{"id":27853,"date":"2022-04-19T05:20:25","date_gmt":"2022-04-19T04:20:25","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27853"},"modified":"2022-04-19T05:20:25","modified_gmt":"2022-04-19T04:20:25","slug":"%c2%bfdonde-esta-el-origen-de-la-masa-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/19\/%c2%bfdonde-esta-el-origen-de-la-masa-3\/","title":{"rendered":"\u00bfDonde esta el origen de la masa?"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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8WyDsCOsmf6D+tWhh4WT8KvMp7lUalbYLneOXwiGTsJNfntxpJJ5mt72sx4e4baGQp7x6t0+Fc7WfiH5nQNls4OnkpydSlKUquraVtXuCslk3XF1WG6mzcCjvZdbh0HX6Vi1cu4+6wytddl6FmI+RNSUywTmE8KCs2s4t7MgCe9bUcDa\/rwqdKUqNTpSrf6K8ExtqesdY3jXeqlcBB0Xt9NzPmEeKUpSurwlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJWnZxCtma+113CAWtQRIIhXza5InasyrmMsdncZM6PlMZkMq0cwajeGuIaddetiN\/SeVE8Nc4NJg6iNYBE362B5Htp4THuW7vZ25IHdRFyg\/ejPHxrRxdjEES5e4g+0G7RRHmCQPjBrKXElxbDhALaBFgQTBJ73U61PbcqZUkMNiCQfmKlp0MoBa0A+E+4g+cHrK8ms9wPaT\/AFW9xH046op\/P5\/OlSrVlOI3GMMFunaGUMx\/EO\/9avpgSYL4c2\/PtRbHrlugk\/A1I+v2dqlvvD\/sWrlPCuq\/+IE\/dP8A1Dh6kLOWpkNWruFw4P8A6gnyFsmPjIB+FaOHTD22VrTK1w6qGzmNxJVEkNI0E9D0rpxQa2WtcfuuHuQBHr7LgwRJhz2N+8CfRuYz0MKXFC3ZVLbgOyrJtyQA7gEs5BkQIUKNe7MidYyz34mzmA0XIXVV8gJKj4VMbVwHxWrR6kFWJPObi5vrVzB4Al896\/4ASNLmaT3VIDKG0JBBAO1VG1A1uYmXXv3zczMNbESTeHE3iTZWn02lxaJiwiGNFty5xcTEWlg0mBvXOGtrltKcssJK3AxdjAHhUmFJIExzOk1LdxaJltK99iVBGSM3envb+JliNO6pEQSTVzh3D8OtwHJcGpANwgcjOVRDsYk+HptWhfxFtASx7NWO2XK7+UIZI5ZSJ6g1RxGIa5wYA53pck8d9xI1IkeMEK3Sp5GzDWxvrbr8jY8W+9lmcPweoBd7d1yMiNne6ADrcK5yFG4lgsEGZrobWHt2BLs1x2IWWOdnbWABtOh25ST5VuKcQTDgWUhLjQFQKyyvhUd1TEkRoJMaRMj1wjDMC+e4Hu6Z8s5bfMWkBEbEyd+8KxsSXvZ2tWQNrXN9iR8otMlwmwM2GjTqkHIw+MQAPECBO4sLX011VxQBRDAZgxCiScqxmOm+pUct\/SfnEMYi2y7mFAJOhOgAJ21mDOmunlVGxdW42YaXG7ve\/wAtSZWNlPekjfugHw1WxmKIXEdoua2EuypMZ1AICg76ouaRtmqkzBnPcQRrsZnY38BO4kwvTqwi3kouM4QXrSzbF63ppLFgDGUh0DFIGmxB0LMK43jHsrh7YVhduWw\/vAOobmmZO7I\/e+daHE8a9yzNotFts63Qe+wghlYgAq65pIMkgk5mAk\/OD8duM+S4FbtO6WAyOW1ySy7jMY22Y19NhMNiKbCWusCZEwfeR7AiMpuCBjYivRc4Ai5AgxI9bH35IXLWcDctk5HVT1W\/aUkfBwfhWnY7Q\/tFsvMas9pW9c6srE+pNajY+xcHewtvX1n5qVq3hWw4jJhVU9c0n+INl+BrXFOsTOS\/Nh\/yD59As11aiB89vM+xbHuoMLwIOoYMLckAAsHDcu6yeI+Ueprat2BaATKddcuksRszkaEA7KJHU17slW\/wyJ0JzkyOhbxEeRMVoWbaqIVQPrHzq9QwtV16vpsPPUx16RELMxOPpMBFLU73k+UQJ6R1kWVLD4IDU\/k\/2rkfbz2jFubFk\/rCO8R9gHkPvEfIVs+2ftGMJbhdbz+AdP8A3D5D6n41+QXrhYlmJLEkknck6k1Ji64YOzZruvPwzCGqe2q6DQc\/4+vvFSlKyV9ClKUoiUpSiJSlKIruFJV42JlTPKRGvlP8q8Yi39pR3Ty17p5rUl23mBH200\/eUc\/gB8vSvdy73pPhuqCZ1k7FvI5wTUU3kfr\/ACNFfLAKZYdJt0m3kAQA7xkbTnUqxetweo5HqOtV6kBlUnNLTBSlKV1eUpSlESlKURKUpREpSlESlKUXCQNUpWtwrgt2+QFhV1Od8wQR5gGpMdwdLTQcVaYRuudgT5QP5xXC5oGv9z6C6mbh6zjGQgRMkFrY\/ndDPKZWLStH\/llH+JdPwtgf\/afpVrC3LlwlcNhhm55Ua60eebNHrpXAXOMNaT7fn7KR1GlSGatVaANYl0eYhn\/NZuHwty4Ytozn7oJq0vCnB\/WMlsc8zKSPwiW+lTcZTFIcuIY6icmdTA81U930IFY4o5tQGHW8jPvH0RlbBlocwF45zBoPk0OMeD\/RfoPs\/wASwmHtZRcUuQ5Y5LpDuSAF1EBAsiBM\/wA48MttnPY2Q7bmFuXYk6eM20HlI5GuOw9yK6zgnDbrKxz3LIYwf8PNGo7xOYanSFNVKuGZQa+rnIc7k2J4gASBNhoOQFluqMwzn1aLWMc6LukiRxnc4jUwGmdAFpYLG3Lqm1ZDECJZESxlgmAWBYLJ025etV\/+EFSc1lmykKxFw3PF3tFUIWI0kTzFdDhLCYW0YkBQbjGCXgSZOinTLG06bVi4rjRxEollnt5hnkEsUkaAg9zbfT4VUw1eo+o44ZsU5En5TtexaJI0EcSdSsqn8Rr16xZSYHUw4mI1kyT3t3X2GskL4iW18RS2OhtozfItcZT6gUucRt7Kbzjp2gtp\/pQbfEVYxfDrBRGI\/RyBBg28pGnfKAsH1nwmdfKKgRrSKXtWGuhTq7z2YOg8Iidxv1FX6LqdUZiHEzGwvt3wRPhnJ4bstduJqZJe3shYQ7XyF7Xt3Re0zMT4LF3X7uHsqp6oGJHqzE\/xVpwLSZMS6BmfPktCLhGWMjMoCqus+fXnVO3jr7KAxlsuZbKBVVV99gInxCFPKCdPF4t8HdmzMwdXUOXUl5n+R8z8JOlceGPdFRzWgGbEucY\/iImPuyTOUmJR1RmdtNsvfrB7rW+LWmBbQEweNlaOPdyFwyKCREgaqvQz3UXnGoEzoa+4S2qvmzdrdLKguGWCux+xOrFQCcx5hYGs1FfFwjsrFl1tnfQhrh89NvL\/ALDV4dhhZCKMvbkXIiGyuyzCgGMwQJJJAGw3JqV+SnTIa0CR8s3IFyXuuctu8LjUEuMNEjC9z++SY32BOzBaTexseIFz9xVv\/mWFsj9IaBmiVw9sALoOdwjlyzAc9ffE74sKli0QGMwTrkAkvef3m8Rg8wT5GewwtdoVLMyxneJd3CgBAB0B+bCTqYzEtIz\/AK7M129Ga2DBRVM5WOpVYAYklTAGm9Zzafa1Q83a0CLXJjWNA1jTIBsAQCcz3E3nP7NmXQuPoCdJ+042J1mSJDQt\/gd3tVF1gZUyJ592F16lHSeUk1y1jFm4uKLqykKQFfxM9wXmJiBGmbu8ggHnXR2MSQkqA\/dOVQIDCM4C9FAdVk66ydSa5\/F4MWgltTnU9qwuHXPFohdjoArwB5E7EV5wtBpdUMRMRrYAlx6ae+lw5e61YtyX5nS8w0e9\/rEhc9wvEPaaU2bRlPhdeYYHSDJ9J5Vsvgbdq9nEKiwwXOrlzuoESQu0luU6nSsy1YrZs4XNbU87fd\/Ce8v1zfSvpn0e+Hc2P9vewmfm6BfOMr9wji48tfa5iPl0uVQwuGrawOEr3gsDrWzatACtGnSlY1fEZRAXyzais72h4ymFtG4++yrzZuQFTcY4pbw9trlwwo+ZPIAcya\/HOO8YuYu4XcwBoi8lHTzPU\/7CvOKxQpNhuqk+H4F2Ifmf8u\/4fjx4wqvE+IPfuNcuGWb5AcgOgFUqUrDJkyV9WAAIGiUpSuLqUpSiJSlKIlKUoitsTCXBvtPmu30y\/WprihreZRopn92dCPSYj1PQ14wl0CQ0QecTlI2Mc9yPj5CvSYhkfv6jYjSI8uX9KiMzbb3C0GPZl75s6xtoeTveJMC8ay0qOycwyN+A+6enofzzmsRyNWsVYy6r4T9Pzy\/2NG\/WLP2xv94dfUfy9DXoEajRQvpunI4d4e4\/IadLfugKlSlK9qqlKVPhsO7mEQsegBNDYSusaXuytEngaqClaa8JuD9oUt\/vsJH4RLfSvi2cOp795n8kQgf6mg\/SvHaN2v4X+llb\/YazY7QBk\/aIafRxDvQFZte110q+uLtKe7YB87jsx+mUfMUPFr2yvkHRAqT\/AKRrTM46D1P4SudjQb81Sf5Wk\/8Avk9gV8HCb3NMvm5VAfTMRNfTg7Snv3x6IrOfn3V+tUGMmT9a8Uhx1PoPxlO2w7fkpz\/M4n2YGe5K0nvYdT3bTP5uxUH8K6\/xV9PFnH7MJbH3VEj8RBb61mUp2bTrfxv7G3su\/t1YT2ZDP5AGn+oAO9SVYxOIdzLuXPUkmq9KV7FhAVR7i92Zxk8m59dUq3h8ZctyEuOgbxBXZc3rG+9VKv8ADLltbqNeUtbBGYDcj5ieWlcLi0Fw241UdUDIZbO8azF\/8dVHhMHcumLaFj5CY9TsPjXQ4X2UKjNibqWlG6gjMPIk91PqDTFe1cKUw1vs15aAR6Ku3zKn3a5\/FYq5dYF2ZjyHSeQA0HoKp\/8A6ao+wPU\/gFSnF172pj1d+A