{"id":11127,"date":"2019-11-12T06:42:21","date_gmt":"2019-11-12T05:42:21","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11127"},"modified":"2019-11-12T06:42:44","modified_gmt":"2019-11-12T05:42:44","slug":"la-busqueda-interminable-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/11\/12\/la-busqueda-interminable-3\/","title":{"rendered":"La b\u00fasqueda interminable"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/04\/una-breve-resena-de-eta-carinae\/\" rel=\"prev\">Una breve rese\u00f1a de Eta Carinae<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.nasa.gov\/images\/content\/384524main_ero_eta_carinae_label.jpg\" alt=\"\" width=\"399\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Una estrella supermasiva que eyecta material al espacio para evitar su muerte<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/06\/el-universo-la-vida-%c2%bfy-el-destino\/\" rel=\"next\">El Universo, la Vida, \u00bfY el destino?<\/a><\/div>\n<div><\/div>\n<h4><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/_fXzRYbEw4hA\/TC1dVIxF-uI\/AAAAAAAADkg\/NqlNjVNg65U\/s1600\/extraterrestres.jpg\" alt=\"\" width=\"643\" height=\"393\" \/><\/h4>\n<p>&nbsp;<\/p>\n<p>Solo podemos imaginar las criaturas que puedan existir en esa infinidad de mundos<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">Nuestro Universo est\u00e1 conformado de la manera en que lo podemos observar debido a las fuerzas fundamentales de la Naturaleza que rigen en \u00e9l, las que interaccionan con la materia que, junto a las llamadas constantes universales, hacen posible que existan los \u00e1tomos, que las estrellas brillen, o, que la vida est\u00e9 presente en toda la diversidad que conocemos y tambi\u00e9n (seguro), la que no hemos podido descubrir en nuestro propio mundo y en otros situados, no ya en nuestra propia Galaxia, sino en los cientos de miles de galaxias que en el Universo son.<\/div>\n<div style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El clavo y el Iman\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT49AdrDVGIATWUXbF_5Fv1ghvP35fY-av9xzH4fYtcMEPZ6OdO\" alt=\"Resultado de imagen de El objeto cae por la Gravedad que lo atrae\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las fuerzas que podemos sentir en la vida cotidiana, es decir, la Gravedad y el Electromagnetismo, aumentan con la cercan\u00eda: as\u00ed, <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> m\u00e1s cerca est\u00e1 un clavo de un im\u00e1n o una manzana del suelo, m\u00e1s se ver\u00e1n atra\u00eddos. Por el contrario, la interacci\u00f3n Fuerte disminuye cuanto m\u00e1s cerca y juntas est\u00e1n las part\u00edculas en el interior de los \u00e1tomos, aumentando cuando las part\u00edculas se alejan las unas de las otras.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAASwAAACoCAMAAABt9SM9AAAB1FBMVEX\/\/\/8AAAD\/\/\/78\/\/\/\/\/\/2ioqK0tLTY2NjV1dVVVVXBwcH\/\/f\/Ozs7b29v09PSnp6cvLy+Hh4dfX1+7u7vk5OQkJCRxcXEbGxtDQ0Po6OhPT0\/u7u74+Pg+Pj4WFhZ5eXkaAAAfAABoaGgQAADv6ODHx8eYmJgNAAAKCgqTk5MsLCw\/Pz82NjaLi4udnZ1ubm4fCACvpqT88OzmAABoXV0nDADLwb325updS0hOQTvw2N7dfpLrqbXqhZzajaDy1+DtmKbsk64vHDUoGCpbU15DJTJ9NkOrLkFqGio4KC5SECKzHzDnKjjXPEo+LDeMJC\/fM0UXGB9mJC+EK0Q0KCrov8s3NEEsGyLsdpNVMz6eMEbINVdPGyblaZIrFxY2DhNGJihTOzsgBBb0vc\/oLlNPP0nuaHOgk4rzKjP0zMPxtrnhDRqDdW1pW1P1YGTwTlHdLSz7gnPvpJ7Si4\/nobfseHhFKiLrWovuk5HnSGHoXHgzCx2mi4XJt6weDigIABbt583tEkCjPVrtzr\/Rj31PFQA4AABtABTTAAttUkaOYlLSLDDXU1BXNy3429B9dIPmqJ6vfIZlM0RKKEjDrqL2QUPetLPqMm4wABV1IifHKD1jEhki4RbTAAAWIUlEQVR4nO1di3\/TxpaesWTZsSU5ip2HLQX5bRz8wEFx7Fy4UB6l6aUp7TpJH9Q0QEhITMtl21y4XVp6u7vtbil02du7t+0\/uzOjtywndgKlcfTxI\/GMxrLm8zlnzpw5MwHAgwcPHjx48ODBgwcPHjx48ODBw1HFAhWmXvUzHBr84bTHVd+Qziy86kc4PKBm\/yi+6mc4NPCBcPhVP8MhAuUZLQ8vCZQnXX2DOvtH2iOrb5w7\/aqf4PCAAq\/Nv+pneMXg3avdHAWKP+pkCaxrNc3HQtE0bzNSnsUCTNytVoLnz19456K90mOrB9KXXr98+Y3oq36MwwFu8c0\/XXlr0ekteJEaV4j+pbev\/lp01FKeLoKYW2XtnXf\/pWWrCVPL80NOls9nvnZ0VQ+AMlzXu+LFlQurl5K2yAwFlt8bbjuvckVLLlcQV3SPd+VXVt5fnFRytkrU\/twyNezBGq56MlmrdZqyvfO7CEl6demDD69NOGopav4jydVjHRJQIK4kU+3W9Y\/XGmupqs96ie8lWACMzXz8wbUbdgOPhepmeIhEqzs0wK3tdGotpVbPzmbrjbJWi5vdubXleg8fkCorK0s31svdtmyILJaPpiifvUpq7TzKZuuzWRVN02TTtzevuotW6CLi6mJt2OPuVJcnFJ1DXGXrG3WVrI2KWo10af7K5qbb3JgXVlcXBc5lSBguhKk7\/+oQlnKTCNRcskbIqt3V6pEfsLm5uexykwm4FIkh+aRon8vVIcLW9qkFytZLuYMoepTa6NzFXM3ebRhXFq588qkpWaIRf+BCu37E0Bj42Xv3\/vyefa3dj8mqZ+obDaKF7Ro24Frr07ctDSuufnwX5vlhsfGzn2zfR3po7U6sjUnq1GqYLDQqWlx6auGhpSHfF1nUzc9e2NO+YlD07S1ku23GptZ8ShSwjuWqJZqCBcDZW4Or1NmPhkWyaPB5t+sk7OChMIAU8XrDJj3U\/K19RIr\/MizRZR94cL+7ltlJ7TTX2nNrRbvn5Ju9NXjCB\/XZ2f0+3e8N1P3PnVVI66R6XhDyrNNzCoOHbq7DHhietAfq9OcOk+Kje81RKIp6uDWoIzAsBotg60nfTZHI\/fUMEi\/T4A\/7\/MYB6s6ngzTf+gMSFZOsicgLf6CXBU4QBLk\/z7AnqDtXB2ktzVM2yRo92Kf\/dohPQgjLB5u+UtTCFfcr7tM857RbOCSKKJYglA\/8rPTsdrcJ5vKMr7858WGJNLD+yAFVEJB1ve71F7GVysgHvrXzpsFAEFHL53Jxs4YDIGBFkAcxawHwgVwUIWcVimDOFuyORfPFfDTYVeKD5A7qW6KVPKNP\/MVcTq+Pk0foF64LELXr9Wyj7qjk8mkmx0QHF2VJ\/TL8yGagLzeIfmkXIhCO8yK0IQoSZgH1bkZ\/PWV0ikcls4ec3p6E\/7kTWgl91yH1Dri2pFZOqtERBsKE9m4BwmN9doMQxXY6QqdTiRvGiAJ4Cr2hWFtSoAjbi8lLq19Al8QQatesteXXdGp0ssYMskYl8biDrBEbWaNmSY8DMdhSA0tBf6f6GUbJICtk3qOovydvkDXeJ1nILNEbmdTOD43Gzpwh2hJdb2aDd1sByWLMyymFnQ3WOa422ZV0RNnkk40wkYqfN9978wzlIAsyFrLGJxEwY\/i3RtYkgUbW8ekTRDKOa0I9Bk3hZMmFxNjYFAxorJDScc4kiyNCNTI2o1PKQEPmBiELCVHq3x6p0eOC9izZZrPZnktmkjBttoymOryYvZPNirzgXO4CkhmxQvQXvzx\/YemrqLn+dfq1LrJgTCeLBzyCVEV1EnohSpiskogrcQGThVUmiAd+9esUodlXcAzLKbGBvAQk3ChNuoF\/6GRhcsfwQFRGL0qSRtY4vwdZtDHy+7T\/0lon+xgjm+3IJHDFK42OoMzVojVONoQdKM1sNp796zleFGMt0lMKSPzs\/Px8dGHh3NdvvRc2yArdeP3y5b+9Hzd8188+6yYrYZJFMGEKCybLfORRsy1UHWD0akyzUKTbI0bbiK2kkxWDBiFTKuOMaeN6kkVTPiBtPUWM+IjqhNGveurR42\/+\/WkWMfaogNnkG0kkwRv\/UcM9V+oat2KpJooLW588efDg9KycB\/O3ET755OGthw\/\/89tbP21ubi+YU8botV+uXv3bhGYSAbV81uiKStakZjwGIStkkIV6zOitE6aMaaVAF1m4sd+sEUjNMc0W9CYrTM0+OXUfkSUhkaBpnHgtNJ4+vvPdj0S0kujOvrsfo1GX\/6\/\/zmKaxBOaakqluph9cGp7c\/PKw+yEjDg\/9+D+1tbW8sL8+5Xw7Olz89bAdOWNt66+9a7fcGspB1mltNqNnmRNd5NV0WlBgjIZm1GND9a7GaMpP44uWfqrkSWbhErq4ILIGsHEir3JQvL0zfZ326e+Q\/8QbmOu6Lsbd76\/t729\/eTx4\/pJ9PkbqRxekf7hByRTWKX0IVHu8PMLW\/evPs3Oc5cEZI8MbhIhiiLLacbyY+DZO99euXr5S0Yrh8NONSSaIfUma1ImiKhkYc3CRnqSOMBFzF5CrY3Z9C5mjrNWssZUWgiOEaOFyYqi2qneZCHBerL96fdbdxAWZmd5ZN1p+u7fn97\/85Wf7v\/4NPuowAJxrkw6vYGcLJqO00DRehzP4HWxO1\/fEUWlpTk5PqJmIR7Hq7AOqnYwMLZy\/v3\/ufzztaUVXpUtzU5ayBKxaKV7k6WhqpI1OVEdNYdQolRYtZBZD5Db6OBUJXOSNWLeGt\/tGI\/fPS6eIA5IL7LCqPsP7t2btVV2OkgDnzx5jKxWB6IH72Qymbm5ZKpQgDCTgQJfIz2l0CdvBLKz587GlBvFHtNGAuHCyvPXP17634t4dmGbMlnJIiNaiOmPLA2qxWLJXeJq2U5WYG+ySjpZx0Qy0HDlHmRRFJItetbuPtZT9ezjHx88fZx9NIcXU6VclGVrDMsGWDbIBeLahiUkbUw7pchCeumGHN6FK\/6rlZVLr1\/7Up2H0T3IigOsBTO53mooYDVkVLImp5AXNq7N7GRV8UaIEnE2NeRs1Lmq4Tj27FSyQB5rbaSXzUKmg6Zo2\/SGopWdjW8eP63\/vbODb9w7RwZpYkVZWnpf8Ts4cLbiLl544\/I1ZPl8tP2zbGQRs1vpz8CPgACyNTPqlB27ShPVCaxEHOBtBh4HYXoYeH3iqJKrkkUGz3wvssgPZz\/5Dry+tjaXTDZrZjMfQfcteLHHlgEVNHqP+OzCu5cvP\/8y3EW8nSwJacRM365DRdcwy8wFex\/TFiJUN8oyLe52HbDsyQZZ2BaM9+\/BE4i1siIwfWV1+ChqNx3ED7h+6fkb7378LNAtpXayNOe0Xz9rRnOhxixkIfnL2\/SwbB8ONbIwQ5r4YSGLGmQRWzAYWQOtJyzcdOYn2RCvnl86\/8U6gxmg9yCLdLRvPwt3HP3Gs+5yjOO4mKpcZKDQpl888R2grJeM6c6ULpaYHDzL0ckinzqYZGnw+XYzWBoWrmQd5Irmfgup\/OX5pfUiVgSa7uKqiywyTPUYDY8T4AFPd0pHyPjHGIqmaVSRCIdcqci4cVkr+UlJJ4tMtkfz\/hF9TDXIkkYHI8uHs2r7bj3\/tXONVTAH6+BXU5Wg43KYmtfNXBdZYm+yTG9BJws7C5MSuqYH\/WdUKUkbjbECjllLRoimaN6RyJ1BFnmYwSTrH\/2Txd+66aiZtFhUt7itzzizwBL806QR9UaP96RNsqbMrvmJz32CVCP3EeJLWmodsfk4wpU\/pjUmtqt43CxFdbJAZFKrVaNYjPkI6C7H++49tln3+k9FkG45Drfg\/LZil0Gj5j\/Sv4o4G8Qr3Lz6iyDKMNpLDtVqlQE2qIFFPQqyrPp1SKga+X6sLqj4PuTbEaNyOl0tajclpQlSEllWb83jWlnfooUvaJ8rMYw+K+sHPmm7J1k+JwPSQ8fm1D3G0DBYvjlMK9J02EWy4rlIJV8JdNVLD92zlXsBuRrSMJFFgSvzzppyChZSyWSm6vRB+QHJQgZ+eLJCCL53SpacatTq8zgHftqhZgOTRQ3ZaQWUUw1DsKOlwGfTllQGLCGILIrqdqEwyPyoz5XZwwof4J0GvolTux8FMVn1lqmIOMLH3zqrx7FcQB09srjCRjbYmFvDZHFtM2mbBsvZ+asPHohuM550VZ4opx0pNbtOjQ4nnK5DLbmQrWU6azg0Glg0\/agwtXX19k8\/bS4YVsiyZYyBFy5dWoJOEzdcxt0H\/rG1fcdaBrWT2WwN1gWc2M2mbE7n2c3NzXN6IZwuWy4FF9\/98MNfbfvJKfDePnIqf8+gTp\/ato9wQYhsFazX0a+sAK2TPQpsbSMx1CXLPruR1n\/+5e1FW9X8\/x2WHJs+QVMPTv1or2p1ZrN3a9k6ErBkwtpd5Acsf97DF5CKK8f+9NabttybM86J5GGHj6JO29YwaMAlO2Qo5Dqpk5ZpMonFUz1CFJHFFXyuw3NosfHU\/FBZeNo96h5rJhudjU472eie8Kjvo21TZh94dn7p+RfX\/7n+rCsZfACIFb8ONLll\/H6N+FwFl0HeuBqR0My4SNY08sRMRPxWREHAuFMlt8sHDgauRzIkH5pYX11V\/G57ytUf0ZitjllavXbpInewNETOjM2MkFUrLXQlkJUcYF4dldSAHsEUS9paULXkIcEXl5OX6n1JEsXddEiwBzZyq+2fP7gYPphTaidryoguC2r8z7xakrQIvoqgg6yJl0NWxxjrRC7IxeOiy+qNGAtG8+VquppOp5W0oqxPYWRsIdHK6hdv\/3L5n4a9oowfgwCTNTVGILiTVVKvyipZY8UijsTDMSDjWhwZTOAXeUIWeTk2Utn1IwdBqCkoDYTmyVQS\/UtdTzWlMBMT47Ecky8ritJsI2Rgaz2hyBPIRDx79kyuYINQMew83qv\/xZtvf\/vrdUXz9vFifngfE2hMlimwbmSZjh0mCzt1eBVaS3LDgVFtPDJD9S8SI81GR2goZSbKsmyuHo0Wi9gaZPBJBahaqDBMNLdHlm9uZen5m20lZAhlWFv9HvRhBiWLtE0YIWIHWT3Gpv3DpT9KUw6F2KCdoN0sUeXC4szFIm6vD6xUmJr\/y\/L+1HBgssaQZP02ZDmAzXMAdgmSc3HaXjxRknH0nDYpRWS999o+Tu3mNNVS4UaWACQMYCELqkMl6CIraLR9afCB0F4jWoW25TrwXQe1hambZ3o5r7uBpHmomVkxd7LGyeAyGlDJikg8h9fNNBvuIKuEm54Ycf2kfQP1fLDx\/tiephOvFe7jkDGL6xDc1XUIagt+pVHNzSBwkKViP8vNu8DHC3s3sqJg8\/qduTIEOBdwf2o4CFkqBGNdzY2sfncE9ES21pEFhjeOrEATwEFkq7V3k\/2B5Fflixhxd7LSuRAC3uSByapOQCPRAXSR5Q8RHPCZxFQmebezlsTbTXx4oJcHWWYEYPpl7QPrMvDqUvQufhZrmveX5GfRG7M4E05s1gFDNCgqO0e4GOGDNvUtYBkiR\/DgJ2H7\/YLHmi7XQcs8Sqt5DG6uQ9rylpfjOtBAqaMfsSaaDossD7h2uSKCGKfuS+AjFZwag1fTGUVW6QjhxDFlArWIBsEEVHiudDEelsdHu9wM6gB7ou1kjRl912Z4bmTh3BI9XeJlefDlGlLAbJITgQLbPJ1R\/FItA8tyOx2jm7DJiiCHsy5arQZJQJBaQhhUk\/J0nLsRAtVIDKTTQpqH+YhDgcOAWt7\/X\/qwk0W2S6AvQ9Qy0AhnMRWS4WcVoZF06yArRFpyrifQDoR6B33\/nTWuBeQWoqMtgnimwq8V8rXmxskAyMtgRJCrINSu4e09QDwpImeVBTmBQV9xGWcAc5ECyK\/77eYrTPHnHi7s+5geO1k8Gc2mEjgBhuSTmqMhmt9YnVIt9O06GtoS4\/eHegP4NtDXBXlaaMugyYIYGuOqMM6fbKLvSZ7mFsV8Gz1+RsZmS0rwILoKQC2RQ4OPP8KLY3IJMrn1G+\/YRhsKnD4zu\/8\/uGMny5o+SthwJwtTpG4edCcrDQ6KUrO2BmsA7ARCSgpGmtEYk5xooFdSMd4WlEJrcTHfgkqjnRwlRisynY+PtlqFIpii0RCUTIampnOwtLq+btVDkrpLhfd9hlbAThbgtLS2KdUy2sjC46AaEUroryxW3ULWwV14diepBFHnghyr5OvIcMG1oFKtc\/hrYEsJNhxj24qYMzfK5mqAzxdJiNaHjLxF+17qyqCUC0VDuyZI\/yagrdnsYpSze+H9K9IwrUj0gJ0M3OEhS3Z5wfBZX9H4yBS3aEOM33U7xVFEvNQjGFrJtESbpkWPJHM2eckjv86FBZ8IhZBsvRKHh+R8kBcHCfe4rq8+0jQYOTnl2jAySgNGspI1fuTIahbQ2Gcc24DG\/h0BaZsZl\/LpYjchGzU0jVPYxNFXP47\/tkCzP+T6beiBIDSfgdFWUN9sg0dFjSzftJm44CNXpWmyH4qNHHzGdUggtmtrAHQEEpehJSQrsJ5hgKgFZHxRWaOCbufUv7LDjfkl2heM+6QpOJ0DuUJr1bntZFgRT9IKh8niAccAoR0CO02Ym8gUgcSKeJtZVN8s0A6CsRyooHl\/QUajgEzTU3iTQmK1mDj4lOtwIDsHYg2gbMR2JLEQP6lUQLNaYWEGshOwwIKWmetXCIJEHhQjaTTFkqAfid4ICyipsA7h4TmQ7WAIzElACVTLyA+QYA0v53b8aMo+JqNSeYaumtkBM0FQLILciFBElupYCJFFTq07wb7c5bjfE2I7yAo1EmWQjPEwlIzjiCgItpDFaoZiMMBBY57YDAJ+vJguxUoiCEdKiKzcqiIIU\/CikFaOhhPBpZBcKMgPZRJyIe5PNqoSnKVHanGWgYVWgQ8ZNKSnOSCmCxG86ZQB5BC46ogSAaw8MuH+F8OGD3WaAhw5k6VZRDMYIQg6UIy1EB+xaDhoaphIjgQi4EJHRvHckNMGfxJtoLGbFe+KzORKFh\/0yIYliGsQ3qv\/FBBeXCrYsIMCYulomPEXACR4Ze9P8PUNesh3eb1Q6JlY0lELNriBomPIMBX2WumOJjzThVDD65ct\/65twmlY+40e53cNuo156D5LU4OqfCMFz8pja8TANnLko5lg0NUoVckCb5k9akfkdwNPlxtKtET2wbRZn6wdoAt4nKctFSs8iIsgiGeKDJSP+KiIlwshw8M4kPBBpxUYBfXMDEuSB2Kgah6sGwFQSOePwtrzrqjDeqiAZjRoCh1OpNHEeUqB8TisxdGPEKoOcLAkBKECY7FJ6UiT5aNAB8kNPvcdkSVNF0EUikybj+FwYBwftNzOs8ckAJJFyEmTBz95\/nCDhn42phQRWWVWVNIgCEEIKR9JI0rXeBaOieOMWIPxE3mxe9\/FEQPdQUY+MoEP0S20ogkJKEozM1nhMkIUxNoZ6B8vsxmcyBmoAOZIx7PIaEiTMBaI+kXRh9iQhJFQIADYKk7lDHEgEEG\/YtoK2ZGNZ+2KI23JPXjw4MGDBw8ePHjw4MGDBw8ePHjw4MGDBw8ePHjw4MGDBw8ePAwh\/h+ManR84e7KagAAAABJRU5ErkJggg==\" alt=\"Resultado de imagen de Interacci\u00f3n fuerte\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Resultado de imagen de Interacci\u00f3n fuerte\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El descubrimiento de <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> extra\u00f1a propiedad, llamada <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a><\/a>, supuso toda una revoluci\u00f3n te\u00f3rica en los <a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>a\u00f1os<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 70 (se public\u00f3 en 1.973), pero ya plenamente respaldada por los experimentos en los aceleradores de part\u00edculas, aconsej\u00f3, a la Academia, conceder 30 a\u00f1os m\u00e1s tarde, el Premio Nobel de F\u00edsica a sus autores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/41\/Qcd_fields_field_%28physics%29.svg\/531px-Qcd_fields_field_%28physics%29.svg.png\" alt=\"Resultado de imagen de Libertasd asint\u00f3tica&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">David Gross, David Politzer y Frank Wilczek se ganaron el Premio Nobel de F\u00edsica de 2004 por su &#8220;descubrimiento de la <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> en la teor\u00eda de la interacci\u00f3n fuerte&#8221;. Un premio a la f\u00edsica te\u00f3rica, y a la labor que se realiz\u00f3 para intentar disponer de un modelo est\u00e1ndar que permitiera entender las interacciones. En el caso de la <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a>, la teor\u00eda que formaliza la interacci\u00f3n nuclear fuerte, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>, las part\u00edculas que juegan en <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/javarm.blogalia.com\/historias\/21937#&#8221;>esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> interacci\u00f3n, tienen una libertad de movimiento muy extra\u00f1a. Quedan confinadas a los peque\u00f1\u00edsimos tama\u00f1os del n\u00facleo at\u00f3mico porque la &#8220;fuerza&#8221; que los une les impide alejarse. Y, sin embargo, cuanto m\u00e1s se acercan, tienen mayor libertad, es decir la &#8220;fuerza&#8221; se debilita. El estudio de estos tres f\u00edsicos en los a\u00f1os 70 permiti\u00f3 plantear este problema dentro de una teor\u00eda matem\u00e1tica muy h\u00e1bil, que adem\u00e1s dio paso a una serie de experimentaciones que confirmaron esta &#8220;<a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a>&#8221; de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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UoHC8lztAGM5q7dn9Cu7eUJPGo2qDvhzhuOUdcnB9RB5qt9pbVBqcrMPAUHX3f5XFBI7N2bxxsXKHew4QYxj63xoqZp4KwoCMHHPOaKBP2T1BJrpo4y2+OJ3PGMeWPflqsk+mXG3xMmCo4JKkD1VQ\/wBlNyIr9omxh43JP72MHb7qvt\/eyTSuB4IwCMseTx0FBK0bRREO9KhWfPPLYUdWyeTk8Z6Us1ezFxdiV0BLxsi5OeB9X345rQe0d8h2NGLjwbQfQwB0H3Uz01nk+lnhMWSFwWz7nHq5oEx7IW7R7EyBknaIwpJ\/dz5j319ew+SjYrJvUp4ny+wEH6MDzPTz4pvqt5LH\/wDG2QePGoJHx\/zVcv7jYOpLk58XOSaBrZ2MKqrFWZ5ZDvkwrFMA4HPQe6oKuepZzkn0jnbz0+6ml2ot4Vhz4to48+RyfZ1xSV3oHmlHMZ\/nP5LWjWXykPhIdZGznyGBj+tfdFf6I\/zn8lr7qp+jLfuMG\/rz\/SoGmnaq0abVALkdWHC\/5rTqF3Jwc7yVPDHZk+Q4HA8qj3NmJ7chHKOucMjFfPI\/oak9loI5EVJLuaOeM4fvlVw3PtHPFBBv9bt\/kbJlu\/JA7sYJz\/fHr6VJsAjxDcMOEGc+fFHafTu6jadp9PO1TgBXRn\/gHWlWhrM0JmlAQDJABJz5erz6VQtvoUuZtj57tSC23naMinpVVtjtHhyMewbuKgWdgxaQ7go3queu7HpD76Yaq+IGwOBt+HK0EWNuKpjWBhu3Gcrzgj1HnFWaKeomqoDh\/McGgb9nmV2Cuqsv8VNe1z28EAVGIdiOCS\/HqFVHSLl1LOBwmM\/GtOvXTu4kBBkBBHnt\/hoLv+zVwRMBjDrkf4p\/KLbvFVmAlI4427vbXOOx2vyW7MXj9P1dP\/Qqzamr3MYEowyAFGQEd1\/FnzoLwxCR+DjPq5zVE7Q2IaZZWIxv4GOu3+2fKstJ1SfZtchgpAyPrc1A1O4+mfk8N6+nFBlLJxRS2e4ooOcWd81veRzD6j\/nwfzro91amf6YSPFLsGMcg+8eYrl2qId5\/mP5103s\/cpdW8bs+H2BePIjjFB9tb26iHig7wjPigcc\/wC01NXtBKfDLb3CKcjLJwD5VOs9PdTw\/FY6rvSNvEMnpk\/91BCvLsqfH1C59VVTU9cUTL5+LnB9tL9cvmG4d6Xx6TZzuP7tQI7UyoGx4xyP00F1jvhJzk5P7xrGWSk+jSArtI8vupqqcY\/OgdaFL9Ef5z+S191XU440KO3ikBUBeTzxn2Dml1tdpbxncc+M4AxluF\/p7aRxQmeYyNng7j9\/C+6gsvZ3VDG\/yaY+LbgE8bxjhvuqyR2oPIK5x9\/sqp6tYCRUfnPGCvGPbW6zutRtxxElwvrRgh+IPn7qBlqtshPIHtz0FKNU10RjZFlnB8Crzvb98+oDrUDVtTu5yQ0LQ582ZT92POt8elLBCzYJkZfEzck8dPYKBzYXkbxq0bbl2jn2+efUc1hrU30D\/wC3\/wDS1TtJvTbkjGUPUdM+o++nl7fLLbMVPqyD1XxL1oI0M\/trY8uQQfVStHpXq+rYIRDyrgsR7Pq0Fk0K8RJCkg+imQo38J8m9+RWGtWpJEkczo3AKnDK3+DSNLkdR6LYpxplx3mY3I59fnQWLs\/GcKWaTcc5CpE+OOOSRjJ9Yp6dINxKJblpGijUlYjIdrnPDPj0serpVe0fTyx9JhyR6RFW8Q9xFluMesk7qBbPOsSMW4CsTxxuOeBVTkvCxLHqSTXztTqh+UC36bIlc+9ievwxStZqgmz3H50VBZ\/zFFUV3V4yHb+Y1GstVlt\/QPgY5wfzpzrlv4zx\/wAzVeu4Tt6dDQXLTu28rLgISR18YGaha1rdxcnDEKnkqH86qUSnORn4cYqfvk4D7sHzII3ezNB8mcyFUUeBT5fWNWPSk2j3H7qT2KYdeBjJ6+XBqxWEeFB459dBruoe7cSDox5A8j+9TqBwRn2Uq1JSw\/lx1\/OstIm8iaDHV2+kH8g\/M1K7PON7Rn\/7EOPePL7qiaz6Y\/lH5mowk2FWBG5WBHIoLzp8feQbamwl0UjGagdm7xH9E8E9D1Q\/u05mG1jxUCM2ReUbumcnPnXzV\/Vx0OachAo3+dU\/tJqHpRDl3HJB9AZ9H31RXLhssSOhY4xX0Hpz\/XFfClYzjw\/89dBhc3vBCffVfP8Ac0zK8\/Gl9ymHYepjQTtKbd4CecUwtwwbbyGB4qvo3tII8xxj20yj1VuO8GSMeNevx9dBfNNmu9u3aDyORkU\/iZ9hkuJPDGM+xcDr7TSbs5qZlj8BBxwSp6f4pR201\/wfJ0Ph+sR9c\/u+6grkuom4vJZznxsQPYAMD+gppFSDTl8XwNN7eQrQTQv50V9jkBx8OtFQPJ+zDlRnT9QYmMg7rW4JU7lO7p1wHAxx4uaXfNSdLneum37Qd03DWkzZfY2MB0PG7Z1Br0vRRHm7R9AkMkPe6PeIFYs4awmZTkTYXITJGWi67h4eAOcru1nZW+Yr8n0+9Kb3bw2lwpXJHhI248vKvUVFB5Y0\/spqPeAnT75R3Z62sw5449Gn1v2ZvwuPkV18YJf016JooPPb9nL48fI7ojzzBL\/ioC9mL9ZTiyvdvl\/ppv016TooPO9x2anfmWx1At3Zxstpz5jHRevXrx66g6l2QkZXeLTr9ZiVK7bW6G30c9V\/n+OMcV6WooPPOlWF3A0ZOlX52W6KzLZyZkbKbhju+mA\/iOW9RFXGysHkELfJbqNhndvtZ0xweuV9ePXXVaKDjvaiO8ii2W9peSyMTzHbTN3Yz\/L1qgns5qzEltPugDnP0E5b3+j1r0\/RVHmFey+pj\/8AivSPU1tNx8dv51Ks+yt6zqstjehCw3f6eccZGfq16VoqDzo\/ZlvQ\/wCm6hgSZ3LaXIyPDleV9HhzzzWi67JFtudN1DgOMpaXWW5GPq\/u5Az59eK9JUUHlzSOzd3HGEm0i+dzdKWJspTtTwfwZJyH8IIHrzU2fs9M0M2NLvhJIq7AdOlBUhAOqoAPGM8bR7PKvS1FB5Hh7J6shylhqSH1pbTrn\/tofslqzHxafqBP8VrOf\/GvXFFB5TseyOpBxnT74cHrazD\/AMaZfNXUPsN5+Hm\/TXpqig80L2X1DIPyG94P2eb9NFel6KCh6vLdz6pcW8WoTWkcGnRSpsSAqGLSAs+9DlcKOMilOl\/tSk7m0723SSSdIVcxzMCjOWVWZRGQqkrnlgcHgGrnq3ZCxupjPPC7yNGEbbPOgdRnCMquFYeI9RWufsTpzyCU2yhx3WO7eWMDusd2dqsB4QAM46cdOKCm6j+0Zrq3URwTQkrA0zQ3IRrZmue6+T8xHJ8Eh6DK++pZ7X3F3eae8UTw2c19cIG78E3IRZRh4wPD4kyMk9PKrV8zdPxMBbgC5nSaXbJKu91bcr8Nx4ucDA9lfLfsbp8c63KW4WVJmkUrJKAjMCGZU3bRkHkAYJ560EfTdTlbV7u3aT6GK1tmRDtG1n7zJ+OB51W7XtLLIDfXN5dwwf8AUmgjhsoIXVAsgULMWQtlvXlcbuKtdv2K05PRt+flMc2Wlmcl487GyzEkDJwvT2VjddidOlladrfxvKJG2TTxrIwORIyK4UtnzIzmgRWX7Q552SOPTiZJ5544Q90irN3JfvGJ2ZXAEfUclyOi5ONh+0xZ3jVLR1WS2eQd7LtaZl73dbwrsIkbfFt9JT4uBVjl7HWDRLA1v9GkryLtlmVkZySzBw24ZLHgHFLZNB0VRJIREqWimN\/9RKqW3g2+jv2q2xvSxu8Wc0DLsZ2i\/wCo2\/f7I42Em0pHMZTHgA7XyilW55Uj4kVYKr0f\/TdJhz3kVtFLJu33EzMZnI6l3YljhfMnim2nahDcRiW3ljmjPRoXVwfZkflQS6KxZgBk8ADz8qWjX7X5J8u75fkmwt3gDEYzjd0z19lA0opPedp7GCRYpru2ikdQyrNKiEg5w3J9lMrqdY0aRztRELMTk7QAST9woN1FKtN1+0uSRDOjkLExAyCBKu6PqPrLyBTWgoXbrU549QtLdJr6OGWCdnGmxRyuxXu9pwyNxyfKtA\/aHKI5WWyJWG7e2Vrm52NcOm7ICJEW3bVBwF6tjyJq7TaVC86XLJmeJHVG3MNobG4Yzj6o6il03Y+wcFWg4N09xkSzKe8f0nBDZGc+iDt9lBVT+1MtEZ4bEvEljHcSFrhYyis7oygbDuIKesbvZR2E7YyT3tzY+KZhf3jl5pdncRK6iONFIO7r0GAo69assXYbTUjeJbbEcluIWUSzcoGZtnpceJmORzW617H2EUqzRwbZY55ZVZZZch5PTPpcg49E+H2UHOZe2d7DOsTzsVstTmF0zKnihM1ukeeOOLg+r0Khx9qb0rC8tzcrLILKU7ZVVAk1zJhQgQf\/AFbBkscjyrqN52PsJmuHktwzXios57yVe9CY2jhuMbRyuM+dE3Y+wdldrfxIsCriWVdohOY1wG+qfv8APNAgn7e3AsTqS2MXyUn6Pvr3Y8wJKjwLE2GJCYXJ9LkjFQbz9pp3m2e1aKXAjfbPvaCV0yFA2DcqlkBbK4boCOaskvYDTGXb8ncIJhIFjubmNY3G7DoqyAKfEfRArcnYywD7xFJu2gE\/Kbn6XAwC\/j8Z28ZfJoEv7K+1b39sEKlvk8EKyTSS5aWRlBYbNuQP4ifEelfKsek9mLO0kEtvF3biBIcrJKdyL6KkFsEjpuILY4zRQOqKKKAooooCiiigK4\/r\/Z7UJItZaKS6jSS5JWBLVH+WDZH4lJQsemPAfq12Cig5x2gvZZDYyfIr8LZaoA+LWSQuqwsO\/VUyShLY3VXtUtNQDXEtra39tDe3jNGIe\/RodkIHevHCwI7yT98hV25bjFdoooOPabDrTywQytqAjnjtrmSQmZO4McUgktCfql5BEdgx6R4pVe2eqS2DRXUeruzaXF3CQrMwZst3qzjzb0MB+cdOa7tRQcx1Psxc3t\/PFveC2m0m3jkdrYyd5hnzEjEgKw9zEeodaV6nbapmWFV1Jpe\/uUIIka3a17qQIqfVLn6PGPHuzmuxUUHCbbRb0yWrzw6p3Fs+mjbCLle7HyJRIUVeciVcEqMqS4OMmpTPqbG4ltl1tA1wgWK5\/wCo+C3DDfKGcH6Rm7vwx+JU34867ZRQcu7GWepyX0Xyue\/FvHY7xkTxLKwuJgsUneKCW7thwQGZQhNdRoooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKD\/9k=\" alt=\"Resultado de imagen de David Gross, David Politzer y Frank Wilczek\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tanto Wilczek como Politzer eran aun aspirantes a doctores en 1.973, <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> publicaron su descubrimiento en Physical Review letters.