{"id":17783,"date":"2022-04-08T11:44:19","date_gmt":"2022-04-08T10:44:19","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=17783"},"modified":"2022-04-08T10:44:39","modified_gmt":"2022-04-08T09:44:39","slug":"la-fisica-no-duerme-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/08\/la-fisica-no-duerme-5\/","title":{"rendered":"La  f\u00edsica no duerme"},"content":{"rendered":"<h2 style=\"text-align: justify;\">Ciencia-ABC<\/h2>\n<p><strong>Hallan fuertes indicios de una part\u00edcula desconocida capaz de romper los esquemas de la F\u00edsica. Lo cierto es que, los f\u00edsicos experimentadores no dejan de buscar en el LHC y otros aceleradores de part\u00edculas sobre &#8220;cosas&#8221; que intuyen los te\u00f3ricos y desean verificar.<\/strong><\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cient\u00edficos del Gran Colisionador de Part\u00edculas, del CERN, han obtenido evidencias de una anomal\u00eda que podr\u00eda ser la primera pieza de una nueva teor\u00eda global, m\u00e1s all\u00e1 del Modelo Est\u00e1ndar<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2017\/04\/20\/velo-2007-003_03-k0SB--620x349@abc.jpg\" alt=\"Experimento en el LHCb que ha encontrado estos indicios\" \/><\/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 \u00a0Experimento en el LHCb que ha encontrado estos indicios\u00a0&#8211; CERN<\/p>\n<p style=\"text-align: justify;\">\n<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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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mxNuTi1RGSAMW1Ibcb6ePywOZB+mMRv8pykizIZHOmND+89BhDnUxmPXYssISyx8W35\/L8vnh7UtGYVhdkCMwJVhycefeNK+oepGXwqzmT+CFiWcnawt223+Q9MKwYOT+o3ic761J\/xJnHxemCDaIEKWA\/H7D2vf5kk8nE7TwCOUSTL+8JOmPsD9ceg5J4bpKeaM52YZ62cGOKFrBUNibX7tb04thDHTU0ReSW3xMVU6iMMbEg7j3uTt749JOoDWF8SHKpWr8yiyjwjWVzZdLT1VPS0lRHrWYKTIEsNVr7aiTsewOG1DllTRQzupipnDK0hDlumpUfhY7kkXudvmOMb5LX01NkeUCS+mDTCSR5Y9ip+tx\/4xxW1qw1FZNOwnVIo106bdNiWF\/pbnnfFRrUULPaT1RmUtFBLeANTR1K9AAbm2olnH8RstgNlG+2FJ8UzRQtT0cohWZm0t0v3zr\/AKb32HOwsMNauD4ls+Mka6jNDIGHLKCQP\/u2IumpjJ4qSmcvJCJFBVjfynt+YxyKt3U0qwhhjzB0+IiiLXjZ21Jc2Vrciw7jC5qmVmsxJe\/+WG1W+tse2LRUEVXRUtIumiqaeSleNPwKzC\/6788481WiSkmaJRGrLsWbn35w8VFNjuK\/2oKbpxM+oyxB9I3L6iSLA7Ww4yo1Ju\/RILMBoQ7EngEDn5YFojQQ5ikk9AtZZVjte7AC1thv+Rxd+FK7Kab4yeVKmjBqQYhEzWRdIFt\/kefXADGIkqdVEgE1JJpqKVqY8BCnT\/IaR98YvTyzyPLSo6KzjzRqTp9fw3FsXWc5\/EEHwOb08yt+KGpKMxHsACfywjyTIFzhamro82qad4Z9LgaWU+UMRa3+4YT1P5ScyYa+oTxEnno3Wmknp4lSRW0Ruq6D6jcWNrn73wFnbVJhe5h6Tx3dxfWy3IAJJuRj0elhy8NbMqmTUCEH7tdz63P0xO\/4g0eWUuUD4VnMhdRdoWWwB7E7HGBWZOVahHIeO5P+G4utmMshkrFjjppH008hUXUDc9j7jfBWaVeY5bmYpJoOvAIr6nl06LjjTfTtYGwH54nxVSQxlYQbm911EA39SMfJapyrBVttzbj88KGWhQEXy1DssdYcr1yMQqubYxjzUswmhLtrcrfRcDYbflzjWhLQ5VDMkYuGJva4I3+2KTJ4Kiuyurp4aaQVOoOqrEzAoyqBaw4OknCUuyQJw2snpaueSI1KZfVKVXdwCAvqRtxi2yWvSKnyuZwS0lPJMTYbFkG1\/rjeQyw+GJqWrRQOgD02uDpJ4+n88JHLAwPEoEcMAXYNt5l9tthibD1TNkbXaxHZMZUXcZQIaqszJBJqSOihcREhgdQsducS9FlTZbWVYCyw01Y8dmDXKMCdt+Qb29sLcrzCSXxvloicgMmhxxqXp8H6gH6X7YI8PpWzNmBqhUGP9owaOtqIA1dr47qlAb26Br+5VhugJaZPOqzlVOh2Dadgd7P2w9yPLXpYTUKw6lQqtMzMdz3sCeTbCFFFLqqtRRYbtqC72sePvj7BnslVDFIk7JHreJ0ZSx1Aje4ItzbvvjcWPnZ+soJrUfZtktLB1p4GfXJGosXLXtc9z74Uw0pp8+jiSN47I4819wG539u+F+Y51WUtO8skysLMFZeNht359RhvDXUkuZwtHI0mmmLPaygbi+KCm7ghtVBK2nNRKJ\/xWjZuil9RIBsLD3x8z2tl+Gp6ezQiVVILFl9O317emAY6mmjrab4hmJ0BZHK7E2IsNucLvEGYRVM8SRSqUpyiXe6Ebk\/fYc4dhx++4LsKjDOtWUwRxmqlkEz3Uq58titzufcYiqzOqiCsFRTz1DGKR1DHcvuvY\/O2GBzGetfTmFRDKI2Om8oBUEj8zb8sIaymepcxU1OjqP3mlfMSe\/HuPpbDSNkNuAdgVG2Q1k2deJ6CrZZNcEuxYWVAQbgenJOG0OTVZzismpqelqohUNN06nYFvKQQLEG2rvjn\/DabKlpp5MylSCrjl0QU5bSWYbg3wwpPFEVDX1VNT5fPWTXIujAqLgG4t2wsYAvUAeOP\/sWWLJf1n79nzJlM8NWPg4xFcgMSiPrJ8pt3vtsMaVzU1OuYvMQOsgfzeUMdifa4Go\/IY4qJf2rRrNmsqU09Q\/TjQqQAwuQOe\/FueMGyeHfjZaiOOqtKqR9CoZSVuvDAHbV\/xhhXdGMBFXEE9e0suZSUbJ1V0h472ICsvJba1tW4+mFUivl1atfVxSU\/VGlvIVII4P1Hb2OLZMqqsvQQVTx1XVkUGoAtIlhYKO1r3NvU4\/eMslrs0pI3yuhgnfVd1qH1Bl09u\/N\/vhiqvKphvjYmdZVdXLaaoeeSZqaeNgoNwAGF7DtiW\/xByuGnzmlqJI9QnUgLc2sGO1hzzhzW0mY0eQ1kdZSrTs0ZIANwdvnjv\/E46vDmQV0ZDuZCuotbvxe3tjg1GhOK63ITMaaM1RklCBSb6mgO9h6\/TDBFqEp4jTMYwBa6tIvf\/bhjHQpUUjSOz2Vdem\/f5YOpkggyR6iZj0llIb8XGuw4OJhm7QBj7faIGq8xcMpqZH22DzMxt7Ag49L\/AMMGY5LXvIynVXN+HtZUHp7HEpW09JRPTylWWKZQNSMbC5HO\/uMUPgqR6DwtWyokQ01UhIZiSfw97DE\/4jlLYQPrGY14sZL+Jq3Nv+oa2Klq5oqcMoRYpFHKKTbe43vzjPOqeX9kQVFRKS0piBDWJvp335vcb4sqfJxWxGtWob95J+Hby2A2GFXjimEOQ0xYC61WzHkWuDh2PIxxqPpJsie0maeGcioFymhrK2jiqOtCSAeb6iN8F5hBHS08k1LlNBo6bCOx89tO\/ItfvgbLMwhpckywSOCywW0qQCD1GsMMp6qP9l1WqSFp5KJifMCsY32Hvx8zjcTUTJzRE88SZqfIVgjZtEukMAR2N7m\/ywySqYZXDVU9W0VTEqq6K51NFcem1hhRKHOWUyotySLkDewx8WtSRFj6aL0wFJbUG5uRxgcT0NzgLWpXzVhkyzqdZmieMNduxJFx8r43yxxO5Te4o5ntbk9Ow\/XE5TVyxUc9IWPw8qXjK7ldwSPltjuoqnp6plBZS9IQCCRyyjEvT\/l5SzebjnPJNRRQR9Px9kyKyaY6WMatWxPw+5GHvgnMKrMI68V07yRxZpTrHr\/gGrjE5l1SZvHtA6aRGqhVAtYAQkbYpvB+aVGYwVq1XT\/c5pBGpjjC7X77b438Q7kgfH9yvpuwlRmbJFl8hAbzf6bXHHGFNZPQ0OWLUzdTRHMW9fNq4Isf7t64a5hHqowg1eaQD9MI85hiqaKWmkDpEWUBhyCW54t3wfRbQ\/eMyneovzTOcvzzIp5Mqg6LLUBCdPfkngc3x8yZJ46Onl1kvNlExFzsWA2PP1wnySnalyirgh60UgrSpadBYkaeBttigyuM\/szJW6lr5LKbWGzEbk4rN3USGkdlU06SZZSzAuJJpVsDa53G+GdXVinlqWNDE\/Tk3clgWABsT\/ffAeTwdbxJkkcgJDV8oZuLkXvYel8OM1jCZDNLEA8gn0FSt\/4m3PrhqsFIuC3YxKM0VpJell8DAqdQRm9f\/OGvhWhnr46mVo0o43lEcXme4K+Zm91sd9\/bGM0TpFMyRtqWAFQvlANh6fPDvwoJI8lgmeMfEdac9JiSQD0x39hxgXYE2ICvqHeG8np8uqJtcFHIyynTUgKWI23F22G\/bg3x+yqkhOeVEkpDwi5D6wpPlGw9R74Jq84phL0ZoT1RWaFSK37x9GrSdjaw3\/ngmgo6d8\/zFI0UUyRag+q4LaVJAHbk4QchbOpPxGlKxmfcvjpKrLIq6qkBPxCqFsdhe3HPBxWLLT0VNM8jpFTxu3mJ8qj+WJZ6akgyn9nyGLroomO532ta978g4Y59PTz0\/wCz4SoVqiN6sIP8qG4YkjtewH1xVj92ejM\/QI+eanRI3leILIQEZiBc9rX740janKEpo0qdJta18Iq2tiq6uhsXipYZjK0jCw1BbILH1LG3yx1lrqj0zzsCydWWZBuVlYi2odjbFPp63MW4xr6OkzBJKSoiDxNGLnV6k\/0xB+P41\/6DoVjAVKfMmjS9zsCQMXP7h5HKMoBkXQS3CKNrfM3xDeM3RvATysyyk526hSfLvKbG3ywhwAYw9opps7p4KAwjKxLJ09DOW072sSNsfsrzl48remGWwOHdyWd9xc8WxK0t6hTG0+uw8rISCB9MXf8Ah7SZHLRZnmOfRjoUY1apZGsg7g257fliNEsycM58zGTM6uSiSlMNDGEh6d9Larbb999scw5v8Bl09NIlPKZZteo6rre1wBp9sNKTxb4VTxGk9FCi5WtM6SIKcm8lwQRfk8\/fDTOoKauy2KtpII4454df7tRbj5YLJ06ZFpjC\/MHmLaDxPTZbRikMsgfV1LLGG59Nr4ReLM6GYZb0urK6io16Wi0gXuefrgmlyeqzSaeqRJJNfl08BTyRzgDxJk70eTmaRVV4nRSoN7cfywmlTVwChKXCMrrEloYoHpp5DG4RWJGnaTVbY3t9Md+J54qWFsuo5GlYoWmPHTW1+O24xP0mZ11NAI6U02lZS5Misb73tzYYbU9bSLlNcJqmSWsq0LSvJArXlPIDcqtsGONbiOOosnBbKgiC+pRezWsARihjyfw9FlEFXVQ100hjTqdJk\/FoBvc9tzichDSZV0kKh2XSGJ43v\/LBiz1RopKPUDAEN97C4A33wOEgE3O\/TGuZ5FlSZFJUUkJDNFdGZrsN7b22xlBlcWY65JJZElihbp6VUhgkeq5vvyLYJkleXw307qVEBs3pZrWP2wPlWYpQyxRyjWJYmBW+9mQKfzbE\/Qm8jB\/kxufS6+JNZZRfC+P6OnFm6UrJvYk2jJxQ+FcxFdHWaaGkpulmcCn4ZCvU35a53OF7PCf8Qspmp7FHRSTtyILffbDbKIUghl05RJlplrqeS7TmQTAtswudsb1ygn9v7lfTnQlJWi0UZd2EeuxKruNsAxHJswbR+15JJgwDRKo2I477nbGucyNHQkkndxsPpjzuaRYpHMOoSanOrVwb7H73+2G9EtqfvDymqlF4kiy7LsgiMGZyZgTU\/vCyBWO4255FgPlbGGX1UCZflqyMQV8OTE29LAffCDN6qTMvCLVDIFq\/jNM8l\/8ANYRr5iOAbCxtza+C4hooKaViLL4eZee7Hj64vvcQRqB+EmP\/AFBkTHVo+OnZSfrh3Nk9bmVNU0vxJjV5SyJILgeYm+31GJ\/wajJm2STkyN05XOgC\/YjFRT5xSFTWRwOrxPaXpXBkN\/8AkD64Tmuxx7wHYKNzKbLJ5EeJ6lFRl6QKtuG23H2wfllNLlUEFNJKZvMxLnve235YXzStNAHmVoWEqklh2uTuOxGPtTI6TUytJZGJtYX1Aj\/jCMZdGBMUXXhHg8P1lTXmRKqnSISNKnm8wYjvcfTBmU5BnWWxzp1Mun6jEl3DBrHtzb8sIYZSJBpqZQPa+GUVdOhtHVzW+WAbKQe0aM+OqIMA8VUecLntFWzdKGGZkgaOFtm847b+uGVTU00XjfMI6h1hpainkp5GkNgAV\/qBgfMauSqSB5ZpJZI5V0FlHk8wv+n5YV1VFXVVZJUStrdzcuW3Pvi3o8yeoS58TWyqwoah2RVMSUGY0lXJGQ0KtEHkNjIjXAFj7njFDNV0tSk4jmjRpjFOGVtiwWzKT7HfEbLRy0sWtwgUdgcDwZo4bSkDk9gQcei2bC3ZoaMs9HR4fhELShh0njH+4q3lI+hGJTxq4of8PaFgqyM2au3l8wNmO\/5YxFfnMtBpSjkijF2iZoyRqOx3A9hzjmgra\/JMkoFrTAtMwYwyTbiXfkAHt\/PEedhqo4sG0DIzI7sWJuQEUE+n92xV0NDLmdJmeVMqx\/EInmufI1tSmw580a\/fE\/SH9l1mmbprHNEFOnzAA7g\/fvh5S5g1BVtJT0dTXSdBQyILaSsgN1tyAt\/viLmQ8nAF1Jh8sr6BIKaqcQordQMJPLzbV69jj1jIqxpciWkWogqJNJjRlkHm8xA2Jv35tiWzPNaLMilTRMI2jkDGFls4t6i25u53\/wBuOK6OmlpJJem6V0UupKmElSE2udvkbXw4EER5OpV+CHaSgmgM3SZSlzzuyC\/5g4B8a0aQZRmiLqfQUkUu3bb\/AJwvyCTMKeCaPK2M019tekE2JINzsDY4fZtRZRU5VUVWY5prqGpyBDExZ7gEi\/8AdsIGIvZEXl5KoWeaLQTS0xtpYHYqGs1sMFybNp6GaoSjqWp40BdwmpVHrjTLXFSY+nOBDtqQfiYEdvS3rj0jKqHKkoYWzSpmnkA6kyzSlrHsoX+9h74xFs0ZIiFlueV08pjyjXbcSad9sawD4iJjpIUjzhV3HuMduUegrXprhOuzRAG1gTt+WB6JJlo554Z5TKtgsQTVr9b47GF3ymYxyFRscwp1ytqdTNIwUqFZGs3muODgaVKcfBT1NQI2GgKh\/iJVf542y3L6qbK5a9mjRolYNFuDsLkXwH06eRKGpaFXqo0VkUi4Ubb3t2tiVOAYhT9407087yShFV4ppqiOZQlJHrN13YEFfpzh7Q5vT5nDKtOkyNSVVNE3UN7efa2+EOSVsFF4gqJ5nIX4fSu1uCT+Qxtki1NWQKKnbVUyQVNTLHHZUCm\/bue\/sMLyc2u+3t\/vcuxABRUo8+nVsrmEtyzOqoAbb8k\/YfniGqsnCVsYUsgaMuQ8kZYEljx9sWLy9axKsQJlKhTY3sd\/thfmNJHOROyTH+HWQLuB3tizAfTW\/maw5yQrcvqKfwtFTPdDLXGUltttAwyqcvkkMVOnTbRk0aKG21sN++GtUlM1HCjaz5gY78jypuRjmesiDU8kao0yxoHYkE3sbn74pDExRAEWeAKVlzKmvLqEUpa3+3S1vnyDjWlg1ZPMU8pEikrzbcEj3wyyashy+sRmj0jSRqQX1GzAAWG3b74zpGjaLR1SQ04NxuDbe35YDK5DAyTqEDACbgIuVql9RdABck3\/AK\/XAeXxk1U7SKG0ImnUt7G7XIJva+NcxgDRw04aPyADXJo4v\/uB7gY2y2aOnq5Z5oY3ihdA6gABgBff53xhf8sCSEVjnFFXpJWrTGnOp2VNOhVKkoGve3v6euOaXMKqfNq8zxJBTQKwiiVBuB\/Ffk8Y++GUao8Z5jOSDSgs6BeEYDi3yGBMoqU0zy1SxIHBLSXshU35tx8+McjW7JQ0B\/Mx8fHp++z\/AKmuV1dbPRB3qXDGNCCQu5Njttb1GKSsjeryZIA8iuQOpJEu4AS5v8yLfXAlLJRNelqaSSDpovThdtiB3Q8P72N8N6BiYJHMJm02uFuWte5t9BixwpKgeYWTkGUCRed5NUnK1vWSSPqsjmUtYWvpC39m4whoaGto6sEdV0VxpRSTY87qdx87Yt\/FpSafUsUjU+i5klXT5ztbUNthcbjucfKMGF4KRm1Ij2US8qFC2t27nf2wbLqpSexqUsuZK3h1yHAbpiQebcLa97Y8x8b1M5myWlkc9Kly2FUW9xqKjUfqcVM3lyUREkS9R6O47efb8sR2YUclZmTyQglL+Wy3FiSwAt7ED6YhxOWO\/GoPTj3s32jWppipiMRhQICCWGsje1h9SMU+RV0kUESxt+G41kfyviRp5JpX6bairXs9thtbf8sOMuqJEVUtYnnb74Qxoz0enVCeQlBX5XTGjmr6qWIVLNsY1AZ\/T+\/bCR8wrsnp6qKnginWaPSWmhu2k3\/D6d8PIcwSGhcVch6VrC\/9MIaqpD6Ik1ELe4A2IwwZKN3KXxqw4xTQ5wKuq6eYdTW7KuscbAC32titpIYma5aCSIxMmsgEXBIH13H5YVw5RDCj1baVLFTpceY73xulRFRsfhY5GW1rkgX25HpjnbvRmYwH08DnampHlrRTh2TdQO3qNPfjjHVNVpmhhpEXXLNdgXkWM6e4BY2BPHyvhdmjMadikmlw3JHAxnldXJRq1hDMr21LNGHDYLDtd95B1C8MhUdowWMsuYxSE6gxvwT+W32wBlmST+JI5Y8vkeFxGo8svYHm22\/bB1DKZK2oBiSHrR6gicAemOfD+Zz5FrqaqhZ0N0WCIqCATza3thSXzP3kOL\/tHeTZRUZJkdXRSyPMzs7FjuRdALG+\/bE1L4bgzCnp8yq6ho+guhY1G5YG++KCXxNl2ZhHVJqZ1BDJLsSPa1\/tjvw1Sw5hlas7l1Q7qw2398KxoV6h\/Fyw7YSPkyxqyZRIqMi7KtsVeUw1GWU6xpMVDE3Rbgf3zhj+zoY3aVI1T\/SL3I98fo6V5p0RDbUw1X7D+uG9Qo414leP5g9Eq2l64kEfS1uVGnSL7D5sb7e2GuTV89ZPMkqBo4mXQAv4QRe1\/wC+2FeZ1FLNMIaOpgkeGQmSBX87tax2HoO3th74MhQU9XO0tOyzyAx9KXXsBY3O29xxhnSlsjjWgNwMpVcTf5RjRSGFpn03LEA+UAC2\/wDPBkNTTSiUVECsNBFioN8aU6QNDUG4uZyB8goxpQwQdYdT8Pe2PVXjxnnENynnmd5dL11kanQRo8jdREA03Vgt\/qRhPlsDQzSSRLdIyXIA\/v0xeeOKlKLIKupkAVYwACB3LC2JXLoZKbLswMgTVHTqt1NxuCQf\/wCsS9QoZgILWFnNMzLCumEsdIs3TuMDxQdc1fURzrla6oLnbb+WDqYolIkhMWwuC1Rb8rY7yBTOok0m7qXNv9xv\/PCDj5BAfMTlsqo+YtyWlfK1zWqmXfoM7BvU8\/rhLTwdbKp\/gQ8pfSzrp\/Adr\/rzi9zKgkny6uSOO88yhUHsPy5viWhgqcs6jUAt8M1pQeGuNwfr+mFpfqua8j+BKnX2qswyeseOlNK4E8MaErHLv03tswvwRz9ME1+bVGW0sE1DKgnG\/S12dr7A6e45v6Y0qhl80KVlEJEaa3Ujbax7n9fzwmWriauqXmju6KRHcXG2+31xSW9+vEwreYfQRplnjGHM8wWlzGIwzTGxBQlGPG45BwamY0H7dSmeohXy6QC3J9L9ue\/ocT1LRCpFTXylUcA9NravMfbv6ffHzJFhy56iszaieqmaE\/Dpp8sp459v6Yackb6dR9moaKWS4FpKgzrfcg6AP\/tbE3k80IzVGrKeUUyzbvAhY6QbDYegAxVU1EwiBLJ04IViYFu5Fz+Wn74qfC+QULhpTTgIq6VIJHO\/IxFjI\/eF0yELynmE1HPK90fQFYbtdjigy\/KczzCUGGJyFFhIy6Rb+ePQqHwzltHZjF1ZRy8m\/wCWN8wzKky+FWncIg2CqOfpgBiJFuajERwTv9pFz+ExSw9evqetMCNCAeW+MHalhdkRFBK7bbkn+gwzzXNpK2wpYyUUEgCxNuL+3fCBaNoTLNM5Eq2CoN+e\/wBgftheQqDxXxPRxY\/TQnyZ8Yh77NIQOSeBgNGkkvHCLspIN+wHF\/pg6MGORSuqNyLEk\/ywy8PQNTVz9aNCalDLExHobN+mMQ2ak3VMygFTVyTq1ZY4Hkjd46hS0cpHkYA2Nvvj5JkOcZWqTS0zSQSKGSWE6xYi\/bcfUYf51SiPwyaU7rk+YmNR\/wCjL+H6C4wyy7MRL4fpGmlK\/DNZ1B2YfhNz2Gkn8sVJjBPGePXuMjsun6mawKBctdARzvg6lZ5c8OXmSOEAlWkfe5AvYDue2M66qarqzmRXdpwysoUrYbC1twfnhjRQ00GcNVThEVjsxubXG5+\/6YBMQ9biZqrupnmGSnSJJAtlvq2NiPf\/AM4K8JGSTrqq\/ukkKsQRp7C\/Hth5V0nxFCTSNHUxX80ROnX7etsC+FaCqpzWT1yoJJ5S2hPwLffb2x3UY6YS3CvuBEMeB5JlXVqW\/Om18aZlSTx0kj0kOqbQVupHl9\/nzhugQsCoIA4wSun\/AM4GyZbWp4z4GyuvHiDVmFLIiohclk03JuNj9Scer0cEWkJGmkdgOMF1EUXTvYA25G2BMukSGTqM4sDxfFePIZI+ICcoyQCSLTa0rH1tvj7HOFbyqDc\/PC+tmLzzMrCzOTgnLmClDJYC4uThgc9oHAd4TmmV02cUD0dYo6bEMVva5BuP0xKZvDPQZPmaSw6RLMgTe+11\/kMXGYVMIzDShUocSv8AiBKHoKWmp7GSapAt6gA\/zIxPmY8pzqvoloqp5HgyuNUeUEoQt6YabnjzH3OGuQUNTQ3WpWNbIFsrhr++2J+p0Cji0QhW6iqrfGFtO\/8Ao4xRZezTCJnckyaidgNgT\/UY62ORK8SaksKe9R0pvZANuxthGcmq6YVBBD652lfSd2Ukm1v+cN3kNhblRtbGizdVQ+uxA3xSw5GzHBVv7TzvO1ipJulRq\/SRGksx+nFsdOmWZtRfFhenOCBNFGxBv7e398YPnippPEjpILRRkJo7e\/03wszLw5LR17VlCxeAni+63wgaJMHAOTM0ypENXUx0VOBo1eUduPztiodKdonSyGny5QXuNjIR5V+gux9yObY\/eGMrgpIWmqoHke4CgKPLfn62xj4jPw8K5dRws7zyaukv4mvtb5kAnC8je3Ua5pTNqTLxJTUStGryzuKuaNz5bXugP00jFvDULDTsz9KBjeWQPYWuf9I7cd8S+VV0WWN\/3AD1NwLsbKp7L72\/W+D6iaCqpqur0WidPOVbUz6bcXFgLj3+mNROIEfj9oCzifOK2skanoI353CbsPck7D88fKXw01RHrzmbUTuYozyf9x7\/AN8Yc5doo5no0UIm8kQAtcX3+oJ\/PGuYSmGklb\/bYfXbCwn6m3KWy74pqSs6xxTNTQoFiJ\/dgE7Aci\/PFvvgCuUGoRC4B03Kgb27YNrl80fTP7yMXAPft+l8C0sctTXtHGw1SP5Ce234T9sSkk9pS9KBcEkDxgRBlmDkmO48wPphl1o5cjyzNIF0mkZVlA2sp8rD7\/rg2PLI2qKSe1pVYll41DTzbtY7WwDSotNnNbljkrDWq00aOLq1xZwPe++3rinHiZbueR1L8n12gXi6lC1bkSMIMxpjGQvDOnmT\/wA4RZJUiWF6R43\/AO48oAF9BI3vhvn9WBkcdJUsTW0r2REQblTuxPppvbAcdHT0fwtVFF0I5m0yW2PmHP8Afrhw375DVnlPknh+ZoHljCuQCxPB\/pgmkharp4HQAWW7Pb8OKKkRKSj6hkRlYeUMe3ria8N1JqTUR0pLRRSkEsCNibj647qAfUVxGhaygxvQU0kb6BO0hfYBu3yw+p0AHTS+lNjfvjjL4JLq5kMptsr\/AMP1wYsRBFu3PzwjIbM9PGOInx0IG2PqkgY1IJGMmW3GOIhCD5jUrDTHXydsIJKyEA7gN2w5rVEoCOL2wvqqKBwAIwPphqMBFOCYqNVd9uD3ww+LVYF9QbWwKuXWltc2w1ly2FKGJwfN1N8NLCLCmLYaktPG7MwBbgnGPiWLXV0dSs2npOTZhccf+MbQUhkkYX4N8M6zLo6mlHUPGxGMYAmCRyQiRUUjNLHEYkA0M11h0nYgc9+cUGQEyRWYldDMt2XTyxP9MC0+WxHNZY1BMa6Ytze9gSf1\/LD6DK4qKAJTqEDMWsD64LELYtIF92Q\/SdBXV+5x2sbRNdb6W9cdMpEd1\/EuPqyF0seG3w0kyoCDz08FTIdcSlz\/ABW3x1FEYE6TrdbbX3F8dsQACNmXjHNRVRrCC6k62Ckel++FstiGpowmkV1mihS7Md2HP1wypfDkEOay5k7EzuDoBFxGx5I9+Md5VU08EQDRsJLWMh3JwySpp5PwyofrbGpjAG4LtyMn6rw9H0nknKOBd2PGq5vv9cF\/s+jraAxxWMcsRjZkba2\/Fve+N8\/opcxpf2dE7wpUA9SVBugH\/NsbZRl0OU5XTZfTkmOnjCBmN2c92J7km5PucEYYJrvP\/9k=\" alt=\"Resultado de imagen de Experimento en el LHCb\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"LHCb | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas, Astropart\u00edculas y  Nuclear\" \/><img decoding=\"async\" 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QaQiIgLDZTp6yn8VN0fmaM49CPFRsaZe4\/FDv8TQ76r3AYjq6jKnwODvAG\/wApUjbdDq6mT4RlB4hr6jGnxa1pVeU+9fp+liN8VveRXoiKwkEREB4iIgL\/AAfRpz6QrPrUqbSJGd14OhMaTwWjF4VtJrf29JzyJ7BJDRuJcAdeCqIXrBdWupDltGNn1u3+jMqVXn5pzuunKl4Xxe+86To3TaHGXtJdF9dNRePsLpThqZlpeDP5fq8LkNkUnVLyGU6XadVOgtoPidy+zPq7XZl7JM6DPv5yLC1\/GO7bw8+Sn9zw0yx66dTzuKpSqVXyYvXPDpqtNDWdmYbNl7Z\/eot5\/wBsTEKQdl4fXJb+\/pj1dZa8Bgp7brudcd3FZbRs07t3iqYcPaLlLflYvnxM3NRjL0Rrq1cNTALaQdHxVg\/\/ANRCyp4lohzcO0nfBqVP+1zyFUPozvUasYCo5Wln6y\/9e9zQk5YN49yL7BY97XCMO5vBww9IeMtogjzXXYKq8tzOn2Ygl+u\/fZfNNl0M9VjYFyvqWHo5GNbwWz6XRjFNpLyt8s8r61UceWLk3fteXi2aq1OQRDe0Oe+3Fc70we6nSp5Q2xyGWMO7g5pXTufrdcv03xbmtptEXJcZa1278QPFbOMUf6MsNPn8mH6bOb4iEV1fs\/g5M4t34f8Ap0v\/AJV7svFv67Bw49qvRndIzt4fdlQjFHeyke+mwf5QFa7OxYdVw7sjQRXo6ZhEPbp2rLxaKSl\/atOh9DxsOanLDSXszs8ftJ7MRQpgO7YpyWuOYdmcw3WibcDFyrzo7tp7MQ+jGc1MOw0qMlrTWaGAZ336sinSaZIi2kuvzu2sTlrMFhnp02y4kMBlwl\/IQfNbOi+1qVDG9diKn7NzKnWPYCfapzlZHas4Bojhum27jVzRku\/s06557Rj+nStSpu3RXLLpm4f7TrZQBP8ARM0Rd28zvs1vkoOFb2BzqD9fVVTNo0q2LL6QqgVXMc\/rXNc41Mzi4y22U5hYeis9nusxt7uL1d9NuuGpxd8FbHPQw\/VI2rzktbP0f4sT3j1d6LED78DP0KwL5D+Wf7+YWVF0ifuZj9V6FzyrNI0YgSYP2RBvy7tPCBArHs2m77RqDPlP4fZOm8KZXN3HcA4x5+m7\/VQsQ6wFvZvzGmbu57uWjqZM20llveW8yHiXw2bDiImRxG91O\/CRfuVQ45QC32SM5E3Z3Aagb+Q3qzx8xa7o5XzmJ7+ItOtrquqESXN9n4QLgixIjeCLt+uuGs8d77\/M9Th19vfv+PFZ3vDxXZbb2TuG7fLPwnhpvCqahklWOOdBtoRMCIBN5Z+E2PjI1VYsFR42PUoL7bhERVl4REQBW+2O1Sw9T4mQbz2mRS+fVF37yqFZUzmwjxvpVWv\/AHajSx09xZT\/AMRVVRWcZdtvPD3scZWoiK06EREB4iIgPUREBKq46oabaWaGN90WBPxO4nvWOGNvFR0CkpO92QcFaywOp2e45DmJn4gYItyVTi3PcbVHEDTMVGp494aWzIOs6+a9bihvEfNXOopJIzRoyhJvMxNSoNT8h+i01KhcZKnNcDoZUTEC6rmrK9y+ElfIs+jgy1Gv\/EIX0OpVgr57h67Q21iBMHj3roKm1Jp03fGQB3SCfkvS4OooRkvH4PD+o8PKtUjK3VfK+S4rVrtbvd\/quN6a4jNiMu5jR5n\/AECtsTjv97pDcBnPjMei5bbVXNXqH8UeVvonG1b03H\/lbyVyf0zhuWqpP\/G\/m7exCUjBPy1GHg9h8nBR0mL8LryU7YnutcyszuOmZ7Y\/LHlVrBRNo02NYOriCwEgEmHFxMXJvGU6792g2dJKkmedceWIqR8iFVUj2HjuPz\/kvSrv\/UlvQ8PgF\/tob1Pdn1ctVjuDx6wuuwph1CNInlBJ+\/NcljsQHua5rcsU6LDpd1Okym51uJZPiuk2ZUzNpHhS9CR995U+DlfDufqiP1CCtzd69H+SfVq5bnQmPN0eQv5LbhTFjvjXjd\/33qoxOIzUOeaD5ZvQs81OoVJYOIme8Bgn5hbIzvLwuedUo2hj1a8jPEGzvAKLiBeBuFvDVp4ffA5t\/WZgD+O\/7t\/rK0O9qec9x3Ed\/wB+0Uk9SVPDB6fwVmNu6AYuSJ07A0Py8I4AKuzaugzPaG+eMD3hrb2ge5S8QZzE8hNrPkkxPL3fDfeDVfAJ3gX58I85HeR3efN473ux69KOFiqxrrmIgnd6jkdVFWyubrWvPlmetFWQReoljp4i9RLA8WQcRIBsbEcRIN\/EA+C8RLA8ReolgeIvUSwMJREXAZIiIAiIgCIiABZ573usEQEh1ax4pVxJc1jZgMEDv0lR0XeZkVBIkuxri\/Pv08OCjudJJOpuvERts6opZBeO0XqLhJHQ47EZp5VsQ3yLHfVRmOs7uH+YKDTxZiDftOfzuGj+FbaeKkxGvNaXVU5X6nnU+HnTpqL0v7s3q96OVrPb8LHmPvvhUBcOIU3Y+Ia2oe0O0x7IB1JiFbRny1EyniIOdKSRIp4jtGmfeewj82TKfP6hW9GtDi34gSO\/MY8xPyXJY+tkqtd8Ly63Jw\/SPBXm0qmUEjc1seMH6jzU6VWyb6P0xIVqCk4rSS9cP0WWFrQ\/LxY88s277\/ksqxhp4RHgdfL71VWK4e0vHwNE8DMHyM+Sm1cRNMOGokkc2C\/nK0xqJprfQyTpNSTt0T7899xXYnQzvcc27SwPlF92u5V2NdaN+\/mNbjv8iDuU3ECDGoawDkW\/WP1+JVW0X7p0EC\/H+UeQKw1Xve73ep6dBXtveBXuMmViiLGeieoiLoCIiAIiIAiIgCIiAwREXAZIiIAiIgCIiAIiIAiIgCIiAIiIAiIgPVlRdDgeBWCIHirEjF1c0H8N++TKsW4rNRAOoIB7gDHp8gqZZ06kT4qcZ2bZVOkmkuhb7FxPZczfOcd0GQPXxUqliYq5Js7KByeO1PiLeS5\/DVMrg7gVIxtaXZgd8j6eKshVaiuz2KqlC832+5dVXSSecj6j7+iocW+Ty18Nysm4jNTzb9Dydp8wqiqZJSrK6FCNm+wwREVBqPURF0BERAEREAREQBERAYIiLgMkREAREQBERAEREAREQBERAEREAREQBERAEREASURAbqNYiRuN\/EaLSiJcWSCIiA9REXQEREAREQBERAEREBgiIuA\/\/9k=\" alt=\"Intrigantes resultados del experimento LHCb del Laboratorio Europeo de  F\u00edsica de Part\u00edculas\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Obtienen intrigantes resultados en este experimento<\/p>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong>experimento LHCb<\/strong>, fue dise\u00f1ado principalmente para realizar mediciones precisas de los elementos de la matriz de mezcla de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, especialmente las fases entre la segunda y la tercera generaci\u00f3n.