+q6e3xPCWCFw9sM+3aNBjlOYgn4AEHlWtcOIVbd5rwIuIcvZEIgQxEvd1SZ0GUnQ7VwmCxrWw4WIuWzbaQD3WKkx0PdGta\/CcJcvuoAZgCAW5W15mdhAMxXDg2gl7jbcuh0iOsZb6QbjS5EeP2WjRl9VoIGpcZJEdbC+0EuiN4XacPcvhrmU23Cl1YsxLNmWSpd1ALRcnUFa569xe43h7oG25I5aE+E\/uBa6G1gbNtLuGDYgIyG69wi2RBGWC8ZB+zB732TvXKYwIrsLZlAe6dNRy1G\/rUfwwUKr6kNm8iRseTpJmw6eEVPh+PzuqCkMoJzQARY8kk36CAADAiy85iTJJJO5OprpeBC4LNw5UZStworiSzZYkT3QkFgTt3GPLXK4ZwsuZfRYzZZHaXB0UHYH3joBJ1it5cTaFwLfZEnUppkVV2BLeIjYTtyAykGf4jiWOb2TRm3MDNpeAPqdtNTAnxfZUmZqpMyHBoALjB1uCAOpB6AxBYCwga7c7btGFpy11GBTNuB0eYOhMaeelDtrl9wlkMZOgmSx2zMeZ89gNBFeMPw+5fLPbi3aLlcqErbhY1yiJBGsH7TVdbEhQcPhRMyLlwHxAbkMY7nU6eUa5vdJ5a93ezPETMRTEXzZbAgzDRBtaDmcuYB5qB1OrVk2JAjMTpFt80zMwNc2iktWRbbsrJDXmkPdGyCDmCHoBMvz1Arcw9wpcFu3OZx2aHoqgr2ke6DMe8cx2Cisfh62rds6FgdWMa3VBgKBuLZfSN2IHINl08XilsdpcY\/rrjE6bwp0tjTRR3VY9ZA1EiLFPc89m0ZiZFx8zraj7LdS3RoAB7znZNqgzI3tLDfo0X0PLtM1ydRIa0OgxWNUZA1xuxUQJ2vPJzXCo3QH3tyY2BiHB5HzAPGchCQGLMzk6s7QToG0CwDBgnfDvXy5zHfbTQQNBpyHlW1wcZXQttaRrz+pAyD18H+o1dq0RQol1ybnnl3FyTYndztBYClh3l9QME5QRqTN7akzYSQLw1sXOYnR43iwLdxU0VYtjrJh2WekMBH3apWrUi2skm1bcsORFxWykecFAf3l6VHiAbhtW2OtwlnMeeefw98fhqbC3TmuXAI+yBvozCB5jKpHpTCYbJRDBfryT\/AKc894Bx6axsu4nEDti49LdB\/qEW47o8LaXVPD2K2cDY0K8jofmD+fUVFhMPPKtRYUVvtpg6r5qpWLbD9Whe7aBRVDjPGLeHtl7jQB8yeQA5mqXH\/aG3h0zOdT4VG7Hy\/vX5Txri9zFXM9w6DwqNlHl59TzqPE4sUxDdVNgvhzqzsztOeegUvtBxy5i7mZtEHgTko\/qTzNY1K1X4mxw4sMqMFMo5HftgzmUEciev9ox5zklxv9Svo4NNrW022mNYgc9eu59llUpSvCmSlKURKUpREpSlESlKURKu2h2gy\/bHh+993+3y9JTg7S+O+PS2jMfrlH1o12wvhtM\/77wP9K6\/xVGXg6A+n4wFeZh3Uye0c0DQgumfJmcgjkix22UeEujwnXp\/Mr8foY86lt4C7Ia0rMN1aIiOs6Aipv8AiTsCbYRGG4VQWI97M0tPXXz614bEm4JuFnjxyZMfZYTzHP8A3NeDm1gDnf2sPdWgzD5Qwuc4i7SAG\/8AKXG28tkAWsAD9vcPAGZriIOgOeDrp3M3TmeflUP\/ACyj\/Eun4Wx\/+pqIDszrqpHwYHmPQ\/IivGItZT1B2PUfn+VdAJsT6W\/P3UFSqxsllIAixzS4jrB7l9u5A8xNkcRC\/s7NtD1M3D8nkfSo7vErzjK1xivugwvyGgqjSvYpt1i\/r7m6gdjcQRlzkDgd0f0thvslKUr2qgAGiUpSi6lKUoiUpSiJSlKIlKUoiVYw19kdXU5WUhlPQjUVXpXCARBXHNDgQRIKmu3CxLEySSSfM6mtjC8bui0thWyoCdUlWMnYt6k\/OsGvdtoNMjTGYAxcKOrRZUADgDGnTb6LtsDxW3ks2cjKgntgpUJddoUMY8Sd0SsrppDV6xRtW0F201lne40qpJ7EGW7qMNhtmYfaWAK5S1erX4fgXu6gd3YtrvvAiSzRrlAJ\/mPJw9Npz5iBJzXs6STfqSdrkCLhU6eF7N+alYySd5Ek72F9XfMAPmF1Phu3LG6i3iZM3FV2E85YSD8a3uA8LHaM99xmtjOysRKxJzMx0UiCeoIWctereLKhLFp7bYdEHbX0OoQkh0VhABywNJZs+mu1\/EPZtZJtqbdw2xatWgpN1gTDESoZAuUqSQAdTBrPxWNeQWARmBiLuyjYzEd2TtlF5G9CpiO6\/tW2qNOVw\/eAiR3spmCbmzYJDXmJg4lcuAtbR8tth2lxyw0VmfKmUDKi75VWSw3nYU7bqFACns2PdT7eIYGAWjwoG5DnoJMsNBLAuC5dxfaKiEtbRjAW2OULuSRHXkNqzluNa\/5m5rceexVhsBoLhXZVAgKvx2GsmEqdzsx8zYmIgui0OG4ES6wptHdGjho4GuX0gx5Jc0NzGxEEDi2kADV5gu7pg7JuGyVRuza+4nUAi0QD+sMaDIuiqNgpOkgVhY\/GG65YkkaBZ3gbeQPPTmTUa3CqFySXvTqd8gPeP4mEeit1qqGrRwmGbTcX6nSdJjWBs0GwG0HmV3E1M1gIm8STtA13IuSImRMkK\/g7YZwD4dSx6Kok\/GAfpW7Yt5rXe8WJcMw10tJmaPiRp1yisrheEzgKDBvNlnoluGdvmP4SK6HDYvNad17qteyIYJC27doQfIAqDHMkjnUGOruzAN2I8r2O5+YT17I94Ar3QaGNbInMY20IvP3DA61QCFSv3tXfmxypHRT+sYfvNoP3mq5g7P6sCPG2v4dvqzfKsvDjtH0EKIyj3VGm\/XmT1JrWuYsIoXTT\/ufrWvhqGVjR6+QgDyhvnJ3Wbi8Rme6L2geZknzk+UDqrRuBBXMe0vtUtgFV71w7L08z5eVY3tJ7VRNuyZbYtyX06muTwuFuX2bKCzQSST\/U8ydBXqvizOSnqmF+HgDtK1h+v11XjG417zl7jFmP0HQdBVSlKy5m63AABASlKUXUpSlESlKURKUpREpSlESlKURKUpRFIjEGRuKskjS4n4l90\/1U\/wBx5mlVm1cynqI1HUdK8uG6mpPix054PP48jqARYfLA9xvCfcb7Q9P6QfKo1ETafTXQ+6f7HT6HlUgt5bps7qzQfqA3qJ+p619S+WRsvd7NZBG5BYLBP4qjJjT9cK7lBMmxGYED+H5m6i0XF7aCYaRSuKQSDuND8KiqzivED91foAP6VWqUGRKoVWhry0cpSlK6o0pSlESlKURKUpREpSlESlKURKUpREpSlEVjD3crAwDBBg7GOR8q3OH8SvtdU2yc4BChQIVeYCxlVY3+Z6jM4JgxfvJaJyhs0kCT3VLR9I+Ne34gSOztjs7ekgGS8c3bQt6aAcgKjcQ5+QNBMbgQAfrMaWB3IR1MPYQ\/5TqOf7evoV1DcTRVs27hW4LWXNkHcUDRm17t26UnXwzOjTpZvYq3azOUdsUzv2ZukE27Z\/ZMwXa4Nwu+p171ZXsTaFy8ymQRbdlYeJCpAkTpOu5Bip8LfNhLdxQpvX7bNnYFggac0CdXJE5ifhVc0mB\/ZMmYFsxaH5sx2sBLSXWkkaE3Oa9lNwfRpz3BJYCWt7xOv2nE6bCdgYGx+lBlCXlXt82dmKyLNtJKqV8s0hDzidTFZLXTfuySQDzJnIiySSeZAkk8zPWoHOSysb3SxY84SMq+mYlj1gdK+WrmW00btlBP3fEV+JVdfu1ao0BTBczWSB0vcgEkAAizeBrcqdtOlSYKbBDfmI5m\/wBPSbCAFJisRnYkCBoFHuqNAPkPnNe7Fh2jKp7zBQYMZjyzbVUWt3gVw3F7NvChkRuC4ZWb1ym4B07SeQqxWeaNLMwCBzsNJ6wYtuJ3UIa+rUAG5v4amOtrDS97K675Lf6sEvei1aAGvZAwWjrcY7fe0q\/xVMtmxh0bu6s5B0MFdZ5rJPyHSvmJHZs1wePIQhGgtqGFoBR175M\/ARJmnxNsgsINhZt\/1\/tVfCUy94LtiZ6uj\/qIjYuLnarvxOsWPp02\/vT5NAOn8zj5ANbovr4lbawIEb\/Q\/KuL4\/7SNclLRhebcz6dBVX2i4k7O1vZQfnWHV2viCe6NEwuDa0B7rnVK6L2QvRcuJ79sx+\/bIuCPgjD41ztaXAbhXE2CP8ANQfAkA\/QmoaDstRvj9bfRWMWzPQeOk+YuPcL1x7D9ndMCFfvr6NuB5Bgw+FZdb3tfii+IYQB2Y7MRzCyZ8vFtyAFYNKwAqOA5\/XumFc51Bjncf49olKUpUSsJSlKIlKUoiUpSiJSlKIlKUoi\/9k=\" alt=\"El descubrimiento del bos\u00f3n de Higgs | Investigaci\u00f3n y Ciencia |  Investigaci\u00f3n y