\u00a0 Junto a su informe, la misma revista incluy\u00f3 el trabajo de David Gross, que unido al de los dos estudiantes ha dado lugar a la celebrada teor\u00eda de la Cromodin\u00e1mica Cu\u00e1ntica (QCD).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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\" loading=\"lazy\" title=\"IMAGEN\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2010\/0409-quarkstrange1.jpg\" alt=\"\" width=\"448\" height=\"301\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> vienen en seis diferentes \u2018sabores\u2019 y poseen una carga de color<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Siguiendo una arraigada costumbre de la F\u00edsica de part\u00edculas, los investigadores emplearon nombres comunes y desenfadados <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> se\u00f1alar sus nuevos descubrimientos y llamaron \u201ccolores\u201d a las intrincadas propiedades de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a>.<\/p>\n<p style=\"text-align: justify;\">Por ello, su teor\u00eda es conocida en la actualidad por el <a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de Cromodin\u00e1mica (cromo significa \u201ccolor\u201d en griego), a pesar de que no tienen nada que ver con lo que entendemos y llamamos color en nuestra vida cotidiana, sino con el modo en que los componentes del n\u00facleo at\u00f3mico permanecen unidos.\u00a0 En este sentido, resulta mucho m\u00e1s intuitiva, aunque no menos divertida, la denominaci\u00f3n de las part\u00edculas que hacen posible la interacci\u00f3n fuerte, llamadas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a> (glue es \u201cpegamento\u201d en ingl\u00e9s).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSbKb3t5IJTc3NxYXsAqEjiicqr1jE93uIVmIkQ7GQ-Z_WcgHR-\" alt=\"Resultado de imagen de Los componenetes del n\u00facleo at\u00edmico son rojos, verdes y azulkes\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al igual que en la teor\u00eda electromagn\u00e9tica, las part\u00edculas pueden tener carga positiva o negativa, los componentes m\u00e1s diminutos del n\u00facleo at\u00f3mico pueden ser rojos, verdes o azules.<\/p>\n<p style=\"text-align: justify;\">Adem\u00e1s, de manera an\u00e1loga a <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> las cargas opuestas se atraen en el mundo de la electricidad y el magnetismo, tambi\u00e9n los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> de distinto color se agrupan en tripletes para formar <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">neutrones<\/a> del n\u00facleo at\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">Pero estas no son las \u00fanicas similitudes, ni siquiera las m\u00e1s profundas, que existen <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> las distintas fuerzas que rigen el Universo. De hecho, los cient\u00edficos esperan que, en \u00faltima instancia, todas las interacciones conocidas sean en realidad la manifestaci\u00f3n variada de una sola fuerza que rige y gobierna todo el cosmos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/lasdistanciaseneluniverso-130519184224-phpapp01\/95\/las-distancias-en-el-universo-1-638.jpg?cb=1368988980\" alt=\"Resultado de imagen de universo.jpg&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La distancia entre los extremos que podemos medir entre esos dos mundos: El de la mec\u00e1nica cu\u00e1ntica, ese &#8220;universo que existe en el n\u00facleo de los \u00e1tomos y todo lo que all\u00ed sucede, y esas inmensas llaneras estelares que existen entre galaxias.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR_gC-u2_cCdE9YGNxk1fOwZj8TESfvPiJcfZ1gGGfnl1tCnuFK\" alt=\"Resultado de imagen de La libertasd asint\u00f1itica de los Premios de F\u00edsica de 2.004\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Seg\u00fan la Academia Sueca, el <a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> premiado a estos tres F\u00edsicos, \u201cconstituy\u00f3 un paso importante dentro del esfuerzo para alcanzar la descripci\u00f3n unificada de todas las fuerzas de la Naturaleza\u201d.\u00a0 Lo que llamamos teor\u00eda del todo.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan Frank Wiczek, que <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> pertenece al Instituto Tecnol\u00f3gico de Massachussets (MIT), su descubrimiento \u201creivindica la idea de que es posible comprender a la Naturaleza racionalmente\u201d.\u00a0 El f\u00edsico tambi\u00e9n record\u00f3 que \u201cfue una labor arraigada en el trabajo experimental, m\u00e1s que en la intuici\u00f3n\u201d.