&#8221;<\/p>\n<\/blockquote>\n<div>\n<p style=\"text-align: justify;\">Los hallazgos m\u00e1s importantes realizados en el CERN (Organizaci\u00f3n Europea para la Investigaci\u00f3n Nuclear) se anuncian primero en seminarios destinados a cient\u00edficos y no en multitudinarias ruedas de prensa. As\u00ed ocurri\u00f3 por ejemplo cuando se descubri\u00f3 el<a href=\"http:\/\/www.abc.es\/20120704\/ciencia\/abci-conferencia-cern-boson-higgs-201207040908.html\">\u00a0<a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> <\/a>de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Y no es para menos: esta part\u00edcula complet\u00f3 por fin el\u00a0<a href=\"https:\/\/www.lhc-closer.es\/taking_a_closer_look_at_lhc\/1.standard_model\/idioma\/es_ES\" target=\"_blank\">Modelo Est\u00e1ndar de la F\u00edsica<\/a>, el marco te\u00f3rico con el que se explica el comportamiento del Universo a trav\u00e9s de cuatro fuerzas o\u00a0<a href=\"http:\/\/www.abc.es\/ciencia\/abci-ciencia-ante-hallazgo-quinta-fuerza-naturaleza-201605272205_noticia.html\">interacciones fundamentales<\/a>\u00a0y de un pu\u00f1ado de part\u00edculas. Pero tambi\u00e9n se convoc\u00f3 uno de estos seminarios cuando los an\u00e1lisis sugirieron en 2016 la existencia de una nueva part\u00edcula<a href=\"http:\/\/www.abc.es\/ciencia\/abci-encontrado-nueva-particula-201603191708_noticia.html\">\u00a0que en realidad era una decepci\u00f3n<\/a>.<\/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=\"Pentaquark - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRif2bKoV4RABWVLPBwmizdK5vRNomhNAI-66nlL3csjgkLQUUYDch93HhbchiJ-Wb4vPE&amp;usqp=CAU\" alt=\"Pentaquark - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Un\u00a0<strong>pentaquark<\/strong>\u00a0es una\u00a0<a title=\"Part\u00edcula subat\u00f3mica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Part%C3%ADcula_subat%C3%B3mica\">part\u00edcula subat\u00f3mica<\/a>\u00a0hipot\u00e9tica compuesta por un grupo de cinco, cuatro\u00a0<a title=\"Quarks\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quarks\">quarks<\/a>\u00a0y un\u00a0<a title=\"Antiquark\" href=\"https:\/\/es.wikipedia.org\/wiki\/Antiquark\">antiquark<\/a>\u00a0<a title=\"Part\u00edcula compuesta\" href=\"https:\/\/es.wikipedia.org\/wiki\/Part%C3%ADcula_compuesta\">ligados juntos<\/a>, por lo que es rara respecto a los tres <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> normales de los\u00a0<a title=\"Bari\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Bari%C3%B3n\">bariones<\/a>\u00a0y a los dos de los\u00a0<a title=\"Mes\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mes%C3%B3n\"><a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a><\/a>.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Valencia, capital mundial de la 'f\u00edsica de sabor' con la reuni\u00f3n del  experimento LHCb del CERN\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este mismo martes se celebr\u00f3 otro de estos seminarios en el CERN. Los cient\u00edficos han sido tan cautelosos como siempre, y han dejado claro que ser\u00e1n necesarias m\u00e1s observaciones para confirmarlo. Pero los investigadores de uno de los experimentos del Gran Colisionador de Part\u00edculas (LHC), el\u00a0<a href=\"https:\/\/lhcb-public.web.cern.ch\/lhcb-public\/en\/detector\/VELO-en.html\" target=\"_blank\">LHCb<\/a>, han anunciado el hallazgo de\u00a0<strong>fuertes evidencias de la existencia de una discrepancia<\/strong>\u00a0con el Modelo Est\u00e1ndar de la F\u00edsica. Esto puede querer decir que en la materia existe una\u00a0<strong>part\u00edcula desconocida que podr\u00eda romper los esquemas\u00a0<\/strong>de la F\u00edsica actual.