Ciencia\" \/>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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FUBo7vgv4TH72qRM2YlSUTCAa+Kj\/wBmg3Y96lsoJL5uDQpCpsh1JGjVSNc4d20C0koP6gTkF9xDgLhBczKxiTGzDqCecfHfc1Q3hmAJKyIA01jw8K0biVxSqhJGwmcrA8hA1GvL0qPHXSsZVDZszK0NpbHOJ3Bkknpt1qyEzggjEqEwv3SEAMNODt4EOQ5pDZi0EhUgFNGPedzz05k8HuzzG+mo0n\/inEAuEjnGgG\/ifKYqTh\/E8N2DWsTaIuARKjUjcHvHRh+XiKT4HdaHJJYFtMwHIfLTkKlkYqZNWtPZqDGhLMobpYl\/TQbgQYqQJcsLQsKJGmn4iu4kvZ6sJXNuInyPMetI4rjGbZTA0AnTn+ddbdAc5VEBtCJ0P51RcSwQ7RGZgq6IdB3QNoAiVjzPntRMQ6gsizniOUSYfEMMhFxXiLgMK3e20V2LxjYjLYct2Y7i509wsdCwDMYBjXeByrm04chS7kL3bltmAFpCVFtQf47PB7mkRp1mvS8Hxv6KUxTXDc7a6LD2xlJAhshKgZpEZvHN7tcjiOCnFY1jY\/g2rxmRnICuoLQpVWZSxPKNG5Cs2fMX2uWYnusGVmArV0tTQOGcNdot4WcgSlELyEEuMrilSXABLlwwyqNwCxiuxHAcP9Fs37eMt530uW3gMjRyVSWK5tM0bMD1pjhWW7hxh1tNkQNiLzlkRjlGVhbYiIEodddCKu\/\/AORtXMNftyFxVggWiVFr6QDoAUfVmLSoYGCcpk613XHgbfD0S7atwttVcZDdS0sTISZcKREjz01ijKxPZzRKKs+ZWWrJYEZhloAsf0gsXY2i1i1Cdh+1QLAqTch00q3fDgnYAgZm181wnDsRwzFYa9ay4m3ejJ2YzC6CAXt5eR5g+APIinfa3g6Yi+149jhHzhbyXby6uVz50GgK5Y15nNpI73KcFxOLV5wpuEqrKCskIranfRATry11q3wr4dMNcTFXR9Ia6t1XQLffSBlZpj7W789utsS8P2hnZe8zXNrt56kU3hZiPqAyyxMDOHOUOXJDkWYJZ8r1sKRyF63lMfA6wR1E8qnwHDrt4xats8bkDur4s2yjxJFem8TsPiezxiYa1DWlVXvpm3kjJZDZYBkZmHSNK824nxW\/fP8AGuM0bLso5aIIVfQUmZCicigQCzhri9iYtSVqWgFacqmBIrR31YbGLS\/7P2MOxGKxaZhvbw4N1vItoin1PlT\/ALN+1mHwN9bljCtlgq7vdJushiQsAW11APunaJEzXGUUNEzx6h7Xf2sNeRbWCttaQbvcILk9AASAPU15ti8U91y9xiztux3NQUUANaAl4KKKKWEgooooggoooogj1qrLiuCVEtOv10EjxAEkfGlrltLV9EuuArBXzD7J51Fe4zbyZdCBOXcwTHUn8q18TjOyWEpQpRv3Q9LVJI6u0cnIwqp4ExK0pD6lnppQmkRitRYa44RRJOw010J50je4oTsB6j8BWuB4k6Yi07NCh1mAPcmG+U1J2pUgKUkgnQxMqSUFWQhTAtetPP2i\/sP9U6EafCpuFlVxFztBpkFsgiep1FVQQHFuwOZCzshnukEnUdRuPSrvF4jPczgQciDTqJqUKKgwHTRnzUOACKKDnRrRU4y52TSoYnU6CcsaSeg1qtfiZJ0Xc7n74FN8ZtsTIByhQGjbUmJ+HypDD2gWAIJEiQNz5eNBBzFRbldr+7kfLxaQE5XMTY2+6OVV0cRoy7a689jUeHw1xhnIzqOTEwfDQzRdQZjAgToOlPYLGm2jJEgxHKD8NeXwqtME4Shk7yqO9H3tQHfYW0Bnl9m\/e68q9XhG2SzltBAJ0AA05SI+O+1WGDvZxEAwngNBAnMx3pC7hyV23insLhQFCtOYEqemh2HXzonYeWsFKhRqcGhEYleHUJktWVQNOHT\/AC8bq7MZUwTBZdZ3PdJ+zG8D41nDG2U7FhlcywflM7ZvsxEx0B5VuuSechtG38u8Pxmp3w5kMYP+LlMneNj+4FVJg7IBLEB3G71b\/IMbHvP+pqaMsysQSaJWQzgDIf8AJLf7Z0cDIf0yw6or1sd4Kw1AgzJO5jfbfbwqx4TaItnTnHqf019aat4QtDFe8pynNs3NYK6jVY\/ZprB4adNdCRpyBETHWdvE05OMQKi37kn+Lto4IitOwqgrszQiuhvatRxBtYgsQYUdPmZHpvr0\/fKlcVYZXtucsLr3tjOgnwro7eEOpyzGg6KBsCeZ8PHWqfiqgkM1zLE8s2uWdPqg6Abz41FLxpnOiWbX1Pgw3\/VrdLgw44NMsZl25gbX\/Dg2BOZ35n2isLcW2FGW4bqDNqB3u6NBqBmPKK2wFjFXbEYRBdXsyjnPZuOtvOf4edoyaSVHeiNhTV24my2+YOZu8wMyCF0Eg66ztTuH4iwuC2O0Vn1WyxFrQI1wF7VrN\/DY5e\/nOpiIUgw4iWuWsLUacXJetWG9PL+2EXNkoSEqGYByABsK1Pjs4akW+G4PcvhWZhbFsK4toBnt3QDqLiNlKxoQBEMetaPx6+LSpZsC6TeNonREzDOxbNlMDw2UnLuDSxFwhbttLt9rltSCLtpEbvM6r3iuZQWyzEwqxOtV2D4pa+mdmL72yqnOtxj33uZmc2yJBuoSADzBYDQVBIwn+8VrWSlxlDUBqCQ4NdXSxDmtxGUuYFJPYoZgrMxJzDQKZiwc3YK2ZyOa4nh8VisQvbWzbsC8loiz\/dqGvMoYcmYn60a908xXPcbwf0TF3Ldtieyud0tE6QQTyq49pfaA4jC27T3Lpu27rBldAoKgQtxzv2kaR5+Z5rC4K5czdmjNkGZsomBMTpVlZSbV1f8AEdBg0zAnNNISkDLlY5bhlOqpzaUZiL3PT4P+0THI2Zri3O7ly3F7o7wMhUy66bmuSv3MzFupJ021M6VGaxUVgw3J5mpPiTUxeRJQhRUkMSAOSaAAWAGjQUUUURJBRRRRBBRRRRBBRRRRBBRRRRBHoVx2eMzE5RAkzA5AeFai3U4Sp8PhWcwqkmCYHQak10LRy5W0Ji3VljODg3slhgwKdopJ3GXNE8zS4SsMpEEGCDuNKatNIQFWbulqHzox5RfWMRaezhwoi4gKHyA1J6yTm+NN3EUL1Ohke7lInL4ODVLwLDlryL1Pygz8quMToWVTK5uWo8KRIakVVpCV5EndXmT821jTjOJ1ZbKyty0ucRsQ0DbbePWksWq5LJRGW4ilXMfZMa6bz8JirG4LlpWYAhzCjx1nQc6h4hjrjqV0KzJYLHva5T0gz8Kj7RKlFA0LVtZOtRXMABckFgwJiGWMoTltu\/Bq6HbyikNvX8qdv8Ny2w+YGSNI6iaiCVu1siJB20npy9KnKFullNvS9PGnKLYmJALh9oMPdIB2giNttQdPh86ZCmM0Er1jxEx8aisWGYwqlj5TXQ2XUo3bkDWQAQZ0iJ9BpM1UxZEkghILmu7cBcvVrDd4nw6VTQS5bfT\/AJGgikZU5AQNZ8DqAddDyqTBKCxyKxP+CZ94efKd6em1mi2g1+tJj12gUPjCSFBBMxB90eMjQ\/veolTVKTkSk2eqm8xXV3sNL0Lky0y+9MWKHQOabE\/gGH8HgSx72ktMAjWDuMpAHoedNXmFvuoDsNSO9GsCTynwqswrFAzMczbEnmTyA5b\/ADPhUfF7hVlIP1VPymPlWH9gZk51EHYN3aB7V4MdLgC0Xv8AVUiUJaP6d7nvUcbW7zXs5YGHbXETbzDRs0RJ2InlH7iqi7hwZB2PSpy63BMkHeR+HjUEztpp+9q2MPhUylrmISylNmO7Bhrw0pdy7xSm4jMlMtRol24V5mtNdmEY9nbapeC3FB3yuY01kxJjauZ9ruBdpjs2HvhJYA3GuGFIXQ5x4iNOoro335MAdo09RSn0G3mJgkT7s6b7SPh61KvDqXMC1KLZSMuhJILniAG8CYbLxCZebKnvKatCaAhgDoXdrOHrp55iBfwb2zmQl7ZdCCWADZ0DjMNH0JBHh5VLwdsTeuquEQW2KCzmQAAADtCxuNtcOQtIIOhiuu9ouDW7+RipGQJaGXZLIfWBzZVJiuc4TafC43LYaQWNpbjaCGIEk5CV6TE+VUp8iagkIvo9n+LvGhh58qcnPOS6gK0oQC7DQlrPW5HHXi\/CbeCe0MQzXrxcXLqD+7Nsz3Sx7xuZh01B9an9qsVhQtu\/gLvZm4mS5YVcuUBYlvHWPHcGqv2m4P8AR7gUX0xDEEuyNmhpM5jrqfHXeqq\/griKHdSFbQT+XKmIExCMq6nUs0WQiVPUiehZarB6EEWYgah3Z+LMylFFFNi7BRRRRBBRRRRBBRRRRBBRRRRBBRRRRBHrGMwJtFQSDmQOCNoNZwV9rTh03HwM6QRWuUnf51PhMOxYZRJGseWvrXSNSscaSMjLL77dNGuM4e9rLnEZhI\/fKo7WFLkIN22nSmsTfa45c7kz1jwHgKfuYZ73Y\/3YLLAI8ydfSo1FqFtfTh5+ER9spAGYh6udqE21b8Qrwu4FVeyMXy8HONI7w0PLcTNWmKyszsPs89IbSfhz9aQw1gvCQ0q0BYnZiATA0A92rW3g7SqC7lCGIOmcHuiV7ugPmZ1rOTiwtSpZBCkm13ZWh1Bb+0HKCQXNIfLkrmzMyUnWuld1UDbDSt6svi7rXFCrq1vUmZkL94qPhuDv3A1xR3DoW7u8\/Z9T86fGLFvRLZ92c9wse6dv4aaQfPnWj8TcBVZiVuDvBSFKgE6KEIAB0Ousc6SahU1CkdmHahVWl9RuAog2oS\/daVErDyXC15qFggE1Ym5YeDO733rsRw0W2h7gH2QO828a5dJ8yK0fFICITMQAAzEnQbQggfEtVtw7DWrrItzNm7NtWEZgSCGBae8IO3U1aXMLbskZAqrBBJ67jU9dfhWfjfr0rCKTJmBUyYQ4bugu4uwU5IYsk6hgwA0sBgV4lOdACEuznvqpwLJreyaNFNhcBfuiDCqDsdusZV29BzrbF8LyIzEyRv5ff8Yqc8eS2XyDPmg9BMQd99AKqsbxe5dEe6JM5dQR0NRYYfWcTOSspTKlOCzMSKEgip8wkPVqRYnrwElKk5jMWxALuBdi7hLDg534LoxfurAHQnfTketN4PCMsaHM23h4mo8MVVlY\/Z6R3jNW9m6oliSW2H5j009a6AkLSyQcr8yXa\/qTfSthy+InrHMU69hvyMF6yqqFGvMk\/L8TWnEAlw7COUeGlaYluewECPkK2ViAdRB5frTAEpWHv8sSfjwih2q8t7\/i3v6xR4lDabTY\/uD41NYvg+7HryrPGroygaTM7gRy23Pp0qhN\/TQwR5\/fVjMGblGthwqbLCzQ7\/mLm5ekwRBrXNVaMfILMyCOUwx8IFS2+IIbWZbTliYWHADHnlgbDmTp48qiViJaTl4tzPk\/J92aLycNMUHbR79Nzh1ULA6aAa9IrjMXgLnasijQH3jtB28zXXYXFuFIIAJMgTOX5an7vnSeJTSelBStajmDAW3I16021MktSZbZS5N\/F6enQtFbh+G202BZvtN\/+V2Uecnx5VnH4Pt7Zt8293\/Ny+f30xU2ExGRgwAJExOwMRPpSFGWWQkPzufHR+TeEP7QlYUo9deccfxr2d+iWVN5v41wjKikQoGpLH6x2Gmmu5rm66r2zsMzi+SWJ7reBG3kI+6uVrGTKmShlml1akUHLh66m8byJqZqQpFurwUUUUsOgooooggophMK7DMqkjw1jzjao7cSJmOcbx4eNEER0U\/isGAM9ts6aaxBUnk6\/VPjqDyJ1hCkBBDiCCiiilgj10LTuDNw5QgJyvPdHe1AkEjUCBU3b2V\/u7ec\/adtP9C\/iajucRuNAzwoPuqAAD\/lXQ+s1vrXNUO4n\/l8DvVtVr2jklyZSQy1gnZIfTcsPLNweJ7+ARXJuOLa8knOw8CF0HqRUj4pFIe2s5W0JYCCY+qNo8zvVWFLNA1JMeZNMG2QwtN3Tmgk8uW\/TnVabhTMUhay5DakBIuSGIPB3dmcMSIiVNQGCEAWuSpVL7DySNjQw\/ibzMSLl85s\/uKVytsQQVAE+fSosMzu7XcoIXVhy6\/GKUewBcymXEg906ld9D1iru9j8PbBS3meBEAnUe7qx5QfnFRqQZU7MgEgptYONdnLgd5rXdxDVBc8BalZnYVqwPC+Wlg5Bs8Q4e0GYwSQdcgP\/bPKeqmNKl4gluMuYBhAktExoAY\/elGHx6BEPdkRou\/uaSeo2NVyw79\/Zm7x2iTVhcoTL0bg9f5Y8ophCyoqLsPX2fXzjOGxwS8hiAmYaeMhjApXH32d2JfMJMHXadN9q1x9ns7jINQOfhAP40xwrH27RllJJkEiCIMcqfKky5QCpaasz6s5Jre5Jub0EWFLVkdLkXZ6eLWdmrCE1ntdCIGvhqPI1tjWXOxUgqSSI00JmIqNU0khh46AR5mplrSA5h1wDEhUldCD5bj0\/GmcNdYLpr1L\/VHLy9TW1nCAJnIzMTkAX3NonXX8akTDPeIsgC0sZiBAbIIWSo11J0Gn5Z0zFBIKszJFSTs1fLSjHjeGAGeoS0hyS3Wp9ONIWfiZkDuEc4nrtJ3\/AHvU9g4i4DAW2vWCD\/KOVWVjgFq2rH3ngwzcukAffrSvFuNWrEhjmf7Ign+bp61gz\/8AqAzl5PpyM6jRyNmqBSlWdTM1jSOiwn\/T8hA7TFkBIanyfcB30Ijk+Ivlhu0zTrEsSPHWqu7ielP2eFXLiBz3Vb3SRv4gdKbwfC0tarq3U\/h0rpEDO+RWYAkPTQ1sztY8QQaiKq1CUwUGLCnztCWE4UzjNdbIOSj3j5nZR8\/Ab1cWrKIoCg6eNHadRFbCDtUiZYFXfq1Gp14QLmlXhGzuIhRHUnc\/kPD76gK+JrYr51rctAiDr604JyinXXoKCghMzmsJtoaxNDZZhSIHIRp4abUpxDiCWVzOdeSjc+X500qADmJkpKiwFY24jcQW2Nwwsb+PKBzNef3SMxy7TpNM8R4i95szHTko2H6+NJAVlz53aGlo2sNIMpNTUxvaUEgEwOZ108dKs7eTL3cqBdGd9bjz9lNcunSI5saRswveZSRrl6E6bnoOceXOawDnYliBOpMfIAD0A28qqkP1+NedOFosxO+Isrolst1Nxjr5KmXKPAlvOljd72bKN5yx3fKOlNJhAVzMQgjQtux8ANcvjB23p3hPDkvXezS5GYEk9nsOcS1KlNWD14k+8RrmoQComgvQ6coqmvS+YDJrsk6eUmfnU2Iwsy6N2i7k7MPF11jzkjxru7nsZYZCAzZwNGGUGdYJSAGHXn41zVj2dxQxGRAMw72caIB1kjadIjXWnrlqRU9c79WirI+o4ec7KZrvSm\/VYpbthlVW+q40IMjSJU9CNND4HpStei9phOwVUsWr1y2wOJW1n76tOZrMe9lPPZZIHdY1wOJC5myTlk5c0TE6TGkx0qtInKmO6SG69mPgd3AuJUFAEasfPhf5baIKKKKnh0ewqYII5VPjbwuOzgRPL01qA1PgnQOpuCV5j5T6V0\/GOIUG7zV6p6RFmMzrI51YcUup2isve0BYn63OD0qHAYlbbkkSrAqQeh\/YpnAFQzwCFdIAbmSRppJ0118KhUpMu9AOXL9hDClSld1JLbavSuzQk1\/Lcz2xl1lQeVS3LRR7pzoM9pm6hgxBgdDGvpVnj+GyqIGAZUAWYGdtSVH3+tUOHVGcC4YUnU9PGmS5qJycyC4HX5\/F3ESGWpFFhi1Qzlgot55S3i+xhzhpDsq5Cd87AHZvdY9INSYm2qmFYMI1I2mo1tPg7mY95CCgZDvIkeux6UlgcSJysYB59KUKaukOSkrUVoLpo3E1fiGOlKNSHcdhxJCtIjQ+YmKrTabpVxdCjQamoQeY0PWlTMKkuB4PR\/c+h8DDgjKGd4prhgwd6c4VgxdMsSFBjT6x6T4DescRtvlOUSvvNA6bEneKxZu\/R7HaMTncHJ4A6Agf7vh1qKfOWElKSAolgxrzs2u4ar6BFvl7tzQdfmL7D3TneRltIIXlMSS3WJqq9nOJqcVcZ399WCyDJGZWAAExAFVVrHsMJcgEtcudnOpZu7LwOgX76xwbhxQi7caG+qggnUQczbLpyEnXlWZiML2kidJTdQyhvC5uwJubXtpY+my04ed2yiGBbyvxeu946rjePd1Nu0wtzGZzMgHnpqJGwHxrl7PCbasGMuR9qIn\/AC\/gZ9afPgIHhPzJ1J8TrWtTfSfpAwMooKne9KOwvcng5YDR3Js476kcQruBgKXr+3Lzakbu5JkmT+9PKtKCa0rZFAwjMqaxkmtSg6VmimkAw8Ei0Y7MePxrVlA1ret1SjI8Bm5amOU4txBMOxKwS2ydD1PQT99chisU1xizmSf3A6Cu39qfZ62yveVhbYDM0+435P5VwFY2MTMQvKq2kdD9OmSpkvMi9i9+ujGaYwpacqxL9zXxI58unkTWMNeK5oEypXymBP7609hgB2fdEi3ceeZYC5lnyKDSqK1ZR1sT+I0YSxAlsobMFJCnYRJMxyB39aetgIguldZi2CAUMDViD70E+U6bAikcODDEDZekxJCzPLffrA51ZsRdvW5HdW2sLygW+0y68pn0pb0iNTkhOmvXMRtZwJY57xLM2uUn4FjvtyH6V0Xs7hlW7K21EJyB5kDffak72KATvkNrAJPeWeYPPyOnlvVl7J4BlL3rtwdmo0ukwpMyBH2hzH5zTe3TLIKqV8\/34e8GJllUhSQNNo7JMCsB9RzidqpuN423DW3YrbIC3CPea25ydomnvW2In6pV+pAp7De2WGVSFm5EjNpG2sKTr5k1wXH8ccRiltqMqMhVc0a5xMtyHeA\/01cmzkzZdmIa9DzGnOscvK+lTkzHmEhIq+wFaPc6WIF9ISx3EVtv2Vq2UsiVdCf4lzUqTdb7XMDYaaVU3bitaWSe0UlfAodRr1DT6MOla4hdEiPdkxOhzsO90MAekVtjsPlKxs1tG+KgH\/dPxqp3cw3+P5jqJaAhOUaO\/E6k6uYSop9cIMqNmHeBMaad5lj5T60UhmJBaJWj1rE4jOtsRBVcpPUTpSxNE1NxJEVz2ZlCAR6iYrqbUjhwwZI4wW7LMrOBKrGb1q\/fE4a0qkTIGi65hOsGdJ8\/GuZt4llDAHRhBHUVvxDG9oVaIIQA+JHP4VUxWFGJyhRIA0BZ\/HrU7xYkT1yVFgC+u3818hDWO4g19lUKBrC68zpvVdiEKMVYQQYNQl6xiMSzsWYyTuTU0qWmUkJQGAhFqXMXmUX6pE44hcXJDEhHFwKdpHTppWRh7l9muKmRWJOuwnpzIpazYa4YUep0A9aufpvZJF19RsY1PhA1OnP49azfqGKMkhMpio6XPl8+Ri\/g8MlZK1DnZ9feK9br2jlcSvX8Qfwp6xirZ+uJ6bH4Urxjj2HuYQBTlu5vdA100LnkJXx6VRcH4Xdxb5LY05sdhz35nwpVYlUuX2k5YCQK6acfYeUNlyBOJCUEFyK8NeIPTx2uFJJhSwBGvSKnxHDFve8isqjQlZX0PPyXpuKZ4J7P2cODbcqdmcE6afancTy0HhzqPi+Nd3aGyWRoCFnNHSNT4ADnrNc5\/rM3F4g\/ZpISGzLYFVSB3d1EUFy1mDxoo+jypB7XEqBLFk1As\/eI\/hqMYQvKAq20VRlGoAAGY6mKWKIhhu9p9UwAek8\/u89xt9PtgQvrIOY\/ykaegqOzYNwnINBuWBXL55h\/zXUoQmVK7xyIAc1YnUlSnLV0Bc0dVxGM6ypj31nVqf8AilgONm1CT\/UNbt8tpsOS\/v7zUVwEGCII61O18KSqGCN3G\/8AL9keO9KmnYPEpnuZSWlixtmOpA24mpJ0rEmLw6pLCap1m4\/SNATudALAcRGKKKKvRTgorNSolKA8MUsJjVE60X7yopZjAFYxWJW2pZzAFede0HHmxDQCRbGw6+J8PCmYjEIw6eOg+YlweDmYteyRc\/gRJ7ScfN85E0tj\/d+lc9RRXPzJipisyrx1sqUiUgIQGAia3dgMPtCD\/qDfeBVtgLTXTZRSMxW7ZWdNSHYDzJuR6iqOncKhZXAfLlGcAmMxBAMa+9lk\/wApqCanMno3BT+YkiKyYkHYqeZHiNt9Rz0qxDhLlm5rlKKCekL2T7dCCfIjrSl+0bZS4k5WAZTvBGjDbcMD6R1q04bg0KZ8Q2WyWJReZbQSYEi2diV+ztpTioDvdeENyErBF6+Vz5MC+zxdrh5QlzlQHQ7yRyUHfxOwnntStzE3z3DmCktlXNokxlIPUEan\/EaRxPFnzZbyQsDs8sQqfVCcmT9zyofido65z\/pM7D0+dRmSFaft0axZ7YBLILjff9thzVolL2HvOoynK5nUMATPg25+NUmIvl71y4kQg0PKAMmkdWOnnU2Ix7Xu5aU6g5mO+XnPJF6kn1GtL3lQLkViVGruBo1wCFVJiVE+erGIAp4CU2DeEV5i65em6tuYTxKZYXWY7w00MkjUb92PjHKmbd4ulwv9W0qLA\/8AIhAP8oY+lKWEJJYAELqZ2iRp6nSi9cYls0945iNpJkgx6n40FLtwb3f1F+BgheiiinQsev4hMp8OVQlqsGUOv70NVN6VMHeumMcYgvGS9T4bCG4lxlOtsBsvMidSPKkWemeE48Wrys3unusOWU6Gfv8ASmklqQ5SVBJy3697Q1wq1burdRjlfJmRjsMkk\/vpVK12t+Iuq3HFtsyScpHMfvSq27iKYVtWJZUoklT3am1OucXI4662wkLp7rRqB06H1rPs1xfLigbneDgoxIzEA7HwHLyNV2E4U9zV+4v+8+nL1q8w2FS2IQR958zUErDICipCQHLmlT+a6+dyYfiZqVSzLUXo3AfxCT8DtLdZvfTPKJsANwGjU9I08eldpwTGpaBCp3wJIA0VeS7aknkNBHnVbgODXLpze7bGrO2gHj41vjcRato1qwSxY95+cdB186w8dhcLi5ow4dakl1M+VL\/rI7qQznIO8pqm+bRkzsQiTnfKCwBNyNSBdSi39RoCXZnbN\/GgZtCWMk9ATzJjvN93WkTiiSCxJ+O3lz9aRBIrcX+orbk4eXKqBXfxu23u1CTeKE2YqYG08fffpmiztGdeW5\/L8PWs4rFsy690D3VXQL49c3idarrvE0tqMwMTyE6\/n+dM2Ly3FDLsain4JOLmgzy6U2S9H\/UrfYDZ3PeIglYhWElnsgxN1MLbDbidTprCwEUVlhBisVpAABhFQkkuYKyBWVWamAinJS8RLmZaaxhVioMdjEtKWcgAVrxLHpZQs5ivN+NcYfENJ0UbL+J8aixOKTISwvt8xYwOAXilZlUTqfwI349xt8Q3RBsOviap6KK59a1LVmUax1kuWmWkJQGAgooopkPgrM1sqSQAJJ5Cuit4K3ZQXC4NwEqy6fwm37o2do57KZnUCkKgm8OQgrLDridgI3wWEW1ZDYgqUJns92tuBoWUxupU5Row3IygUhxHE3M4a4AwI7gOqFdpB\/4IgbRFJ4vFm4ZO3IdOe+5M7nnUVq80FAe6x2MRPXXY+NMQku\/j147nX1h61JCciLanf4A0HM1Zn8PjxoO7GfVGQFII1OxMyByrVrqkki3ZGk6lz6e8BPh\/zRicLbRNUvW30AnK6OeZD93KOYjN50hbQEGWiBoIJnw02pUKCg\/XweRO13Ardkl3\/Pw0PtipQglo2i2FRJIkZoHeM8j00NJ2bbuCFEhQWP8AhA3M8h+lT4RbQUs6XXjcKQigzpLkNp4QPOtMTi1Z8wtqi6dxC2WByJYkk+M0oPeIA50b3f0bjDkoCRTrr+YxYvgAKwlM2YgaFiBABO8fdmNQ4i8XYsxkk\/sDoPCtbr5iTAE8gIA8AKjpzB3h0FFFFEEeq\/8AXLatoHg8oG\/+qtcXxWzcGzg8jA\/q2oorocxaOLNCGijfiydG+X51Bc4mvQ\/L86KKiUsxppQl40XFh2CiRPh+tXGCvWLZOjs4+sQPkM2lFFRy1FyYTEBsqRY3hz\/rVro\/wH9VNDjFhCAVuE+8dFjaQAJoopcQtRZL0IV6NEMhCQkraoKfUmM432vS4vZw4tn6oVdfE97U1Xpxm0ogC58B\/VRRTkSpeHHZSkgJFgAOidyanWIFT5k051qJJaNjxq0eT\/Af1VG\/GbfIP8B\/VRRTiow5JMRX+KIyle\/r4D+qqzC8auJCI0A66gHXbnWaKgmqILgxo4eWlThQcRc2+N29mLseZyIPkGrf\/rNro\/wH9VFFWkrMZRql4lHG7XR\/gP6qixPtFbVSQH+A\/qooqwVERGiUkqAMcFxjir32ltuQ6frVbRRXMqUVHMq8dolCUAJSGAgooopsLBRRRRBF1YAtAROcqGL81UxC2+jGRLbjl4oYrEZ+UAe6o2FFFM1iwruywBqS\/Jm8ntClFFFPivEgukAgEwdxOh8xUdFFEEb9oYiTHSdPhWlFFEEMvh4th53JAEdI3PrS1FFIIIKKKKWCP\/\/Z\" alt=\"Qu\u00e9 fue del bos\u00f3n de Higgs? | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQxyrila9ed-ZoXEfuhks-FyrBWITNrX5x4zw&amp;usqp=CAU\" alt=\"El lado oscuro del bos\u00f3n de Higgs \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/p>\n<p style=\"text-align: justify;\">Todos los intentos y los esfuerzos por hallar una pista del cu\u00e1l era el origen de la masa fallaron. Feynman escribi\u00f3 su famosa pregunta: &#8220;\u00bfPor qu\u00e9 pesa el muon?&#8221;. Ahora, por lo menos, tenemos una respuesta parcial, en absoluto completa.<\/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 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRAEdwD3EpsEFuRqVMEq6hKeDw9OWdm4-2XnGv1IRf7bnZWlOMsRUlzcgQ-6kRvL0wd7-I&amp;usqp=CAU\" alt=\"Qu\u00e9 supondr\u00eda el hallazgo de la 'part\u00edcula de Dios'? | Ciencia | elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\">Una voz potente y segura nos dice: &#8220;!<a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>\u00a1&#8221; Durante m\u00e1s de 60 a\u00f1os los f\u00edsicos experimentadores se rompieron la cabeza con el origen de la masa, y ahora el campo <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> presenta el problema en un contexto nuevo; no se trata s\u00f3lo del muon. Proporciona, por lo menos, una fuente com\u00fan para todas las masas. La nueva pregunta feynmaniana podr\u00eda ser: \u00bfC\u00f3mo determina el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> la secuencia de masas, aparentemente sin patr\u00f3n, que da a las part\u00edculas de la materia?<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Acerc\u00e1ndonos al LHC - Part\u00edcula de Higgs\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRQJRqqZ6q0CoxMInR_aagc_pXZybFfD8gNTQ&amp;usqp=CAU\" alt=\"Acerc\u00e1ndonos al LHC - Part\u00edcula de Higgs\" \/><\/p>\n<p style=\"text-align: justify;\">La variaci\u00f3n de la masa con el estado de movimiento, el cambio de masa con la configuraci\u00f3n del sistema y el que algunas part\u00edculas (el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> seguramente y los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> posiblemente) tengan masa en reposo nula son tres hechos que ponen entre dicho que el concepto de masa sea una tributo fundamental de la materia. Habr\u00e1 que recordar aquel c\u00e1lculo de la masa que daba infinito y nunca pudimos resolver; los f\u00edsicos s\u00f3lo se deshicieron de \u00e9l &#8220;re-normaliz\u00e1ndolo&#8221;, ese truco matem\u00e1tico que emplean cuando no saben hacerlo bien.<\/p>\n<p style=\"text-align: justify;\">Ese es el problema de trasfondo con el que tenemos que encarar el problema de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> y los veh\u00edculos de las fuerzas, que se diferencian por sus masas. Hace que la historia de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> se tenga en pie: la masa no es una propiedad intr\u00ednseca de las part\u00edculas, sino una propiedad adquirida por la interacci\u00f3n de las part\u00edculas y su entorno.<\/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 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Interacciones fundamentales II: Electromagnetismo | Conexi\u00f3n causal\" \/><\/p>\n<p style=\"text-align: justify;\">La idea de que la masa no es intr\u00ednseca como la carga o el <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> resulta a\u00fan m\u00e1s plausible por la id\u00edlica idea de que todos los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> tendr\u00edan masa cero. En ese caso, obedecer\u00edan a una simetr\u00eda satisfactoria, la quiral, en la que los espines estar\u00edan asociados para siempre con su direcci\u00f3n de movimiento. Pero ese idilio queda oculto por el fen\u00f3meno de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>.