{"id":25849,"date":"2020-12-28T06:56:18","date_gmt":"2020-12-28T05:56:18","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=25849"},"modified":"2020-12-28T06:56:18","modified_gmt":"2020-12-28T05:56:18","slug":"el-universo-cuantico-y-sus-alrededores-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/28\/el-universo-cuantico-y-sus-alrededores-2\/","title":{"rendered":"El &#8220;universo&#8221; cu\u00e1ntico y&#8230;, sus alrededores"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/blog.orlandojorgemera.com.do\/wp-content\/uploads\/2011\/05\/tumblr_llmwotClL51qearaq.jpg\" alt=\"\" width=\"632\" height=\"485\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Se cuenta que una vez Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> alag\u00f3 al actor Charles Chaplin dici\u00e9ndole: \u201cLo que siempre he admirado de Usted es que su arte es universal, todo el mundo le comprende a admira\u201d. A esto Chaplin respondi\u00f3 a <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>: \u201cLo suyo es mucho m\u00e1s digno de respeto, todo el mundo le admira y pr\u00e1cticamente nadie le comprende\u201d.<\/strong><\/p>\n<p style=\"text-align: justify;\">Es cierto lo que Chaplin dec\u00eda, todos admiraban a <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y pocos comprend\u00edan sus postulados. De hecho, cuando estaba buscando la teor\u00eda de Todo, la gente se amontonaban, literalmente, ante los escaparates de la Quinta Avenida para ver las Ecuaciones que pocos entend\u00edan&#8230;\u00a1As\u00ed somos los Humanos! Lo que no comprendemos nos produce temor o admiraci\u00f3n, o, las dos cosas a la vez.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"\" src=\"http:\/\/ep01.epimg.net\/sociedad\/imagenes\/2011\/11\/14\/actualidad\/1321225211_850215_0000000000_sumario_normal.jpg\" alt=\"\" width=\"400\" height=\"321\" \/><\/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\u00a0 Gerad \u00b4t Hooft<\/p>\n<p style=\"text-align: justify;\">Hace ya alg\u00fan tiempo que me desplace a Madrid, invitado\u00a0 para asistir a una Conferencia que sobre el LHC y el Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, la impart\u00eda el f\u00edsico y premio Nobel de F\u00edsica Gerad \u00b4t Hooft.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRQu04TRS1cMM3sRiiOrGqBOkNheTjBUZYybw&amp;usqp=CAU\" alt=\"La energ\u00eda nuclear despu\u00e9s de Chern\u00f3bil | Investigaci\u00f3n y Ciencia |  Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo coloco la TV? | Doctor Tecno | La Revista | EL UNIVERSO\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los ordenadores de la Uni\u00f3n Sovi\u00e9tica\" \/><img decoding=\"async\" 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\" alt=\"NASA: Las misiones espaciales m\u00e1s locas de las pr\u00f3ximas d\u00e9cadas\" \/><\/p>\n<p style=\"text-align: justify;\">La charla de &#8216;t Hooft se inscrib\u00eda en el ciclo\u00a0<em>La ciencia y el cosmos<\/em>, y, entre otras cosas nos dec\u00eda a los presentes que, la f\u00edsica, en concreto la f\u00edsica de part\u00edculas, ha sido siempre su gran pasi\u00f3n. &#8220;cuando era joven, la f\u00edsica estaba cambiando el mundo radicalmente: la energ\u00eda nuclear, la televisi\u00f3n, los ordenadores, las primeras misiones espaciales&#8230;.yo quer\u00eda formar parte de todo