<\/p>\n<p style=\"text-align: justify;\">Sabemos que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> (hasta el <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>) son las part\u00edculas m\u00e1s elementales del n\u00facleo at\u00f3mico donde forman <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">neutrones<\/a>.\u00a0 La interacci\u00f3n fuerte <a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> que forman el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> es tan intensa que los mantiene permanentemente confinados en su interior, en una regi\u00f3n \u00ednfima. Y, all\u00ed, la fuerza crece con la distancia, si los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> tratan de separarse, la fuerza aumenta (confinamiento de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a>), si los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> est\u00e1n juntos los unos a los otros, la fuerza decrece (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a><\/a> de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a>).\u00a0 Nadie ha sido capaz de arrancar un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> libre fuera del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/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=\"Resultado de imagen de Wl JHC descubre los Quarks\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Wl JHC descubre los Quarks\" \/><\/p>\n<p style=\"text-align: justify;\">Cuanto m\u00e1s peque\u00f1o es el objeto que deseamos encontrar, mayor ser\u00e1 la energ\u00eda que tendremos que emplear para llegar tan lejos en el &#8220;mundo&#8221; de lo muy peque\u00f1o,.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con aceleradores de part\u00edculas a muy altas energ\u00edas, es posible investigar el comportamiento de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> a distancias muchos m\u00e1s peque\u00f1as que el tama\u00f1o del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, el <a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> acreedor al Nobel demostr\u00f3 que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> act\u00faa <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> un muelle de acero, si lo estiramos (los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> se separan), la fuerza aumenta, si lo dejamos en reposo, en su <a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> natural, los anillos juntos (los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> unidos), la fuerza es peque\u00f1a.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que la Cromodin\u00e1mica Cu\u00e1ntica (QCD) describe rigurosamente la interacci\u00f3n fuerte entre los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">quarks<\/a> y, en el desarrollo de <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> teor\u00eda, como se ha dicho, jugaron un papel fundamental los tres ganadores del Nobel de F\u00edsica de 2004.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-9VkzE5fvjuI\/T0ZhvDq-PZI\/AAAAAAAAAgs\/xNIWMOai6wI\/s1600\/LHC.jpg\" alt=\"\" width=\"572\" height=\"509\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Trabajos y estudios realizados en el acelerador LEP del CER durante la d\u00e9cada de los 90 hicieron posible medir con mucha precisi\u00f3n la intensidad de la interacci\u00f3n fuerte en las desintegraciones de las part\u00edculas z y t, es decir a energ\u00edas de 91 y 1,8 Gev, los resultados obtenidos est\u00e1n en perfecto acuerdo con las <a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>predicciones<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de ACD, proporcionando una verificaci\u00f3n muy significativa de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSNUKh0BV5WIwr3TH2WsFSkG1DaKmCXpClIMEshG5-PaN4JYnDQ\" alt=\"\" width=\"470\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En los aceleradores de part\u00edculas se lanzan haces de part\u00edculas en direcciones opuestas y cuando alcanzan velocidades cercanas a la de la luz, se los hace colisionar para que se destruyan y &#8220;ver&#8221; lo que contienen esas part\u00edculas en sus entra\u00f1as, de qu\u00e9 est\u00e1n formadas para saber, secretos que la Naturaleza, celosamente esconde.<\/p>\n<p style=\"text-align: justify;\"><strong>Mini <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a> a 100 metros bajo tierra<\/strong><\/p>\n<p style=\"text-align: justify;\">Simular el nacimiento del Universo no resulta nada sencillo.\u00a0 Primero hay que excavar un t\u00fanel subterr\u00e1neo de 100 m. de profundidad, en cuyo interior se debe construir un anillo met\u00e1lico de 27 kil\u00f3metros enfriado por imanes superconductores cuya funci\u00f3n es mantener una temperatura bastante fresca, nada <a id=\"_GPLITA_19\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>menos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que 271 grados bajo cero.