<\/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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Danzad, danzad malditas (3) | Lleida.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSOISI8QhqhNkZQ7YvNcdoiy4tL730DeeXeVogltSUxqCRl5xqU9MZPd0pSm-7ncDlmiFY&amp;usqp=CAU\" alt=\"QU\u00cdMICA ECA Ense\u00f1anza media: N\u00daMERO CU\u00c1NTICO ESP\u00cdN (s)\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a1Ah, una cosa m\u00e1s! Hemos hablado de los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> <a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a> y de su <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> de una unidad; hemos comentado tambi\u00e9n las part\u00edculas <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a>icas de la materia (<a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> de media unidad). \u00bfCu\u00e1l es el pelaje de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>? Es un <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> cero. El <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> supone una direccionalidad en el espacio, pero el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> de masa a los objetos dondequiera que est\u00e9n y sin direccionalidad. Al <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> se le llama a veces &#8220;<a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> escalar&#8221; [sin direcci\u00f3n] por esa raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"interacci\u00f3n d\u00e9bil | El zombi de Schr\u00f6dinger\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Lo que necesitas saber sobre la fuerza d\u00e9bil - Interesante - 2022\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;La teor\u00eda de la fuerza d\u00e9bil fue propuesta por primera vez por Enrico <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a> en 1933 y se conoc\u00eda en ese momento como la interacci\u00f3n de <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>. La fuerza d\u00e9bil est\u00e1 mediada por dos tipos de <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> medidores: el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> Z y el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> W.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La interacci\u00f3n d\u00e9bil, recordareis, fue inventada por E. <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a> para describir la desintegraci\u00f3n radiactiva de los n\u00facleos, que era b\u00e1sicamente un fen\u00f3meno de poca energ\u00eda, y a medida que la teor\u00eda de <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a> se desarroll\u00f3, lleg\u00f3 a ser muy precisa a la hora de predecir un enorme n\u00famero de procesos en el dominio de energ\u00eda de los 100 MeV. As\u00ed que ahora, con las nuevas tecnolog\u00edas y energ\u00edas del LHC, las esperanzas son enormes para, por fin, encontrar el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> origen de la masa&#8230; y algunas cosas m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">Hay que responder montones de preguntas. \u00bfCu\u00e1les son las propiedades de las part\u00edculas de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y, lo que es m\u00e1s importante, cu\u00e1l es su masa? \u00bfC\u00f3mo reconoceremos una si nos la encontramos en una colisi\u00f3n de LHC? \u00bfCu\u00e1ntos tipos hay? \u00bfGenera el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> todas las masas, o solo las hace incrementarse? \u00bfY, c\u00f3mo podemos saber m\u00e1s al respecto? Como es su part\u00edcula, nos cabe esperar que la veamos ahora despu\u00e9s de gastar m\u00e1s de 50.000 millones de euros en los elementos necesarios para ello.<\/p>\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=\"Campo Escalar - EcuRed\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Campos Escalares - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n a los cosm\u00f3logos les fascina la idea de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, pues casi se dieron de bruces con la necesidad de tener campos escalares que participasen en el complejo proceso de la expansi\u00f3n del Universo, a\u00f1adiendo, pues, un peso m\u00e1s a la carga que ha de soportar el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>.<\/p>\n<p style=\"text-align: justify;\">El campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, tal y como se lo concibe ahora, se puede destruir con una energ\u00eda grande, o temperaturas altas. Estas generan fluctuaciones cu\u00e1nticas que neutralizan el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Por lo tanto, el cuadro que las part\u00edculas y la cosmolog\u00eda pintan juntas de un universo primitivo puso y de resplandeciente simetr\u00eda es demasiado caliente para <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Pero cuando la temperatura caen bajo los 10&#8242;<sup>5<\/sup>\u00a0grados kelvin o 100 GeV, el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> empieza a actuar y hace su generaci\u00f3n de masas. As\u00ed por ejemplo, antes de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> ten\u00edamos unos W, Z y <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> sin masa y la fuerza electro-d\u00e9bil unificada.