eso&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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3tbK3H3uuj13UGUDi82pJy6EAWyMgmW1c6z2OmlUztz4icGWVs873d8x3fLpxIzzVj+LFgMWee7d8OnHXVB4DYRuA84EXeH0JEyOZj9VddJ6nSrlRtRsJAw3+HFqL9g4njbQZqpFQukB+LR2HTzPAcPBWF\/doENkYhgTAI1ygW9I\/KlySZIgVSZtkhwxjKwz5\/Fnfh8IA33Ksu2WCDhOd9OVm+efYm392uuViSqMTpILK1wQIMiQmmh60se2gSMbdXADOxAIYew2Ls8xkmv2VkcLtAe8gu9bc1S7ZwZsXOGWzaAgxGh8pJHx18q1KKqFTF0gFsyLa6c7DyuOBKp1NN0D8Gu+6i2S3rI8jVlwyVWYfBdXq26iVTEnC3Qkuutb0oCS6DvrlGlPClab6oLD4q7Yui7bBYj2k\/KU9VMfv7GKo7SoWVkBjd3HgeK16Cq6B4cFza227ty5GHtMoMQGGs+ED3xXPU+xjGy8501O6y337QjPyb1Ba3ev3TmxF0gTqo66dZ7CP40x9dTQ5QNueO78lSNjlfm\/L1V3g9l2bA5ECnux1bTrqe2vurNlqpZz8R7tysNja3RVO3tuyDatakzJHYHwq\/QbOc9wc8KGoqWxtQmA2Fmt8R2ULMEk94mtyesipXCItJcRcADuWPHHLVXe1wABzujcHsWz7RaVXUnKQCB1hjVOo2s9gwiKzjpci454dVYioMZuZLjfYZeN0SzWiBJLACQiplA8jJmfjSwUu0GElrbOOrnOv4Aad4umT1FE4BrnZDQNFvP8EKCzYDEleVR3J0A8zWq+p6tEDUG7v8AyNTyHsLMbB1iUinHw893auPYYglQWH5QBj7xTo62JwAecLj\/AFcRf1SPpJGk2GIDeL2QmKtmINWyFBG4XuFmnVrFwsPZJ+VZNXSroKWpDgOK2m7+8SlQCRXNVNI5putVkgK1WH2wnXl+6s90LlLiCZtHem1bUlnHzpYqN8jrAJHPA1WGxGNfG3g7Ai2vsg\/9x866\/ZmzxTtudSue2nXXGEK4ACittoXOZuKj+k6VKGp2BCu9OspQFKiiO\/zoTCTdZ8dKUBXt6t02GPo9u89+3bN7PwbZDEvkbIZYDKnNpzH3xURlOMtA01U3Q\/DiJ10R2G3NxeeHyWxBIYusNFt7gCgGWMIenTqdKa6qZbJHU3ONiEFd3fxIuW7RQZ7ql1h1goJzMWnKAMpkk9qf07cJI3KPqzgQLao3C7m33RXMANxIYEMuVLbuGlWMhuGwBiNAZ1FMdUtGSlFM5SWN1MQEuFwqFGywWHMwuJbYTMCC469e1Iahtxb3vUDqN5ufetlDj9lXLBy3QqtMQGUn2VbUAyAQwInrTmPD8wqksTozZyEYDSnqIKG7qKVPaAhY70KfIZKw2NGf\/KaR2ignvhWhRaiVIlSAU0pt0XZwDHU6DzpMdlK2F55KY4BFEtr5mjESpDGGjMoHG3x0RZ840pDI1vzEDvSxte75ASOQVTdturBklrisCBHKCPEkgfKsWTaUNQ1zHi0RBFybE9jbErfi2fLCWuBu8G9gLjvOnvJWuM23h4Ju+ovBZKkyD+qRoQdR2OvbrXKsop7\/AOr42X13941Houh6ZtvjyKw+M2pdxByryp95HnXT0ezAzM5lZtTXBgyROA2eE1PWtyOINC5+eodIUQuJIYNAIUgw2oMeNLLGJGFlyLgi41F+BRF\/rcHa9uh7l3aGPa6fyV7IDoPee9UKHZUVMcR+J3E\/hX6naEkwwj4RwCssE3EnhIlsKoLFtT5lR3E9ydJFZm0GTU3xzyucCSAG5dgJ0Hgbq5Ruil+GONoIGZOfgNT4hMv7TiFQyAZLlRr5ARBHn8qKLZTpndJOCG7hc37b3uPLsS1de2JuCI3dvNhZC3MY7e059w0+4VsQ7LpI8wwX55+qy5K+peLF3hYeiie6CK0QqQaQhL9lXpHNBCmY9zDkqa\/sqG5SQfKqb6QOWlFWkDNWGH3cxrWTeUxaGbmZ0XNlEtlDEFiB+SDVU0TMVjqrIrCW4tymTdHEAF7iMcoRj3IDhmXQ69EYmBpGtWYaeJvvgq81TIQbD2VcYLZd5FUiy8NmiFJPKFJJAEgQ6mSO4q4HMGQKy5YZHfEQobl6pLKu1qhB86fdSLooukKlFs0l0zEFRzTwriPwe3sTaTh277okzlB0B7xPSfLrUboWONyFK2VzRYFTNvXjTM4h9RHbpzeWmjN08aj6CMbk\/ppOKgu7fxT3EuteYvbzZG0BGbVug1mTM9ZPjSiJoBAGRTXSuJBJ0U9rb+KPW8xjNHSRmDBgDEgHM2nTU0nRM4KN87yNVYjeHGEgnE3DHTp4q3h4qD5xTegj4KF1ZLxUWP2leugC65fL0mNNAOw8FA+FPYxrdAoHyvktiKDY6U9MGqYPCkS81HdtUJ7XWROxk9ZHkf4U1xyTJz8K1OGwxbyH89KiJVQMurPD2FXUD496YSSp2NDc07EYsKPPwpoanPlDQqzEYhmB1EmIMTHjp30qtWUIqQ0YiLX039v2O5SUW0DTuLi0Ovx3dn3G9A4hzbaAxuNGhzQsGfCB8NT7utc7Ds6SpOBsWBoOZdm7z+wtzXTybQjhYHukxk6Bun38yq433Iys7H4nx16furpo9m0sYH+sX4kC6wZK+oeb4yAdwNrIFsHbM5hrVrA21rKLppdxVju9s+3dxFu0WyKxIJETopIUZtJJECfGmvOBpICfEzpHhrzqr3\/ZYOVlmw2ZxbW3fGZixBaZUKACBpI6+8VH01ufYp+qA\/8Am5tY5qC\/udALNiFXRiAbZzALZW8wdc3IwU+zrqB46OE993u9k4Uthcu8uV+5du7json6QpGYCQjEQXRdYJ5+bMEgkgdaBUDh797040hH9vf55JybjvMcZVOfJqug9YtvUhiA5zSEkyAdaDUjgjqRv83vTim2t084BS+HlbbQLcEI63CDDOAT6ttJ8PdSme2o9+ymdTvo7y7efJV28O7T4VA5fNN1rcBSOkwZJkyBOggT1mljlDzYJJIDGLk77KnyQO\/xqdVb3KHY\/CaW6lCQNKiyuLG3GW0LRS04QsbbOpLWy3UqQQOonUHUVGYwXYr9vNK2RwaG2HLkj234xBLErZ5vaEPBkXA2mfSeK0xHaoxTM5+\/+Kc1UnAe+\/mn29974YPw7BKmVlWheW2unPPS0B8TQadlrXPu\/wCUnW33vl7tz5LPAT2+HYfOp7qmclIgoTCiraCi6icSpy1Io7LMMmlThaIdnZFWds8LD3LPCUm4ZLwCYgAL5RqfjWHtKinlqWTMeQ1oGWetznzv9lq0U0TY3NcLko7djbNixavpdss7XrbJmDAaECEIKmBMksDPTQxWnJE95aQdFUZK1lwRdWm09vYO9jLd42GNtUZWUqPBhbi3nKkICoiQGy9BTWQyNYW3z93z5ofPGXh1svdsuSJwm28ECoOFUqFEvwEzF+KS3JnyhWt8o15Se8Cmuik+rz5flRmoiBzb5Djwvw8ESm3MDIH0RcoyaZFLdLgucxaSdUgn8knQ03opfq97lGKiD6Mstw53+yS7YwHKPoxgKQYtoSORBAJeHOYM2dhPNEdwvRy\/V797kgnp8vh8hy559p8Ex9t4EDlwktkgZrakKfVaHm9Z7Nw5zB5wIiaOil+r3n4Jwnpx\/T05eO\/NOtbX2eZJwpWeIAFtp7JZ8hMtIZVK6ggyvUik6OUaO9UvWIDq3juHcqLeDE2bjobFsoMiqy5QoLgmSApJgiOpJ86mja4Cziq0r2OILBbLsROwMGFuS2pg6fL50smTblVXPxHCArDaGNvLpbtGCJzPy6eQI6+\/5VUZMyTKNwPYQVP1YszluO4qoxO0mXUviUbtOVlJ9yiP3U\/xUgZfTCR4eqZhNoXSTnKGfrEEH9np+6nDEq8sUeov2ZHzVutzSadvVMhAX7k\/A09TMbZCG4J1oU2E2UDsCaRSgEBdCxSJCbp6kdf4Ut00t3IVyJmlBUwblZN08KddGFcHupwulsE1hQlsFe4rdW8hCgh7kgMiBpRinEhnKi2CEEkZtAZqATNOe733qc0z25b\/AHv0UOL2BiUQ3HssFWZJK6AEKTAMkSRqNNR408SxuNgUwwSNBJGSqHinpgumBflSJ11LkpEzEmHSkunap9sUqa4opG+dKoSF0oaVGIJ1q5SJrmqUz\/IpUwWVWw0+FShTBCXEpSp2uWh2FicItg2sSmYtdLSA2ZVFi4AQV\/5uUZTI1JjSoJGyYrsO77\/hWI3x4SH8fsrJzsgGVVnlzoeKIQ3bWnXUrb4nvMddKiHWDrl4cD97JxNMPZ5fZOtXNl5WgFWyOFHrTDzdyNMkagW5BEcx6QRR\/vv\/AM5ftRuFO5pJy1487fZFrd2SW9hgMzCPWkFBcWD7WbOUzR2BiaZae3\/Ewmkvp68fW2ipdtHDZbP0eQcp4gOac2kEk6EnXRRA8TU0eO5xdyrzdDZvR96rEGmtSKudVwt2oSgK72Lsd3Uvyqq6vccwlseZPfyFQzTsiF3ZncBqVJDTvqHWZkBqTorTEbcwNheHbvsG0zXEt5ifiykR7q5mrhrql+ORgLdzS6w8Ade1dBTdVgZhidnvcBcnvI9EMu0X4gJvC\/hrsjVYKEDUERKt0I8ewpGU7DfBF0czbEW0P2IOh4b0jpCAMb8cZuDf3cEblV3Rn08APn1\/n3V1DVzbjhTlwwFOsozJdSFdIFKm3zTBbB66GmOunYiojZUTOvupBdPxOK4bSR3+VBulxPUvBWO9JcpmMpmHwIc3BoIt5gWYAA50EySB0J6+NI42srcFnX7Pwov6LP8AiWPtk\/FRfkfAqTCeI8QpF2aR9ez9sn4qc08j4FNLCd48Qmts1vy7P2tv8VSY7bj4FAZzHiE07NboXs\/bW\/xUY+R8Clwcx4hH\/wBKY4ZR9JtcpEHPZkwpQZmOrjKxHMToTUJjj+n1VoTSfUPEKO9fxTqVa\/YylWUgPZAysyuRyxHMoOnhQGsGYB801z3nIuHiEHZ2S0znsH\/1k\/FUmPkfAqBwy1HiF23s9yTkawY1J49uAPEnNAHvqN8zWZuy7ipG0rn6Z94V1srch8QuYYrDR\/y2FyPeVYAVRm2jgNgw95t+Vdi2aSLl3hmn4\/0bYlBNq5bu\/onkPwkkH4kUkW0mOPxi3fdOk2e4D4TfyVF\/RdxCUZrKsNCDdQEHwIzVotka4XHos+SEtNiQO8J9\/B5LJYlC3EQAo4bQq5M5SY1A6+FODruty\/CYWAMvz434oa0Zp6ruyT8sH30BJe6mB86VRqonSpQp7ZoyxstnstelAiGCCYJMToPcRWbVbVgpp2wPvidnkMgDkL+HNXIKGaZhkZoEtn7NN1LrK9scJGcoxIZkXViIEaSOpE9BV5z8JAI1ULITI0uB0U+D3exdxVdLJKNGU5l1BJUdWnUgjXvp3FMdMxpsSnClkc0EBT4Xd\/FEBuDlXIXzOyqMoUNrJ5SQQQDEzPTWkMzBldR9TlOafc3exYGb6O3Seq+BbQTJOUEwNYBpBNHxR1ObghruzcQLnA4RF3LnKkrosE5mMwsAdyIpwkZbFfJN6o8PwkZqXa+xMThw5e3KIYLjUTIEjvGblmInSkZKx+hT30b2XJ0VZs+3maWnKNSYn7u\/u7xT3GwuonWyaNTktvtzB2bVlGx5uBBBs4O37R\/SePrE6k6a6T9Wst8rnX6LXe4\/bktWKBrLdKbD+rR9+ZUa4JgudsNhMJaI0F1cznwzTHyOtYU8jekw4pJHf+TYe\/JaDWuDL4WsHPM\/ZV120hy8M2ijMTNo8pYQOk8pAPTprWts5xcTixXFh8WoB5jUXGuu5ZVf8DQBaxufh0v2bstytf8AZlywytbJYW2yyZVbhCqx5YiTBgmK0enaPPyWcaOR9rEZgG3AHTcpG3dvKyqwUFnZASdOVc5eYjJl1nyOlJ07TchRuoJgQDvNvAXv2WVfjrBtO1tvaUxp08QR5EEH41K04hcKtJE6N5Y7UIN7o91IWlABQt3FLGgk0oaVM2M70OcY0xEUoAUnRNT0Rm6k0aJpIboiMJYgXp19V\/8AstU06jtUsb7h1uH3CDKgVMmXJUNxx2FCkATGaes0XSgWT4oukVadsIHjhi4JiSxA+S6n5iqUs7nHCw256rSgpGgYpPD8r0Dcy9gMW7YZ8Mtu+k6ZmIdR9ZGJmY1IOvvqnVMq4DiEhI7B6LTbSU5HyBE72blcG097DZioEvbOpCjqVPUx3B18+1SU1c5xwy+P5VCp2a0fHH4fheOY\/FG4evLOg7e\/36\/fTpHl7lZgiEbbb0TcLYX6PfsXnW5cTiAquUpFy5bKzmOcZrbdQARGmpAu1NjGWkZD8XV0my9v9G2+i4+3w7uVcUglgNA69M6j5SOxPgaxZqQxtDtxSh1wjd+N0Vxds3LYC4hBynpnA+o38D2PlNPppzEbblWqacSi+9eXYU+ofMMpF5AQdCCEuggz0INbIN3Ajh+FgyNIYRzHoV2yy9iKeqjg7eFOVBGhE0Xso7kaqRMM0UYk0vF1lzcM1MFoYRZS3kJEBiB3Haqs9JFK8PcMxvUkNVJEC1pyKudgWcW1q4uHFso5W2+fg8zGSiDjakkiQF7gd6fIYwRi1Hb9k6JspBw6Hs+6NSztK2qQrKoTMpIt6Jh7jXYM90cscp1PgRTS6Ek\/vfknhtQAP1uzUW0NpbQtW7L