<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/acelerandolaciencia.files.wordpress.com\/2014\/01\/standard-model-particles-and-their-interactions.jpg?w=500&amp;h=427\" alt=\"Standard Model Particles and their interactions\" \/><\/div>\n<div>\n<blockquote><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00abSer\u00eda la primera vez que logramos ver algo que va m\u00e1s all\u00e1 del Modelo Est\u00e1ndar\u00bb<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00abSi esto se confirmara estar\u00edamos ante la primera pieza de un nuevo gran puzle\u00bb, ha explicado a ABC\u00a0<strong>Joaquim Matias<\/strong>, un f\u00edsico te\u00f3rico de la Universidad Aut\u00f3noma de Barcelona y del IFAE (Instituto de F\u00edsica de Altas Energ\u00edas). \u00abSer\u00eda la primera vez que logramos ver algo que va m\u00e1s all\u00e1 del Modelo Est\u00e1ndar. El impacto ser\u00eda brutal\u00bb.<\/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<img decoding=\"async\" src=\"https:\/\/culturacientifica.com\/app\/uploads\/2015\/08\/AAH-StandardModel-h3.jpg\" alt=\"Resultado de imagen de Modelo est\u00e1ndar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A d\u00eda de hoy el Modelo Est\u00e1ndar de la F\u00edsica es incapaz de explicar cosas como el origen de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> o la asimetr\u00eda entre\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Antimateria#.C2.BFD.C3.B3nde_est.C3.A1_la_antimateria.3F\" target=\"_blank\">materia y anti-materia<\/a>. Por eso los f\u00edsicos siguen empe\u00f1ados en hacer chocar part\u00edculas a altas velocidades y en observar los efectos de su destrucci\u00f3n, en busca de nuevas part\u00edculas y fuerzas que puedan ayudar a completar el puzle.<\/p>\n<p style=\"text-align: justify;\">Hacerlo requiere usar complej\u00edsimas instalaciones y modelos matem\u00e1ticos. Los f\u00edsicos han de trabajar con los resultados de millones de colisiones y fluctuaciones energ\u00e9ticas y desechar los posibles efectos del ruido o de los errores experimentales.<\/p>\n<p style=\"text-align: justify;\">\n<h2 style=\"text-align: justify;\">La clave, en los <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> B<\/h2>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En esta ocasi\u00f3n, el posible hallazgo de la revolucionaria part\u00edcula no se ha conseguido en los grandes detectores del LHC, los ATLAS y CMS, sino en el m\u00e1s peque\u00f1o\u00a0<a href=\"https:\/\/lhcb-public.web.cern.ch\/lhcb-public\/en\/detector\/VELO-en.html\" target=\"_blank\">LHCb<\/a>. Este se encarga de estudiar a una familia de part\u00edculas muy concretas: los <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> B.<\/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<img decoding=\"async\" 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\" alt=\"ATLAS y CMS arrojan luz sobre las propiedades del bos\u00f3n de Higgs | CPAN -  Centro Nacional de F\u00edsica de Part\u00edculas, Astropart\u00edculas y Nuclear\" \/><img decoding=\"async\" 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\" alt=\"Espa\u00f1a en el LHC | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas,  Astropart\u00edculas y Nuclear\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 son estos <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a>? Son part\u00edculas compuestas a su vez por otras part\u00edculas fundamentales, conocidas como <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, que son, entre otras cosas, los constituyentes de los m\u00e1s familiares <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>. Pues bien, lo interesante de estos <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> es que se descomponen en apenas nanosegundos y que en el camino liberan energ\u00eda y part\u00edculas que son muy interesantes para los f\u00edsicos, porque quiz\u00e1s podr\u00edan dar informaci\u00f3n sobre lo que hay m\u00e1s all\u00e1 del Modelo Est\u00e1ndar.