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"La teor\u00eda electrod\u00e9bil, el bos\u00f3n de Higgs y su historia - La Ciencia de la  Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTT7RYcIjjemNS-SPEsqxR_2ifs6l5tC3ZrvFUj3HNVoAvE-mv72xfVVwSsaRNgW7vb2Uc&amp;usqp=CAU\" alt=\"LA TEOR\u00cdA DE UNIFICACI\u00d3N ELECTROD\u00c9BIL - Curso en nueve lecciones\" \/><\/p>\n<p style=\"text-align: justify;\">El Universo se expande y se enfr\u00eda, y entonces viene el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> (que engorda los W y Z, y por alguna raz\u00f3n ignora el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>) y de ello resulta que la simetr\u00eda electro-d\u00e9bil se rompe.<\/p>\n<p style=\"text-align: justify;\">Tenemos entonces una interacci\u00f3n d\u00e9bil, transportada por los veh\u00edculos de la fuerza W<sup>+<\/sup>, W<sup>&#8211;<\/sup>, Z<sup>0<\/sup>, y por otra parte una interacci\u00f3n electromagn\u00e9tica, llevada por los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>. Es como si para algunas part\u00edculas del campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> fuera una especie de aceite pesado a trav\u00e9s del que se moviera con dificultad y que las hiciera parecer que tienen mucha masa. Para otras part\u00edculas, el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> es como el agua, y para otras, los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> y quiz\u00e1 los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, es invisible.<\/p>\n<p style=\"text-align: justify;\">De todas las maneras, es tanta la ignorancia que tenemos sobre el origen de la masa que, nos agarramos como a un clavo ardiendo el que se ahoga, en este caso, a la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> que, algunos, han llegado a llamar:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.librosmaravillosos.com\/laparticuladivina\/imagenes\/portada.jpg\" alt=\"La part\u00edcula divina - Leon Lederman y Dick Teresi\" width=\"300px\" height=\"400px\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\"><a name=\"presentacion\"><\/a><strong>Presentaci\u00f3n<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em>&#8220;Me gustan la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y la cu\u00e1ntica porque no las entiendo, porque hacen que tenga la sensaci\u00f3n de que el espacio vaga como un cisne que no puede estarse quieto, que no quiere quedarse quieto ni que lo midan; porque me dan la sensaci\u00f3n de que el \u00e1tomo es una cosa impulsiva, que cambia siempre de idea<\/em>.&#8221;<br \/>\nD. H. LAWRENCE<\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">La \u00abPart\u00edcula Divina\u00bb es el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, \u00abtan fundamental para la f\u00edsica de nuestros d\u00edas \u2014nos dice el autor\u2014, tan crucial para el conocimiento final de la estructura de la materia y, sin embargo, tan esquiva\u00bb.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a1La part\u00edcula Divina!<\/p>\n<p style=\"text-align: justify;\">\u00a1Ya veremos en que termina todo esto!<\/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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Peter Higgs, premio Nobel de F\u00edsica 2013 junto a Francois Englert -  EcoDiario.es\" \/><\/p>\n<p style=\"text-align: justify;\">Peter <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, de la Universidad de Edimburgo, introdujo la idea en la f\u00edsica de part\u00edculas. La utilizaron los te\u00f3ricos Steven Weinberg y Abdus Salam, que trabajaban por separado, para comprender como se convert\u00eda la unificada y sim\u00e9trica fuerza electro-d\u00e9bil, transmitida por una feliz familia de cuatro part\u00edculas mensajeras de masa nula, en dos fuerzas muy diferentes: la QED con un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> carente de masa y la interacci\u00f3n d\u00e9bil con sus W<sup>+<\/sup>, W<sup>&#8211;\u00a0<\/sup>y Z<sup>0<\/sup>\u00a0de masa grande.<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSM74JTjMz9xEfpXp1bSGmrJp98f7dLcO2pJA&amp;usqp=CAU\" alt=\"StevenWeinberg - Twitter Search \/ Twitter\" \/><\/p>\n<p style=\"text-align: justify;\">Weinberg y Salam se apoyaron en los trabajos previos de Sheldon Glasgow, quien tras los pasos de Julian Schwinger, sab\u00eda s\u00f3lo que hab\u00eda una teor\u00eda electro-d\u00e9bil unificada, coherente, pero no uni\u00f3 todos los detalles. Y estaban Jeffrey Goldstone y Martines Veltman y Gerard&#8217;t Hooft. Tambi\u00e9n hay otras a los que hab\u00eda que mencionar, pero lo que siempre pasa, quedan en el olvido de manera muy injusta. Adem\u00e1s, \u00bfCu\u00e1ntos te\u00f3ricos hacen falta para encender una bombilla?