3TCXLZFsslps9sqBlblMjKw0fsRQ1kTiQNR2pHSTNALtDpogE3kxQLtxdXgk5V6hOGGXl5GyHLmWDB61J0Mdhl71UfTyXyKjbb+Izhy4zLbNoDImXhGZQplyFdToR3peiZa1t9+9HSvuDfl3KXG7x4m8hS9czqTJBRJmQ2hCggSJgQKRsLGm4CSSaR4sStB6P0tqbl+5qtlWuR5qOX+JHnFVK+Qta1jdXGyKGNrpzI7Rgv3qbY+JyW722doc7FyuGt+JkgQPLUDwCM2piqcl\/\/wALdN61Yg0\/73anQFYvGbQv47EG46l2MwDoiDwAOgH3mpY4WsbZgVaeZ2sjvBaTYeySnUyTqfAaRp4CBU1gwXKypZTKcLR3LQPtd3hLF+0XQJoDbBIQ8gLdwGHQmOtR44wC4g27D3qfDVWFiBoBm2+Wgvy4Eqvxm18Xh8tq5ce2zFggIEkuRIRonUx7J0ntUjX07xiBHvkmkVrTgIPlv1sfwVBtK1ibi8a4rPlGQuIaMkghis6g6HNrprToqiAnC092Y8L\/AGUctPUn45ATuvkdONvUqkuvVpRNCZbiJFNTjqomdQZZlQdyT+4DUnyAJpj3hguVNHE+TJqvdjbM+k51w963cuIAWtHMjQRoRnABGv36xUL6jo7dI0gHfkfRWHbLkLbtIPvchcNiSt+5hShN5lK5GOWGz22gkjTkBaekDrSvla6wae\/VMp6J1zjFsrW36hW+72EwONd8PzWr6glSlwsrqOpXOO3cQPuMV6mWeB+txzFj5K9FSU8mViDxvf1VFvFsS5hL3CuagiUcdHX+BHcdvcQatwVDZW3Hgqc9O6F1neKqZIOoqZRWBCF2viSq5RMtp8O\/+nxqCd+FtuKsUkIc+53KC9gMiCRzKeb3nSPgalkpQyFrt417\/wAKcyl7iNyscJtFrI4loL9JZ7HBPDDNnVmVwGiQGGQRImT4mkc0PaMXy2N1owOxsBX0BsTaAv2Rcy5WlkuJ1yXUJW4nnDAwe4g9DXPZbtFYC8N9IG5zYfaASyvq8SZsr0AcsA1vXQAMwI7AOPCrsDx8zt2qryCxAG8ql25uhjsPbFy\/bi2pyzxUbLzHQAMSBnY6Dux8TU8ldBKMLDn2H8KZ+iFwnHwwTG2nVStwqhDDNnUAkFeuXKRPiG86tmxiwHgkYfhX0XujvFbx2FTEIIzaOndLg9pf4g9wQawnjCbJwN1hfSpsfhsL9teS9cXi+V1VcKfcwYz5r+lV+imzwlZ9dHZuId6xluwQJg\/D\/wCK1LhYbnglSr1pQmHMKXiGlTMIVApp4V0pwdugmgpC1upVxsnbtzDoUW3acF0uesUmHScpGVh0nvNRPiDze\/JPinLBYDfdGf7aYuGDFGV7TW2UgwwZnYvodH9YwkRoelM6tH53UnW5PKyG2tvJexCMl0W8pdXGVAuQhcgCkdssDmnRR4U5kLWG4TJJ3PFiqUmpFElFKhdXrQkOi0Gw7\/qMRaB1uWyB7xDR8QCKoVzPijk3Ndn2EWv3GyfTSWL2H+zcu0Z27xdT793812zhE0t4e0igfpEAk++Mv31W2b\/uj6U\/2JV6vf0bgwaNCrsPi7WH1YyY9kdZMdfCtGSzRbeslkUs5yGXFEKt69zXJFvrwwSBl8SPlqddarBzQbyb8h2+7qwxoAc2PMgXJ7P+pu0cTbyI2HI4zM1tgD7NpArLp0Es7c3eD4VGJX9JhHy2Hjnf7KVkbehHScSfIfhbDcPGfSrRwWJh2SLlhyJIytIAnqUMR4qSOgqtUx4XGQb7371o0swl\/wBbt2ncqLA7Sv7LxqtirgK3y\/HtwYVRedBeEk9YLD9HQzTjhqGYGj5bWPdolZeBwH1Ekoj0i7FGFvrctiLN6YA6K41KjyI1Hx8KsUk5eMLtQqVbShjsTdCsw10ATppqau5DNZ4aXGyN2Zsa1iNm4jGiWv2rvQ9EtqAYHjKvnJ8V8tch9S7rTQ75T6rbEGCAtbqpNnYJsLhF2xbdi9q5bVrY6cMPw3B8Sysvu\/c+qqS6QQEbr39FLBnE08F6TvTsC3ieDjbLBLqAMLgAOa0VJAIOhAmdexYd6pdaNK0vw4rbr281a6uJ3NGK3NeSbCa4u0DetLna0xaEWBlEK2g0UEEj\/N51rUzm1QL35Bw3m+Z0z38VQqA6GTA3OxXr++2zFxuBNy1zMqi9aI7jLJUfrLp748Kz4nGGSx7CrNRGJY8u0LyDD3AwBFbbTkubc0g2VLtFHuvcZAStlQWI+qMwXN+0wFUKiQF9u5bFHHhj7c1qvo6XsMcQRmd1EqGC5eVg7wRLcwGg8fMVqxSmVgYdCPY5KBzA0kjcfZRXo1FhXvXb6y+GQ3rfwBV4HdtVj31ibRdKIujGhNirlI4XLe9azdbbuXaD23GRcahuqusLibJNm+gzAEgrbDCQJAnvWdHlH2eh0V4arVbd2WmI4JMZrN5LqE+KnUe4qT8Y8KR0lmkDeEpZdeb+kTZrYXAm2bpucS6rklQOc8PiHl0hmUv4yzSTNMpXY5QbKN\/yryu\/jCbfCkZQ7OB3zMFU69eijTyrqnNtHfknNFmheq+hPE8O1dHZ7n3hFj\/T5VyldP0c7WnQjzuVNTx44nO3g+VgvQ9tYdMRYuWX9l1ifA9VYeYIB+FRtq8Dg4bkj4Q9pad68hwSMha2+joxVh5gx8q6mKQSMDm6FcdVRmN5adyKW0PKplULimFBSpblZi3rNTrRdkrBNo2reHa2bIa450uESVEAQPDWT8axa+GsdVRvifZgtcDjc3uN4Isr9I6nMT2yD4t3Zy4IzYeJsLZxIvG3ma0wtA2yz8SOUqwQ5df0l9zdK05A4ubh459nvkqsWANcHcPP3zR2zW2Zkt8YMXi1nIa4NTdZbggLHLayvp1OniKjeJrm3Phwy809nVwBi1y49\/krKxi9lC2EcqZQKzC0c85MOGKnJ7Urd18ST31YWz3uPXt\/Sla6ntY+nZy7ULdXZHQFjOhKm7Ccl05lzIC3MLQgjqx7CnDrHu3L9ppFN7vz\/SbirWysr5HaeE2QnizxIBWVyRmJkHmyjTSgdPfMb+SQ9XsbHdzTdj\/0X9HC329Y2TOcrl1YXSWCkJlVMmXVTmILDwok6bFduiWN0GCztd6qcZdsrfYWG9UcsHm0OUSQXAaA09fv61M25b8ao1DW4iWdyW3UN2\/xszAXApMeIUKw98j5EVn0UBiiMANi0kdxJIPgfG6uT1DXvEhaCHW8dCEzA7MsXL108yKqXby66gWxxFEa6SAD5d6ccVPG3GbvyBPM5EjRSiUySvwCzbOsPGyVjaL3BcRV5WQqWPaWUyfgCIHjUc0ZmLLf1dfyI+6iiLabEXaubh8SD9lZ7H2SAIA957mrAaAFQmmJKvsFbGHu27qjVGBP6p0b\/pJpJm44nAcEUs5ZM1x4oL0k7E4998QXyqLKDpMsLuUJ10kNM+RrH2XWteMIGd\/tr5LpKxpjdj3W89PurfadpsTsUW31vWbasO5zWxIHjma1p72qNtYxlVYaXI87eF1IYXOpxi1sD5X8bLynF38yqgMZ+\/l2+Zree4GzTvWXSxAvxHcj9294Xw2HxdlFB41orr9VhIZoIgnIzaeQqKSjZJK0Hcb\/AKV9uUhadCm4Led1wN7Aqki84bOT7KwuZQI6nKNe0nvVaaHHOD9KYD0LCDxXsfouxvF2baRtTazWT+qvsj7NlHwqrUswuIO9T00uNtxuXmOCwF2w2OVrYuILr22BfKTkfiIyn3QY8G6eFukraamwskfZ1hbIkbxnbio5aaadzntbcXzztz8l6D6Gtrm9gOGxlrFxk1\/IPOnwAYqP1Kq1B+MuO9TxfLZecby4cYTF4m0NEViyD9BxnUDyE5f8taVPNeLEseqp\/wDbYb1ovRZgMOcBjrt9ly3CbV0meW2LYOunUm4Tp4DvWNWueJG27e9asQFlm8DhXAu4VhNyzc0HjrkaPI8rD310dDO1rcRNm2usqSNxdhGt1d4K2Nn7Rwrk+rugW3PYsYRvhJRvhWDFXDaDJScs7js3d+q1Z6M0skdtCLHt3qT0xbbNvG4NbQHFw83ie8swhCfAhDI8CKhooiWOvvyTnutmvRMDtVb1tLqHldQw+ImPeOnwrJlmdG4sdqFbYA4BwWG9MuKzWLK+LD5w5\/hWhstwe+6qVQwgrY7dwFkYFwbVsjhqDKL5eVQiR\/SanXin7l5fuRtHgYbWAGdmLGYAVLWgjqxzSB4Kx1ija8OOZtvpHmSrWzZbRuvx+wXpmEx4uLIPQlT5EGD\/AK\/GsR73DVTuZhcQsdvlg8l9cQOlzlf9YDlPxUR\/lFdN\/j1biaYHbsx2b\/A+q53bdNkJB2FCW20rpyFyx1XStCS6yuUAArrNWFo3JOadloKbeyuN3cNg2VjirhRhctganW2WAeAFJmCTPl2qCYyA\/ANxVyFsRbd53hXBweyxYKNeUv7TOrNmzcO4ISbfMM+TlMdSZ0qDFNivZTYIMFr5qN9nbKUzxi4L6BXIi2btsAkm31W2zMR+jFKHznd7t+UmCnB18+ans4bZYDHiqzC0V5pAB4BAYAW+Z+J1J6QDrSEz8N\/37eCW0A37vt2J+HwGyUuBuMrgDVXYlZ9aCRyc2otkKY9onyAXzkWt7y\/aUNpw69\/ef6Vfe2dsoA5b7n1TEFm+uApWQFmScwjtA0PWnB8+8b0hZBuO5d2HhtmnDDj3IuPlzmTnQi9qFXJAHDAJaSeZtNIokM2P4Rl+k2MQ4PiOZ\/P4U2zhhBfv2w1tk4PqjeGZONNs9gZjmg9Y70j2Oc1pIzB3a2TGuZFI7CciN+l8v2rXZ+z9lG6RwxrfLZlzexwrWZCDq1ln4gAPSRpFV3wyan2bnzUwrIL2vlfysPIm6JXZeEFjhrlFweszBSJlj6ufAIRAjqvnTmh4dcjLT9qpO+B0ZDT8Wt\/tfsUNq2ANKnWYu31lSPKgZJTdCb2FnwaMDorqXHjAZf8AuNctsyMQbVfC7Q3t2fN6XXWTydPQskHK\/ofNSblYoniIxzTDSe+mVv3Ck29CI8EkYsMxlu3j7p2y53SueHm5yP2+wXn+O2MqXLgOmS46COwU8v8A0lW+NdFShtRTiffl6flUpi6FxjCtNq7uLZwNrH22Ll7p4o6BZ5Y\/aVte\/EHlUZrHdZLCNALc+Ks36RrZAszszDmZIIB6e6pmXe8u4qrWS30Xq3oyx2Q3rPjlcferf+2s\/bH+sNf3KTZLr4md6B9JWCFvjYlGANwIGBE8y\/kntmAAP6qntWHFL01Q1p09+n5XQBuGFzgq70S4ngXBN1cuKzoqc2YXLAVzMjL7Fzse\/kY3dojDTh1tM+4\/8VCAblP6Y8Az3MNdtiWuEWD5tOa2PjLfKqVBVBwczv8Aykni+IOUe52zfou0b+zb7MbdzIylSVztb9bbOmoBEzB6qBNSynpYOkbuUbThfhKn3nS1s\/aeGZHkG0i3AxlsoHBzMe5KAH325padrqikewjjb1t74pjz0M7ZR3oXe\/ZV97F\/OCTaJuI2aQQHfRQG0HBI+qDI6nrWNRzMhnDRv+E+Wvfz04LbqYzLESd2Y99iwdm7cv3Tcuu1xzEsxkmAAJJ8AAK6eCMLnaqTC1eo7hY2EbDk+zzJ+qTzD4MZ\/wA1YH+Q0vRvbO3Q5Ht3eI9FY2RU9I0xnUZjsS9I2zGvWEdetpwSPFTyn5TPumqWxakMnwO\/t6\/tXa6MujuNyvN4NmvYsY261xWF0SVAiCpfKZ7+ryKT\/wAtauscHOaFCdFkvR\/dRcKQ7IDxCYYj8lNdabtinnkmaY2EjCMwCd54K3suWNkTg5wHxHUjgE7dbahGPv2ZlLgzL5OvX5r\/ANoqrV0p6m2TQtNj2H8H1TnzDrJaN4utbtfAi\/Ze0dMw0Pgw1U\/Os2kqTTzNlG4+W9FRCJoyw71idnMSIYQVJBHgRoR869MY9r2hzdCvPaiMxvIKIKVJdQ3WOVz2qwtYtG9F2F7zTSq7ytLu9gsNka7eCtFwK+bols2rhDaeN0Is9un1qrTOfezeHncfZXKPBgJdx8rfldxOx9nC2xXES\/CYgcQEcQdPqBiGEaR18OzRJNfTfw3KcxwgXDs7cd65hcBs+5YsG5dW3cygPDxmbPcJDDIcvLlhpgyBp1oLpQ42Fx\/xI1sLmtubH\/qlubH2WGAGJMcRtc4MrwyyDReXmhSx8fknSTkfKnGKD6t\/FVu2tnYMIn0e\/LteKtnYHKkkBjlEADSTOvUadJGPkucQ3KN8cQAwneit4tnYK6ubB3bamyrhw2ZTcVACtwSNWYyOwJKimRPkaf8AYNVJIyNw\/wBZGSgwN2zdwQti3hExGZ1LuGDcFLJfiTJAcsCJIie1K4ObJe5t97obhdHawv8Aaym2Xaw74S2ts4YXmzi6b3E4gYtFs2sukQR8etK4vDyTe261rc7qMhhjAFr773v3K73Pu4cG4l57XFW5lzNJU2xIJSIBObx7dKZOXmxbe1vPmqsMcDL4yL336W5d\/krXaFpRkKwCySwHvIUx2lQDHn50xhJvdQzsa3CRvGf28RmhaeoE2aEiFvX1CvbuAm1cBBjqpOkj+e1ZO0aB8r2zw5SN8xw98bLW2bWtja6GX5D5Kr2dfGHv4cAqykMly4GH1jyjLMiCFkkdzVOt6aqp5GuaRaxa0jgM89De5GROi1KYwwPZhcCTfEQeJyFuVuG9EY\/Z6HaTJcByXrYuL4G4ilSP2QT7wtV6Gumj2a