<\/p>\n<p style=\"text-align: justify;\">\n<div>\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=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcShN9ST3kAZIGkYK0x-OlCx-xVDWAlPdOcEn9gUL7aNuCZe-8wE\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/div>\n<div>\n<figure><figcaption>\n<div>Experimento del LHCb encargado de analizar la descomposici\u00f3n de los <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> B- CERN<\/div>\n<\/figcaption><\/figure>\n<\/div>\n<p style=\"text-align: justify;\">Este gran modelo predice qu\u00e9 debe ocurrir al descomponer un <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mes\u00f3n<\/a> B. Pero ahora, los investigadores han obtenido evidencias s\u00f3lidas de que\u00a0<strong>en su laboratorio los <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> no se han comportado como se esperaba<\/strong>. Eso podr\u00eda querer decir que han cometido alg\u00fan error o bien que han encontrado las huellas de una nueva part\u00edcula que contradice lo que se daba por sentado hasta ahora.<\/p>\n<p style=\"text-align: justify;\">\u00abSegun el Modelo Est\u00e1ndar, cuando se descompone un <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mes\u00f3n<\/a> B se desintegra en una particula vectorial llamada K* y en una pareja de <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a> (parecida a un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> pero con m\u00e1s masa) y anti-<a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a> (igual que un <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a> pero con carga opuesta) con la misma frecuencia que a una pareja <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y positr\u00f3n (igual que un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> pero con carga opuesta\u00bb, ha dicho Joaquim Mat\u00edas.<\/p>\n<p style=\"text-align: justify;\">Es decir, de acuerdo con una especie de\u00a0<strong>principio democr\u00e1tico<\/strong>, conocido como \u00abuniversalidad del sabor de los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>\u00bb, en un 50 por ciento de los casos se producir\u00eda una pareja y en otro 50 por ciento la otra. Pero los investigadores del CERN han visto que se suele formar m\u00e1s un tipo de d\u00fao que el otro. Por eso se dice que han hallado indicios de una<strong>\u00a0violaci\u00f3n del principio de la universalidad de los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/strong>\u00a0y, por ende, del Modelo Est\u00e1ndar.<\/p>\n<h2 style=\"text-align: justify;\"><\/h2>\n<h2 style=\"text-align: justify;\">Una posible nueva part\u00edcula: el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> Z\u00b4<\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de el BOson Z\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00abSi confirm\u00e1ramos esta violaci\u00f3n, tendr\u00edamos una clara direcci\u00f3n en la que buscar la nueva F\u00edsica. Tendr\u00edamos que descartar todos los modelos que cuentan con ese principio de la universalidad, lo que tendr\u00eda un gran impacto\u00bb, ha aclarado el investigador.<\/p>\n<p style=\"text-align: justify;\">Adem\u00e1s, esto incorporar\u00eda una nueva part\u00edcula al repertorio de los f\u00edsicos, y que se llamar\u00eda <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> Z\u00b4. Ser\u00eda cercana al <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> Z, una de las part\u00edculas fundamentales que explica la\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Interacci%C3%B3n_d%C3%A9bil\" target=\"_blank\">interacci\u00f3n d\u00e9bil<\/a>, una fuerza que se manifiesta en los n\u00facleos de los \u00e1tomos. Al mismo tiempo, otros ya han propuesto una explicaci\u00f3n alternativa, centrada en un lepton-quark, una nueva part\u00edcula que transmite informaci\u00f3n entre <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> y <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, tal como ha informado\u00a0<a href=\"http:\/\/www.sciencemag.org\/news\/2017\/04\/physicists-detect-whiff-new-particle-large-hadron-collider\" target=\"_blank\">Science<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<h2 style=\"text-align: justify;\">\u00bfSe debe dudar de esto?