<\/p>\n<p style=\"text-align: justify;\">La verdad es que, casi siempre, han hecho falta muchos. Recordemos el largo recorrido de los m\u00faltiples detalle sueltos y f\u00edsicos que prepararon el terreno para que, llegara <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y pudiera, uni\u00e9ndolo todos, exponer su teor\u00eda relativista.<\/p>\n<div 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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" 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\" alt=\"Martinus Veltman, co-ganador del Premio Nobel de F\u00edsica 1999 posa en su  casa en Bilthoven Octubre 12. Veltman y Gerardus 't Hoeft recibieron  conjuntamente el premio por dilucidar la estructura cu\u00e1ntica de\" width=\"145\" height=\"234\" data-deferred=\"1\" data-iml=\"682.8999999910593\" data-atf=\"true\" \/><\/div>\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a title=\"Martinus Veltman, co-ganador del Premio Nobel de F\u00edsica 1999 posa en su  casa en Bilthoven Octubre 12. Veltman y Gerardus 't Hoeft recibieron  conjuntamente el premio por dilucidar la estructura cu\u00e1ntica de\" href=\"https:\/\/www.alamy.es\/martinus-veltman-co-ganador-del-premio-nobel-de-fisica-1999-posa-en-su-casa-en-bilthoven-octubre-12-veltman-y-gerardus-t-hoeft-recibieron-conjuntamente-el-premio-por-dilucidar-la-estructura-cuantica-de-las-interacciones-electrodebiles-en-la-fisica-tarifa-rc-image381879586.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwj89aORoZ_3AhULBRoKHepTCOoQr4kDegQIARAj\">Martinus Veltman<\/a><\/p>\n<p style=\"text-align: justify;\">Sobre la idea de Peter <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, Veltman, uno de sus arquitectos, dice que es una alfombra bajo la que barremos nuestra ignorancia. Glasgow es menos amable y lo llam\u00f3 retrete donde echamos las incoherencias de nuestras teor\u00edas actuales. La objeci\u00f3n principal: que no tenemos la menor prueba experimental.<\/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 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Rese\u00f1a: \u201cEl bos\u00f3n de Higgs\u201d de David Blanco - La Ciencia de la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">Ahora, por fin la tendremos con el LHC, y \u00e9sta pega, se la traspasamos directamente a la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>.<\/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<img decoding=\"async\" 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\" alt=\"Bos\u00f3n de Higgs - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">El modelo est\u00e1ndar es lo bastante fuerte para decirnos que la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> de menor masa (podr\u00eda haber muchas) debe &#8220;pesar&#8221; menos de 1 TeV. \u00bfPor qu\u00e9? Si tiene m\u00e1s de 1 TeV, el modelo est\u00e1ndar se vuelve incoherente y tenemos la crisis de la unitariedad.<\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s de todo esto, llego a la conclusi\u00f3n de que, el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el modelo est\u00e1ndar y nuestra idea de c\u00f3mo se hizo el Universo depend\u00eda de que se encontrara el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Y lleg\u00f3, por fin, el\u00a0 acelerador con la energ\u00eda necesaria para que nos la muestre y que con su potencia pueda crear para nosotros una part\u00edcula que pese nada menos que 1 TeV. Para ello contamos con energ\u00edas de hasta 14 TeV.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-7k8OlvT_F0I\/U1eH4aqhl_I\/AAAAAAAAbAA\/wj7JuAeOD38\/s1600\/boson41+La-gran-idea-de-Peter-Higgs-2.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a1La confianza en nosotros mismos, no tiene l\u00edmites! (Mi amigo Ramon me dice siempre que la masa es el resultado del efecto frenado. Las part\u00edculas que deambulan por los oc\u00e9anos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> interaccionan y toman masa a trav\u00e9s del efecto frenado.)<\/p>\n<p style=\"text-align: justify;\">De la nada, de pronto surge un destello cegador, un conjunto de energ\u00eda que dura unos segundos. Cuando se desvanece, all\u00ed queda la serena figura de un hombre.<\/p>\n<p style=\"text-align: justify;\">\u00bfDe d\u00f3nde ha salido? \u00bfDe d\u00f3nde viene?<\/p>\n<p style=\"text-align: justify;\">Bueno, estimo que ser\u00eda conveniente que me formul\u00e9is esas preguntas dentro de algunos miles de a\u00f1os. Ahora es pronto.<\/p>\n<p style=\"text-align: justify;\">De la misma manera es pronto para contestar\u00a0otras muchas preguntas. Sin embargo, en unos meses, sabremos sobre el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, hasta hace poco inalcanzable.<\/p>\n<p style=\"text-align: justify;\">\u00bfPasar\u00e1 igual con las cuerdas?<\/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%2F04%2F19%2F%25c2%25bfdonde-esta-el-origen-de-la-masa-3%2F&amp;title=%C2%BFDonde+esta+el+origen+de+la+masa%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%2F2022%2F04%2F19%2F%25c2%25bfdonde-esta-el-origen-de-la-masa-3%2F&amp;title=%C2%BFDonde+esta+el+origen+de+la+masa%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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