado desapercibido durante tanto tiempo? La mayor\u00eda de los expertos se mantienen esc\u00e9pticos hasta que se presenten nuevas prueba en la f\u00edsica de part\u00edculas \u2013 incluso para Feng, \u201ces una presi\u00f3n enorme\u00a0 decir que una quinta fuerza ha sido descubierta, y reconoce que, obviamente, es necesario comprobarlo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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iaeKpebfI8ZGFro25h\/zMQPBYHFWlm+P9HbKHH6HxeGYh0Zl3OgLKfdmvfInDCcgCTyAEn3SomaQxN7yifDs6s9suKOm23\/AJ0T0+ifJXE4k61QNSp7bsLO3JqodnWZd43QagBFVUYDVCbFb8yE7R0HMeMDmFOtVRWprcK20csnaHwrXvPT1PJ9r5ob9kywwOg9Qg1Bq32C12boRNpPhAsvJ+idVV57qf0p6bH36g\/VLLGE4mocOvqUI8+w\/GdooqfdrdHo7zaMQ+twejZahADsLMMNTOe3fVfaOnPYoveYLCpSQU0FlXZ0k5kk7ySSSd5JkVvVQAABYDIAbp9xEClwI8ziHofgqXxNPkDE\/wA1B3kOO2eSXUqdP0m82Kycag3n1ttIAIdP1IWHXaWNGqrKrqbhgGB5QRcH3QNsREBERARE11DZSdtgT4QIWkNMYegQK1VEJzAJuxHLqjO3TN2Cx9KsuvRdXXZdTex5CNx65zPRVIYh2q1Wu7kuxPTu6hst0SZocmhpCmKZycmm4GxlsSCR0EX98o6XExKk6bp82pv3LsGsCeN+Q9OyQW8SpbS6lmRVYMLDMLmbvccYbqZzvbMTfgtIpVYqgbIE5gC4B1cs77eWBPiIgJGp+tfsr83kmRqfrX7K\/N4GcPx6naH7FkiR8Px6naH7FkiAkfGYgU6b1G2IrOepQT\/aSJUeUPpU0pe1qpSPZ1tdx\/QjQNug8MUoKH47Xqv23Jd\/FiO6WURAREQNboCCCAQciDmCDtBEpUc4MhWJOGJsrHM4cn8LH2fI34dhyzF9NboCCCAQciDmCOkQPsGfIUbbCUlnwey74bvLYf8Au1Po2r0jZc06isoZSCpAIIzBB2EGBtmupTVhZlBHIQCPdNkQIQ0dT3BgOQPUA9wa0r8VWCNwfCovnmF2Yi4pLz6h2k8i3uT0XM3Y3HszGhhrGplrMc1og\/ifla2xdp32EkaOwKUV1VuWY6zu2bO29mO8+A2CBnR2BWiuqtySdZ2ObOx2sx3n5ZAZCToiAiIgfPQZU+Tx1ab0D\/kO1Edmwen8DqO6XEqKXo4513VKSVLfmR2Rj7mQd0C3iIgIiICIiB4jSfkfVFRnwjoFclij3AUk3OqwBy6LZSd5O+TBo1PP12D1ACFC31UvtIJzLbr8k9TEBI1DCoq6qgWuxzzzJJOfeZJiBr82vNHJsEyEUG4AB6p9xAREQEjU\/Wv2V+byTI1P1r9lfm8DOH49TtD9iyRI+H49TtD9iyRASp0mt8RhRyO7+6k6\/wD7ltKnSratfDNuNRqZ\/VSqEeKiBbREQEREBERASjqYKpQYvhV1kJu9C4AuTcvSJyVuVT6J6DLyRMdjadFdeo2qNgGZLHcFUZsegQMYDH06y61M3AOqwNwysNqupzVhyGV9THVMQTTwraqA6r4jIgEbUpA8ZvzcUdJyEDGaGqYtjWb\/AA111AozeqoNwMTYgFN2oMxc+lnaWOD0kEK0MQgovxUI9U9tnm2tYH8psevbAn4HBJRTUprYXLHeWJ2sxOZYnMkyXEQEREBERASoxOWOoHlpVl7taif7S3lQ\/pY9f9OgxPXUqKF8KTQLeIiAiIgIiICIiAiIgIiICIiAkan61+yvzeSZGp+tfsr83gZw\/HqdofsWSJHw\/HqdofsWSICV2mcKalFgnHUrUTtowZe4kW6iZYxAh6Pxi1qa1FyvtB2qwyZGG5gbg9UmSnxOAqI7V8MVDNnUptcJUPOBGaVLADWzBG0bxldOIuVdKlE\/nUle6ot18YFvEqf+osF\/5NH+tb+68fx2kcqa1ap\/06bkf1EBfGBbTVWqqilnYKozJYgAdZMrDWxlTiU0oLzqp137qaHV9790+qWhaZIeszV2GYNSxVTyogAVeu1+mBrOk6lbLCJddnnqgIQdKrk1TusOmSMHotUbzrMalU5Go20cqouxF6B33llEBNOIoI6lHVWU5FWAIPWDN0QKQYKvQ\/7ZtdB\/lVSbjoSqbkdTAjpEkYXTFNmFN9alUP8Al1BqseyeK36SZZzRicKlRSlRFdTuYAj3GBviVH8JZP8At67oNyP\/ADU9zekO5hMjEYxePRp1By0nKn+lxb4oFtEqRpapvweJH\/sn5VJ8\/wARxLZU8I6nlrOiKO5C7H3QJ2MxaUkNSobKouT8gBvJOQA2yJoWg9nrVRZ6za5U7aaWAp0z0hRc\/mZpihoxmdauJcVHU3RQNWmh5yqbkt+Ziei0toCIiAiIgIiICIiAiIgIiICIiAkan61+yvzeSZGp+tfsr83gaDiQjuGBzIItbZqqOXlBn3w9ea3h9ZmIGOHrzW8PrHD15reH1mYgY4evNbw+scPXmt4fWZiB88NTmH3L9Znh681vD6zMQMcPXmt4fWOHrzW8PrMxAxw9ea3h9Y4evNbw+szEDHD15reH1jh681vD6zMQMcPXmt4fWOHrzW8PrMxAx\/EF5rfD9Y4evNbw+szEDHD15reH1jh681vD6zMQMcPXmt4fWOHrzW8PrMxAxw9ea3h9Y4evNbw+szEDHD15reH1jh681vD6zMQMcPXmt4fWOHrzW8PrMxAxw9ea3h9Y4evNbw+szEDHD15reH1jh681vD6zMQMcPXmt4fWOHrzW8PrMxAxw9ea3h9Y4evNbw+szEDHD15reH1mcK+s7MAQLKudto1idh6REQP\/Z\" alt=\"La part\u00edcula al final del universo - Sean Carroll\" \/><img decoding=\"async\" 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Fm7i9gdPLX8Zb3iJxYz4RMI1UKKoMqqAPL5a9zpN0RNFyIiAiIgIiICIiAiIgIiIHhnGcb\/VJ\/nYb\/APRSnZmcxxTCF6dWlfKWR0B7ZlIVtO1wZlyfDPkm41Yvh1KqQ1SmrMvwvazr+5UHMvsROU4NhWNdqjlwGCqtNneoFCXsWeoSz1NbX0AGnS86ujiBUpZ7FcysGW+qMLq6EjS6sGU26rPKeDp5ACwUsbJdgCzWJst9zYE2HQGRjh5Y2NeLHHLC+Xv4fOPpZwehhK1PK1RlcF2S40FzYK+9ri2uvn2r2enUcVBQc010KKR8XS+lyLbzovpZwpqlRSx1UFR2IuSOmh3kPhXDilqYuSzDXoL2GwF5jlLrqXbzOT8fl8r443\/i8+jJbEZy6Gmi2yAb22s2lgfS06dMBTB0X5kn8I4fgUopkX1Yndj3ld9JqllTNmFO5zFTrmA5QdLZZnqY47sayXDDd9pfDFF6psLeKwU9MoSnop7Zs3vedZQHKvoPynzXgnGzTp5WVmUm9PW1h1F7ai9vxlsfpZVZbKiqdLEXNvYi0vx82OPtbj58ddu5nl5wb8ersLFyNfs2B\/AbTBsW7WzM7W2u21\/aXv5WPxG37pfTumxCg2LKD2JAM0NxKkLjOLjtfp2nIIL73+clUlj99vqH7HQniqdA1\/S011eK2F8oHrr8rSpaoFF\/kJCepm1N\/ntIvNki8lWmI465+AAedryFU4jVY3zt7aD5CRrjsfnFx2\/GZ3kyvuqXK35b\/wBOqf3j\/MzfR4vVW3NmA6MN\/U7yDcdvxi47fjImeU9VHlft0mD4yr2Dcp\/A7dektFa+o1BnD3HY\/OWnCeKZORvg6H7v+034+bvWTXHP7dPExBvqJlOlqREQEREBERAREQEREDyV3EqP2x03\/gZZTwiRZuaRZtyDp4TNUAvTc5qg3KGwXOB1WyjMPVupnP8A0qwmZfHcLVo0VV0Fs4FqgauXB0N6aZFPTM+07nFYMg5l23t1EoOI8OBp1QjGmGRwygDwzdSrXTzGmhHfvfHG3Cq4ZXC+unNv9xc5Ck\/EWcjyu1zb1MueC8LYMKlQFSPhXr6mSMA+INOm4SgCyISczgm6g62TU6yRfE\/doDzzObedimvpL581s1I6+X8+5Y+OM1E13ABJNgNz0EhD65lb\/wBJTcXGlRuhsfsqdQepEyTA3Iao5qEHQWyILdQgJufUkeUuMNgi2raDz3Mxkt6jgktRH4MlenZhlH2CNCp7jy8pyOKwL0WKOLEbHow7ifTVUAWEhcS4clZbNuNVPUH+XlJ5Px5lOvZnwzLue3A01kums9xGDakxVhqNj0I7ibaazjmNl7Y446bEWS0E001myu1l9ZrOmkRqr5jf5TCDK5VavqSVpfZA0NT9ruB2lKzyy1\/tMbEoNC6\/ObFcEXBuJoTBUwLBFmlsBl5qbFD93dD5eXrHau8p7idEjYTFZ7qRldfiU9PMdx5yTJXllm4RMWcDc2noN5G0r76P4vekTtqvp1H9d5fTiMPVyOr\/AHSDp26j5XnbAzs4Mt46+m\/HluMoiJu0IiICIiAiIgImBYDcj\/ieqQdRAyiJ4DASj+lKhcLVKgCo6eHTP+JWIp0\/XnqLL2c\/Tf8AS8Qrrrh8OzWI2q1xdCR0KUwXHW7noaesWbE0cLUKqqxAUAbX2FpzFPHVvGZagpLRNVqdJmLqGKP4ZRnFwjkg5VIAbSxvcDuZFbBUyj0\/DQo5YupUFWLklsynQ3JJN97yvhijxjOlhVXYfPWb5SLwerS\/8tiWRelOqvjUxrc5SWWoPTPlHQCS6VLEeG4epSLkcjLTZVU23ZWds2uu4lpNJScPiVcXUgjMyjUG5RirWse6mSJQtwRrZVqAKPgLLdkunhtlItbQKR53JveZNwYli3JYlSFykBQrhmVdfhYAg\/vt0NpIn4\/BLVXKd+h6g\/10nMVcKyMVYaj5Edx5S+4fw10KFnDFVAJAN2siJYkn4brmt3PrfHjGOwy2p1q1NKhuUUsM5\/dQczDbYTLk45l3PamWG1SizDGjRff+EjNxampsVrnzGFxBB8wfD1Eh8c+kFFERvEUWN2Vw1Nyn2ii1ApZh8VrXIBA1tOa4XWmdxumHESTkpg28RiCbXsoF29OmsmIgUAAWAFh7SI5BrUmBuCj2I1B+A6HroQZMmUYYz+VpERJXRcVQJK1EAzpfQ6Z1O6E\/iD0IE0mvUqcqU2pDq76EbXCqN+vy95vrY6mrZC13+6oLNprsoJE8oY+m5y3Kt2YFSfS+\/WRazureqxTh67lnJO5zW\/L0mmvTNH6xCSoPOp1Nja5vudryymFanmVl3zKRbvcWjSbhNde2QN9e87PAMTTQk3JUEn2nCcON6VI\/sJ\/9RO8wKFaaKdwoB+U6Pxvdb8N32kxETrbkREBERAREQKziOCZ3psoW6K9mJ1ViUIFraqwVlbyMr8DwvEU0RM62prTACswBCGldLbWslQXsL5tdzbo4gc\/TwGIBU5rfDnbxHOq03UcpAzjMUbW17aiZDAVlN1NgAxCio1s7GkbnTmuVqnX7\/npfRAqMdgatZijVAmHtqtMkVal91Z9PDTcWXmOnMuoNhRoqiqiKFVQAqqAFUAWAAGgAHSb4gIiV\/FsRURAyAFswFsuYkG+ijOvNt1gWESjTixVsj2Y8pzIDly2QE7m\/M\/lp1va5uNGysEGU02qasA1gEKgDoxznQ21HWBeRKduKMHy5AbnKozWOZWVXJJ+zd0tpewJ6qDp4ziWqUKVOmSjYopTB6ojqXqsCNmFNKljtmywMfFqYxmFN2p4ZSVNRDapXZTZhTYfq6YIIzjmY3ylQAzWWB4fSoKVpU1QE3bKNWJ3ZjuzHuSSZvw9FaaKiKFRVCqALBVUWAA6AAATfA0YiiHFj7HtOZ45wkVVtULlEuTTB5Kl+rgC7i32ScvcE7dZNdakGFjKZ4+SuU2+f4qjorUxZqZ5RsCpFilhprYfKYpxKmbAhlJ+9YDTfmYgGWePwppuVO26+YkRqanUgH1E4LLLpyZY5S9IzcQXTKlRib20ABt2JOvteU+O4u5dVyuKWZhVdLDKEBzkFtWyErmKiw1GpuB0aIBsAPSQMP9ZXqVN1pL4SHuxIesR3HLTT1RhJx\/yTDf8AapmHw9OmuVFCjytr56bzzE4ZKgsR6Hrp5jWZogUBQAAAAABYADQAAbCZSE+M1pAXEGnyPdh0Y79dDYXbYa26i9jPKuJNQGnTFswsW15Q1wSAbG4HttLCJHavhfW+mzBYYFkpqDbRQBbRRvv2AM7YCUf0fwlgajDcWX03J99Pl5y9nbw46x39urjx1HsRE2aEREBERAREQEREBERAREQE1VaSsLMoYb2IB176zbECOMMg2RRa1uUaWFhbToBPGwyHQopFybWG50J23ImriFEsq2GYZlLKdAwHTt2NjobW6yuOGrrpSUU1OYgBgVRmFfUg76vSbKLgZTbbULhsOpNyq301sOm3TpM0QKAFAAGwGgHtKdKGIBN2cjlsMwXTOMy\/E3NlzWN+trg2I94fQro1MEWRdGFwdMrWPTXNbYbW13UBdXi857G4Kuyuty2rqt2Fspp1QjHNs2aoqm19Ev1tNrUMRdiC+U2ygsLgZlzA2Iu1s5Go0IFwQLBeT2c4cNimplWZs7LlYhwB+osStjdfrQDfex8zJ3DqVcOTUblIbl3AuwKAHMdVW4JsLnXXeBJx+DWqtjv0PUGctisI1M2YW7HofSXgqY4kjwsKoubN41RzboSvgrr5ZveaavBqtYWxOJLJ9ygpoqe13zNUv5q637TLPimXfypnh5OTxWKLsaVE\/WDSo+60b9T0NS2yeYJsN5WHoKiLTQWVRYXNz5kk6kk3JJ3JJl630bRFy0cqIL2W1gL9re5v3kOpwqqDbJfzBBE5ssMp1plcbEOJK\/s2r\/dt+H85Io8GqNa9lB7m5HtImGV+FfG\/StlvwnhmezsOX7I+95n9n8\/zscFwhKdieZu52B02HtLICbcfD3utceP5r0CexE6WpERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQERED\/2Q==\" alt=\"Teor\u00eda