<\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Colisiones a 900 GeV c.m. en ATLAS y CMS del LHC en el CERN - La Ciencia de  la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSgbntjc8C0zdJPXqEI0qbRMR4g0tXRuuNxvWBIUcQxWrkdyyBZ_fHeHvASazH0PGA7hxI&amp;usqp=CAU\" alt=\"Latest ATLAS results with 13 TeV proton\u2013proton collisions at the LHC \u2013 CERN  Courier\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfHasta qu\u00e9 punto se debe confiar o dudar de estos hallazgos? los cient\u00edficos del CERN han evaluado la seguridad de que los resultados se deban a la existencia de un nuevo fen\u00f3meno por descubrir o a una\u00a0<strong>jugarreta del azar<\/strong>. Despu\u00e9s de hacerlo, han obtenido un nivel de significacion <a href=\"#\" onclick=\"referencia('sigma',event); return false;\">sigma<\/a> de tres, lo que para los f\u00edsicos quiere decir que est\u00e1n ante una evidencia de que est\u00e1n observando algo interesante. Sin embargo, los datos a\u00fan no han permitido llegar al\u00a0<strong>nivel de significaci\u00f3n de cinco, que es el que le corresponde a los descubrimientos<\/strong>, como el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>.<\/p>\n<p style=\"text-align: justify;\">Pero hay m\u00e1s se\u00f1ales de que los f\u00edsicos est\u00e1n ante algo grande. Otros experimentos realizados en 2013 y 2015 por parte del LHCb y por otros instrumentos, como el ATLAS, el CMS y el Belle (en Jap\u00f3n), tambi\u00e9n analizaron la descomposici\u00f3n de estos <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a> B. Al considerar todos estos datos en conjunto, el equipo de Joaquim Matias ha obtenido un<strong>\u00a0nivel <a href=\"#\" onclick=\"referencia('sigma',event); return false;\">sigma<\/a> de cinco\u00a0<\/strong>para estas anomal\u00edas, tal como han publicado este mi\u00e9rcoles en\u00a0<a href=\"https:\/\/arxiv.org\/abs\/1704.05340\" target=\"_blank\">arXiv.org<\/a>, un portal donde se publican art\u00edculos cient\u00edficos antes de ser revisados por editores de revistas.<\/p>\n<p style=\"text-align: justify;\">\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"El experimento LHCb reduce el espacio para descubrir nueva f\u00edsica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Seg\u00fan Matias, hay varios motivos para esperar la importante confirmaci\u00f3n o descarte de estos resultados este mismo a\u00f1o. Muchos experimentadores ya han dicho que tratar\u00e1n de estudiarlo tan pronto como sea posible. Entre ellos est\u00e1n los cient\u00edficos del LHCb. En su favor est\u00e1 el hecho de que obtuvieron las evidencias presentadas recientemente con datos recogidos entre 2011 y 2012, y que ahora tienen a su disposici\u00f3n la informaci\u00f3n recogida entre 2012 y 2013. De hecho, responsables del CERN anunciaron que van a tratar de profundizar en estos experimentos este mismo a\u00f1o. Por \u00faltimo, a partir del a\u00f1o que viene el experimento Belle 2, en Jap\u00f3n, contar\u00e1 con un instrumental muy sofisticado y sensible para hacer este tipo de experimentos.<\/p>\n<p style=\"text-align: justify;\">La explosi\u00f3n cient\u00edfica ya se ha desatado. Algo muy grande podr\u00eda descubrirse este mismo a\u00f1o.<\/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%2F2022%2F04%2F08%2Fla-fisica-no-duerme-5%2F&amp;title=La++f%C3%ADsica+no+duerme' 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%2F04%2F08%2Fla-fisica-no-duerme-5%2F&amp;title=La++f%C3%ADsica+no+duerme' 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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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>Ciencia-ABC Hallan fuertes indicios de una part\u00edcula desconocida capaz de romper los esquemas de la F\u00edsica. Lo cierto es que, los f\u00edsicos experimentadores no dejan de buscar en el LHC y otros aceleradores de part\u00edculas sobre &#8220;cosas&#8221; que intuyen los te\u00f3ricos y desean verificar. &nbsp; Cient\u00edficos del Gran Colisionador de Part\u00edculas, del CERN, han obtenido [&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":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/17783"}],"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=17783"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/17783\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=17783"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=17783"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=17783"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}