<\/p>\n<h3><\/h3>\n<p>&nbsp;<\/p>\n<h3><a href=\"http:\/\/guillegg.files.wordpress.com\/2008\/07\/jpg_21_001.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/guillegg.files.wordpress.com\/2008\/07\/jpg_21_001.jpg?w=500&amp;h=375\" alt=\"\" width=\"500\" height=\"375\" \/><\/a><\/h3>\n<h6>Corte de un cuadripolo del LHC. Cr\u00e9dito: CERN<\/h6>\n<p style=\"text-align: justify;\">A continuaci\u00f3n, hay que a\u00f1adir a la ecuaci\u00f3n dos pu\u00f1ados de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">protones<\/a>, lanzados al vac\u00edo de este tubo subterr\u00e1neo en direcciones opuestas, y a una velocidad inimaginable que pr\u00e1cticamente debe rozar la velocidad de c. la velocidad de la luz en el vac\u00edo.\u00a0 Es solo entonces cuando los m\u00faltiples colisiones de part\u00edculas que se produzcan en el interior del anillo producir\u00e1n <a id=\"_GPLITA_20\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>condiciones<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que exist\u00edan inmediatamente despu\u00e9s del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, ese descomunal estallido c\u00f3smico que dio el pistoletazo de salida para el surgimiento de nuestro mundo y de la vida inteligente a partir de <a id=\"_GPLITA_21\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> materia inerte creada y evolucionada despu\u00e9s en las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/guillegg.files.wordpress.com\/2012\/07\/cms_collisionjuillet_rec.jpg\" alt=\"\" width=\"613\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el coraz\u00f3n de la cordillera del Jura, justo en la frontera entre Francia y Suiza, el Centro Europeo de Investigaciones Nucleares (CERN), se construy\u00f3 la maravilla que supuso una obra cient\u00edfica fara\u00f3nica (su coste de muchos miles de millones de dolores y 15 a\u00f1os que, sin duda alguna, merecieron la pena para poder saber). Alrededor de \u00e9sta inmensa m\u00e1quina, unos 10.000 investigadores de 500 instituciones acad\u00e9micas y empresas tratan de descubrir las claves de la Naturaleza, saber sobre los ladrillos fundamentales de la materia, atisbar sobre la existencia o no de la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;, y en fin, conocer mejor nuestro Universo desde este lugar situado en las profundidades de la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.rafazaragoza.com\/wp-content\/uploads\/2012\/08\/Fond.jpg\" alt=\"\" width=\"628\" height=\"393\" \/><\/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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfQui\u00e9n dir\u00eda mirando la imagen lo que debajo de la superficie se esconde?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando de nuevo se ponga en marcha el LHC y se utilicen mayores energ\u00edas que las que hicieron falta para descubrir el Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> \u00bfQu\u00e9 oodremos encontrar? El Gran Acelerador de Hadrones LHC, nos tiene guardadas muchas sorpresas y, espero que ninguna de ellas, resulte desagradable ni perjudicial para la Humanidad, toda vez que, algunas veces parecemos ni\u00f1os jugando con fuerzas que&#8230; \u00a1No siempre podemos comprender!<\/p>\n<p style=\"text-align: justify;\">Las part\u00edculas que se inyectan en su interior colisionan aproximadamente seiscientos millones de veces por segundo, desencadenando la mayor cantidad de energ\u00eda jam\u00e1s observada en las <a id=\"_GPLITA_25\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>condiciones<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de un laboratorio, aunque aun estar\u00e1 muy alejada de la energ\u00eda necesaria para comprobar la existencia de las cuerdas vibrantes.\u00a0 Pero eso s\u00ed, nos dejar\u00e1 ver otras part\u00edculas nuevas hasta ahora esquivas, pertenecientes al grupo m\u00e1s elemental de los componentes de la materia. A medida que se aumenta la energ\u00eda van apareciendo nuevos componentes antes desconocidos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-7iJQC265aGA\/T1JQiK3l8wI\/AAAAAAAAIy8\/6SncD-rVjZI\/s1600\/LHCb.jpg\" alt=\"\" width=\"365\" height=\"274\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El LHC produce tantos <a id=\"_GPLITA_26\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que necesitar\u00e1n una pila de CDs de 20 km. de altura para almacenar tanta informaci\u00f3n generada por los experimentos y, una legi\u00f3n de f\u00edsicos para estudiar los resultados que ser\u00e1n fascinantes. El <a id=\"_GPLITA_27\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que se lleva a cabo en el CERN constituye una contribuci\u00f3n muy importante al conocimiento de la Humanidad para comprender el mundo que nos rodea. La pregunta clave: \u00bfDe qu\u00e9 se compone la materia de nuestro Universo? Y \u00bfc\u00f3mo lleg\u00f3 a convertirse en lo que es? \u00bfQu\u00e9 sustancia c\u00f3smica era la que primero hizo acto de presencia y que dar\u00eda lugar al Universo que conocemos?