de cuerdas |\" \/><\/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 Dicen que la part\u00edcula hallada s\u00f3lo act\u00faa sobre <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a><\/p>\n<p style=\"text-align: justify;\">En un segundo escenario, es posible que \u201cesta quinta fuerza no tenga consecuencias para nuestra vida\u201d, apunta Mass\u00f3. Sin embargo, podr\u00eda servir para acercarse a una teor\u00eda que unifique las cuatro grandes fuerzas, algo a lo que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dedic\u00f3 los \u00faltimos a\u00f1os de su vida. Aunque en los a\u00f1os sesenta se vio que a altas energ\u00edas las fuerzas electromagn\u00e9tica y nuclear d\u00e9bil se podr\u00edan explicar como una sola, los esfuerzos para hacer lo mismo con el resto no han tenido \u00e9xito. Quiz\u00e1 este nuevo <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> podr\u00eda servir para lograr\u00a0<a href=\"http:\/\/elpais.com\/diario\/2006\/05\/30\/sociedad\/1148940007_850215.html\">lo que no consigui\u00f3<\/a>\u00a0el descubridor de la Relatividad.<\/p>\n<p style=\"text-align: justify;\">Siempre hemos querido ir m\u00e1s all\u00e1 de lo que en realidad pod\u00edamos.<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F11%2F%25c2%25bfhay-una-quinta-fuerza-de-la-naturaleza-4%2F&amp;title=%C2%BFHay+una+quinta+fuerza+de+la+naturaleza%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; 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Las fuerzas de la f\u00edsica est\u00e1n en juego en cada momento de &#8230; posibles se\u00f1ales de una\u00a0quinta fuerza\u00a0fundamental de la\u00a0naturaleza. &#8230; Los\u00a0resultados\u00a0del experimento Muon g-2, sin embargo, no son 100%\u00a0&#8230;&#8221; Otras preguntas &nbsp; Una se\u00f1al de un experimento h\u00fangaro de f\u00edsica apunta a la posibilidad [&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\/26801"}],"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=26801"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26801\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26801"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26801"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26801"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}