<\/p>\n<p style=\"text-align: justify;\">Es incre\u00edble el logro de conocimientos y tecnolog\u00edas que el hombre tiene conquistados a principios del siglo XXI, este mismo artilugio al que llaman acelerador LHC, es la mejor prueba de ello: Por ejemplo, los sistemas criog\u00e9nicos que deben mantener ese inimaginable fr\u00edo de 271 grados bajo cero o los campos electromagn\u00e9ticos que deben <a id=\"_GPLITA_28\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>asegurar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que la aceleraci\u00f3n de los haces de part\u00edculas recorran los 27 km del anillo subterr\u00e1neo a un 99,99% de la velocidad de la luz, es ya en s\u00ed mismo incre\u00edble.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Haces de protones viajan a la velocidad de la luz en el CERB\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Haces de protones viajan a la velocidad de la luz en el CERB\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo result\u00f3 como estaba previsto por los cient\u00edficos, y, cada segundo, un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> dio 11.245 vueltas al anillo del LHC.\u00a0 Teniendo en <a id=\"_GPLITA_30\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que cada haz de estas part\u00edculas tienen una duraci\u00f3n de 10 horas, recorren un total de 10.000 millones de kil\u00f3metros (suficiente para llegar a Neptuno y volver).<\/p>\n<p style=\"text-align: justify;\">La energ\u00eda requerida por el haz de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\">protones<\/a> al <a id=\"_GPLITA_31\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>viajar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> por el acelerador es el equivalente a un coche viajando a 1 .600 km\/h por el carril r\u00e1pido de una autopista imposible, o la cantidad de energ\u00eda almacenada en los imanes superconductores que mantendr\u00e1n la temperatura a-271\u00b0 ser\u00eda suficiente para derretir 50 toneladas de cobre.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcSadl_IS_UYLxRGXMfYvxhTxc6ywL9SMbCQmMPevkbgbqrmX5TfZA\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">El<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">LHC est\u00e1 dividido en 8 sectores de 3,3 km cada uno. El Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> ha sido el tesoro m\u00e1s preciado encontrado hasta el momento. Una part\u00edcula que predic\u00eda el Modelo Est\u00e1ndar de la F\u00edsica de Part\u00edculas y del que no existian evidencias hasta que este acelerador m\u00e1gico la encontr\u00f3.\u00a0 Se supone que este \u201cladrillo\u201d fundamental del cosmos (cuyo <a id=\"_GPLITA_33\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> proviene del f\u00edsico escoc\u00e9s que propuso su existencia en 1.964, Peter <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>) es crucial <a id=\"_GPLITA_34\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/05\/la-busqueda-interminable-2\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> comprender c\u00f3mo la materia adquiere su masa.<\/p>\n<p style=\"text-align: justify;\">Creo que me he extendido demasiado en un simple comentario que trataba de hacer sobre esta obra de nuestros cient\u00edficos que tratan de saber, sobre misterios que la Naturaleza esconde y nuestra curiosidad trata de desvelar. Cuando me introduzco en temas de F\u00edsica se me va el santo al cielo, pero estamos tratando -en realidad- sobre nosotros y la manera en que evolucionamos para adquirir los conocimientos que necesitaremos alg\u00fan d\u00eda lejano a\u00fan en el futuro, si nuestra especie a\u00fan sigue aqu\u00ed, para escapar del inexorable futuro del planeta y de nuestra propia estrella.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2019%2F11%2F12%2Fla-busqueda-interminable-3%2F&amp;title=La+b%C3%BAsqueda+interminable' 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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Solo podemos imaginar las criaturas que puedan existir en esa infinidad de mundos &nbsp; Nuestro Universo est\u00e1 conformado de la manera en que [&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\/11127"}],"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=11127"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11127\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11127"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11127"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11127"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}