7oTmDY9mv3srroIn1jWyaEZdqz+J25dt2MTs0oCGuDmP1QpUkgR9bKpB7VrsDaksnbw9+Czy00zXRu4+\/yjdi4cBRIrUYMliTOJKutkkW8QjAATKE\/rdP+oCs\/bMRko321Gfhr5XVrZcuCobffl4\/uy76S8M13DW1BibyKT4BjGb4NHzrldkPHWPi4H34LqakkREDeQqDei7hbVrB4jBpw3t3mbItzMs8oYmCQC6W0mPyhPet2N01RihkNwR\/zwVMuwWK9AxN9GRL0C4qFLy6TIXmkeeWY8yK5inkdFPgflmWn09VfkbiZkstvlszFq6bRgSlxWRg4aEZ2KIekBYTQEg8Z9a6ehe3EYTv9++xZNTcAPG5Yrblu9iL2Ixdx0MFSwLQcr6IqjwEZRr9U1udGyOMRsHZ9099pI\/NXW2t7A+zktq3+8MOE47hVkF5\/SQAe9vKuZds+9b0lvh17\/forrKz\/AOKGE\/FoqDYeBeBy\/urooGkDNc5WSAnJaTC8SzcS6B7J1APVejD5U2upRUwOiO8Zdu5V6Oo6GUP92XoYKuvZlYfAgj9xFeakPjfY5EHwIXagh7b6gpu\/2JnZt1vFW+eRq3qJ4kc08wqEww3C8hwSwi16DQ5Rd656TNxR24w\/30Hyb\/tNc3\/kAvBJ2t9QtnZ\/\/wC0wcj6L1RTImuBOS23Nwmyym8OB4d4Xh7FzRvJ4\/8AcPvB8a7H\/H67HH0DtW6dn69Fym3aSx6ZoyOvb+1BlrpbrmFiStWlrg8VaYTZ1xrTXgBw0MEkgSesAd9P31QqNpU8EzYZD8TuXHIX4KSOillY6RgyCM2Tsq9iCwtLmyrmOsaSBGvUkxA71afI1nzKnFC+QkM3KNdj3mCsti6Vb2SEJB6nQxroD8jS9Iy9iQgMkIuGnwKgxOxMSupw94DX+zb6slu3YA\/I+FHSM4hTtjktm0+CX9A4qBFi6ZBMBGJEMy8wA01U9fCk6VnFP6J\/0lQ3NkYhZLWLwiJm22kxE6eY+dL0jDvCOif9JTsZu9iUAL2LglS55TKqCyywjl9k9ewmmtlYcrp5ikaL2Ud3YOJUS2GvgDUk22jrHh46UokYd48UYJBuPgpU2NiRP+73uXVvVtoOuummlO6VnEeKidFIdWnwVtgNkX7d1uJZuLlWWlTABAIJPT\/6PhUbpGOGRVaohka03aclZWcQynTUeBplgqYeQj7OKVvI+BphFlKHAqRxQEFQusjWnIBVdiNmKZ0puFTNlIQe0sXcIRWBLWiDbuq0OvTQyrBgY7jtWX\/Ftjkc6I2Dvmba4PZmLLZi2iXNbjFy3Q6H73VRg8E7XGe4SzMZZj1J\/wDrtV+CBsTQ1osAoamqMhLnHNaOzbgVZWc43XboMaGD1HvHSkc0OBadChji11xuWr2fet31RnVWUkZlOoBBEg+4ivOJYn0VUWHcdeR3+C7iOQVEIeN\/qsdvgyX9q5OGrrbWWTUB3IW2qsUBaCeGCQCcvurpaYmOAvBz3e\/FUH5vAWj2DjcOy8HDyq20tkIxJZVdcwU5tdDKwdRliud2nG\/peld\/bfzGv5WjA8FtuCyO897FuVwIvJbs4cMwzZgHtqpuJmKhi2W2GUCAJtnqYrrtkdDLAKi13HI8jp5qnIwXdGfYWXx+KZsOcp5WKZxHUAlk17QxPzrYjzyOoValuLsO5AbNtZ2APaqOEdIQNFFUOwA2W42dYCqKtjJYkrsRRTAEUqhzCuN18ZobDdV1TzWdR8D9x8q43\/IaLBIKhoydke39+o5rqNj1WNnRHUadn6U++hY4G+o10zR8CD9x+6s7ZUuGdrToT5rRqmXYSsPsjEIti4pOV2C5WyBpUB81vX2cxK8w\/Jr0umYSxp1Fzvtwz52XMXAxD32Ks2Di2t3C6e0OkieoiqUtLHVSuil+U92gurJnfBI17NRdbLdzedmvizeI9YOQgRzieU+8fu8657b+woaaES04OWud8uPctOj2hJO4iXu3LWYzCrdRkbow+XcEeYOtcrTzvgkEjNQr80LZoyx2hWXfZl9Tl4eePrAiD56mu3i23RvYHOfhPA3y8lxkuxapryGtuOIt+Vjls10V1XL7J1yy5GUMQsyR2nxqnNRQyyCVzfiG9Tw1z4mFgORWk2Bi8Vbtv9GCwpW45hS8J00YyVEzyjSetSStjJGPsUcEkwaej7TpfJXWK2pjUuW7SWFtXDbM9OYBrxPNmyoq520mVK6ntULY4iC4m4v+FbfNOHBjW2Nvz4AX7kKL21EVAtkSrC2GKqXzIHRC0t0WWhyMs9SYpSICTnzTozUgD4eXPK\/oqy7vDjrd02uEquji4UVCYIuNenlYypa4ToYgiKf0MRGK+XsfZL00wdhtmP8Av3XMBvFjhw7duyC7IqITaOYoDymSYIBIMnQH40joYsyTl2pWTS5NAztwT8Tt\/HIzBsPbBCMGy2ycqMbuaSjmAS7yCY0BjQUCKIjX3kldLKDp7zUDbz44Oz5SrDOxPDPLxDbJYg9BNtYnTrTugitb3l\/1NM8wN7eXH\/i6+8mOfKwtyCzFYRyCWt3UIWWP1Xc5RoPhR0MQyv6ckdPK6xA9easNn7fxlwsGtgC73CMuZyuQtMgEsogzpy9BFMdFGNDoq9RPOW2trlv35e75J74O5BOQwCwJ7cgltToYHh17Uoc3isvoZBfLIXz3ZaqFrDgHkYQJMqdAehPgPOlBHFIWOGoPgVz6RctmDI8mHbx11p2R0TiHNyIT02kD7QI+8f60YU6ymW8D7JB+NFk6yYyA0JwNkzKJoTrrrGhIF3NQiygTHXMOxe2Myn2kPQ+YPY+dZm0dmx1jfiycND71C06CtdAbbuCDXeJbV29iMOHtX7qhWz21uBYjVOcQTA6gjTpWfDQVDWCKSzmjQ3IPfkfVarqqInE24J98VTbCuYi3iDiszO5JL5j\/AMQEywP7x4EDwq9Ps5k8JjOXDkVXFd0bwQtdtgJjE4mGcC8Lb22QxnyOpBWD3EmD+k0HWsXZr5NmTmKpFo3b91xofzv4rUL2VAD4znw3rzDhXkBRkdZ5SGUjvMcw6yK6N9Q17rwuvcblVks04tFqcHsLgtb1LZrVq4ZHQ3LauR7gTFOhbZZdXLe3YrotVlZtlzinwpEhaEy7cKlbiaOpkf6HyI0PkajngZNGY3jIqSnldE8PacwthsraKYi3mX3Op+qe4P8AOorzmso5KSUsd3HiOK7WnnbOzEO8LD7wbDOGaVHqmJyn8nvkPu7eVehf49tRlXB0bj\/sbqOI4j78D3LAr6QwvuPlOn4\/Cy+zWGY+fT5TVyE\/\/J98FDUAmyh2nfzOqoTKmZHY9oPiKi2hM2RwjbnbX8flSwAxsLnL1fdbboxFsK8C8o5h+V+mPI9\/A\/CvPtp7OdSvuB8B0PDkfea2qOsbO239hu+6vKzFdXlqjT4V66vNzquUIR+zdrtYW4EVJuLlzGZA8hmyk6SCQYPSmPiD7X3KeKd0QIA199iPu72XGbM1qz0cRDRFwubo9uecuSfCFiKjFOANT\/zTwUxrXk3wjz33vv33Ud\/f7EzOWzJYyYOqFmPC9qMvMf0vOk6ozn73qyytkIube9yrf9qLvEvXCts8ZFRllgAqZcgUq4cRlH1te81J0DbAcE0VDsRNte3crBt\/cToxt2oJn+0AZw1tswPEkQba8qkLqZGtR9VZpf0\/Cl63Jrb197kYu+7raPEUrcYA2sgGWBIBOZiRLe1oZCgCNSWdVBOWm9P624N+IZ7lUY7fW7cS4hS1luKVjnMS7uWGZzzZnaJmBoIFStpmtIPDsUbqp7gQQM0bY33CWbNu2CXRAji4BlYZMp9k5pGmU6QAQc0zTDTXcSd6eaosYA0aIrZm+mJa7qLZBWIOaNGuMTBbqeKQT5DwprqZgHv3uVWTaEgF7D3f8qxbeS6ZlUnng82gdAhEZoOgkSD98U0QNVZ20JDuG\/jvFuKVzee8c3KgzyT7ejMpUkS\/gfZ6DqBSiBvu34QdoSG+Qz7dTkd\/loFUbZ2i1+5xGCgwByzrE6mSST51LGwMFgopZjK\/GRmqpnqRACjJ796E8Lq7QdejT79aSyeG3UybZPdB8DRZL0alXa9s+I94\/wBKSyOjKItYu23R1+dCQtIT3afOhACFOEU9qSylxkIqzZGiqJJ7CnWTPieckBtnZijV1A8\/Ck6Ev0VhoexD4HZKFlZmJEiTMmJ1ifKoWwtHyhLJUu0ctxvdsu3Za0qMWPCQax7KqEQ6DvlPyplO4uBvxS1zGxuaAb5emQ8Vm2Sp1TxJBRS2SElNeKVNCEU3LT8Sy2VvmGHgw7iqlXRxVLMEgv8AbsVymq3wuu0ol99mylMRhA4I1KNof8rDT9qud\/g5IJBJTyEEaf8AR+FvN2lHK3DIFnMQmDds1u3irZ\/J4iR4aEqzfvrTibW3vI5t+IBv6gKrLPAB8IPl+07Z2zBmnLlHYST95q\/FFh1WVVVeLIK+fA9Csqw6EGCD4gipXxNe0tcLgrPjqXRuxAqUbRx4040x3KLP7qyTsOjJ+XzP5WqNuTW1VQG0FdFZZVs0qRIr\/YW21sYd7eQvce5oswpU2mTm0OYSQcumoB7VBLEXvBvlb7q7BUiOMttc307rd\/Yidob4sAyrZNttEYs8tlV3JQllkaMVmZApjKYak3UxrScg2x0156adyDTeq3cxPGNt0Iw9y0oVyzsxDcMhishuYDMZIgGnGAhmG+8FTNqAX4iLZW4lcf0gMW0sqiRckIwBzOxIcNklXWTrBnMxgTSdUFteCcas8OK6u\/hBBNgaG7lC3MqqLj55UZTDgmM3cFhGtHVefDdwR1z\/AM8d\/FRtv4YCiwoGuYBhDKVvLlICRE3Aen1B8DqvP3l+Edb5e8\/ym7Q3xNyzcH0Vgj22sZ+KSJJZ1BbJmJUNomaCIkEUNp7OHxc9E8z4m\/LyXNk7727WF4TWZZFRFUNCusXldvZOR4uAk65iB0ih9MXPuD7yTo5wG2I95onDb6C8GtDDhAwEEPPRLSDNKcxHDkNoRmI96dXwkG\/vNVKya8Rbh1\/X4UV56eFigId8RFPspAy6Ga7NKpQ2yhJoT1E93WhPDVCXkzQpMNgm3HoStaoc1IpLJyGlCQgLjNHegoAT7eLcdGb5mhKWgqy2NtwozFzJ0ifCpI2B4IT2Nw5gJb2b1C+2YhE0AhRAp7RHTNzd4qez5nXsiNmbPULFjG2n8nEffPSq\/RuGf79FHNG154I7ai7QMO1tXCoq5kMjKqwO\/wAaja0NyCjkhc6xPC3gjdkbDu3UliS0SQg9kedOcWs+YpWUwOgVBtovZMq8jwMVK6L4cQTTC0mwQtjFO2s\/uqEKu8AKVbrT1NKVGQE\/gBuoptkzGQpLeDXwFFgmOlcjMNYjwoUL33RlsRQoSpxTELJg6VcsrZ1TqEiv93drC1auI1jMmdS90D2A0IMwymROoEgz0qvNFicDfPgr1NNgYQW5XzPDdw8FPjd9bQflwykB3KnMoMMbkOAbZyPDzMkSo08GClNs3e8uasisbfJuVz9+WRzQ+H3zCZbowpmVU3DdHNkF3uLQAeL0k+IBgdKDTXyxe8uemSkFVb4sPsX5c1E2+yrbyLh4cK4W410MwLKAW\/4Q1kBoECZ8aXqudye72UCrysG+\/BDYLfFbd+9dGHSL11bhTMICgPmtyUOjZ9TA6dNac6nxNAvoEjKjC4uDdSirW94e2JwYuMoyFwwhnezwpdRb1kLIWR0OtNNPY\/Nb\/t+Kd1m4zb7tbgmvvs1wXFTDMyniO6Z1YBDaZIEWRlRCwYTPsgE9wnVg2xJ4evbqU\/pybi3H3poEFtXfa3dt3UGFym5a4c8YEiGdlYnhBmgPEFoMClbTlpBvob6ftPMwcDkqHYR9Z8D\/AAqc6LOq\/lWmY6UwarMAzQt00qlaoC1KpbKO5QnBQNQpAompE8JrUJwUdNTlo9n7pXruGW+jpzkhUMgki4LWXMRkzFiIBOvwqMzhrsJUop3ObiBUS7o4skDhqCSAPWJ3YJOjEwGIUmNDp1penZxR0EnBdw+6WJYg5PV5iM6srDlzAkQ2olSJ0E6UGdgQ2B5QeK3LxblU4cO05fWW5kBTHtdYdTB1g0x8jHC4NvFSRNkYdPRZC5sd80MxMGI856VXdA5xzN1Z600DIK3s7tXQsi2w8+h\/fNWI6Zzfly8lA6ocURstMUtzKjvA9oE6BfM1PGZg8B2Y5\/lNLmOacrFaRt8Po54du6wZhDR0OhqaRsReGya7gms6TCS1ZHb+284IBkmm1VSyNhY3UqWCBxdicj9lA5BNVo\/lWdUWxmysVWpFVuirYpFCSp1WhRkqe0KExynApqjUy01KsTiGPQTV4aLSY3eUy1cYeJHhSXT3Rg7lpN394GsIUNsupuByJiRw3Qr7J\/KBnxXpUEsIeb3tl91JFUdE3Da4vfysirm+Mcq4QFMpBRjIb1dpFzcmscInzznwqPq3\/rP\/ALz5qdtX\/wCcuHcBw5eaaN9QGJ+jsZZ2k3BnXNw9EbhQAMkDQ8rEUdVy19+KkFXvw+\/BJd99ZOETKIIQGArBrpLLySDFwAHtwxSdWy+b3klFWb\/L7z5Kr27vML9rILJQ8UXAwYaHLB0VFzEnXM0mZ8aeyHCb33W95pHTF4ta3vsRtjf0rczjDKBKHKhjmAvcRhy9Xa8T5ZQNaaaUEWxe8reFlKKg3vh95\/lK1vsq2uGMKWIDDNcuZpzLlbNyCQdCQIBM+M0Gm+K+L34pOsWFsPvwQ22N8VvJeT6MV4qhQc\/skMzAyLYZgMxAUmIA8BA2nwkHFp74pxnxA\/DqqLY6+s\/ympys6ovhzCuCx86AAqllFeJpwAT2hBsx86Q2U4amyT40lwlw2TXnzpLpwC4iknpSJTkERdw8GlBCia8lRNaPhRknhymTHXRwgGI4DFrWnsMWDkjT8oA60zC3PnqpMThblop7W2cSiBFvOFDZgBGjZ+J1iQM4zR0nWKaY2E3snCaTQFSHb+K09cdCSOVZBbrHLoD1gaSaQxsG5L08iVreHFqSVvtJMnlU83JrqvX1afsimljOCBNJx9+wjN2rCs7XXgtJj3nUmOnU1Ya34bpGDO5W22ts9Ewy3eIpJ+rUMUrnSFtlafGAwOuvMd4b5XMUMGK0XktiJGqhjAdJYrLWtkNc58zSdZrCETn\/ABk5q4+qbGcNkbgthZTLST4mpGU9jcqvLWkizVosMMoAirQsAsp4LjdWCNPakJVYghFJH8ikURBUyCixTDdTKvlSpuamt2qQkBK1t1KLB86ZiUnRleuVlLuUqEJUISoQlQhKhCVCEqEJUISoQlQhKhCVCEqEJUISoQlQhKhCVCEqEJUISoQlQheR+kwth8bxD7F5AQf00GVl\/ZCn4nwrc2e9r4sB1Hos2rjcH4hoVkcVtuR1rQDGtzKq2ccgFldq41rrC3bGZ3OVQO5OgrNrqsEYGq9TQYcyvqHdnB8HCWLX+HaRP2VC\/wAKxjqrys6RCVCEqEJUISoQlQhKhCVCEqEJUISoQlQhKhCVCEqEJUISoQlQhKhCVCEqEJUISoQlQhKhCVCEqEJUISoQlQhKhCqN5t3rONsmzeWR1B6FT2II1BpzXFpuEhF15PtH0L3c3qsYcv6aAn5ggfdUpnedXJoY0blp9x\/RXYwbi9cY3ro6M3b9UDp7+tRXT16OBTULtCEqEJUISoQlQhKhCVCEqEL\/2Q==\" alt=\"Qu\u00e9 es el genoma?\" \/><img decoding=\"async\" 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alt=\"Cient\u00edficos de todo el mundo redefinen el genoma humano | Biociencia |  elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\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\" alt=\"Part\u00edculas elementales |\" \/><img decoding=\"async\" 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\" alt=\"Programa espacial de la Uni\u00f3n Sovi\u00e9tica - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Y las part\u00edculas elementales &#8220;eran el mayor misterio de todos&#8221;, a\u00f1ade. &#8220;En cierto modo a\u00fan lo son, aunque ahora sabemos de ellas much\u00edsimo m\u00e1s que entonces. Hoy los ordenadores siguen siendo emocionantes, la biolog\u00eda y el c\u00f3digo del ADN, la astronom\u00eda y los vuelos espaciales&#8230; Sigue habiendo muchas cosas capaces de estimular la imaginaci\u00f3n de j\u00f3venes deseosos de aprender cosas nuevas impulsados por el deseo de estar ah\u00ed, en el momento en que se est\u00e1n haciendo los descubrimientos que cambian el mundo&#8221;.<\/p>\n<p style=\"text-align: justify;\">Gerard &#8216;t Hooft explic\u00f3 lo que significa, en los modelos te\u00f3ricos, el famoso bos\u00f3n: &#8220;El campo de la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> act\u00faa como una especie de \u00e1rbitro; proyectado contra otras part\u00edculas, este campo determina su comportamiento, si tienen carga o masa y hasta qu\u00e9 punto se diferencian de otras part\u00edculas. Si no encontramos el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, si realmente no est\u00e1, necesitaremos algo m\u00e1s que haga ese papel de \u00e1rbitro&#8221;. Eso significar\u00eda, continuaba el Nobel, que &#8220;nuestras teor\u00edas ya no funcionan, y han funcionado tan bien hasta ahora que eso es dif\u00edcil de imaginar&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El bos\u00f3n de Higgs tras cinco a\u00f1os de su anuncio - La Ciencia de la Mula  Francis\" \/><img decoding=\"async\" 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\" alt=\"Nuevo hito en la exploraci\u00f3n del bos\u00f3n de Higgs - INVDES\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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VpluY+3cciuOconVExCSURKSYj1DE7UqUyNyDx5dOSfS2qSQa7GvpXIIF2lwgSIy0ked1TxlE8LjP164qiyqWnKOLTceBXO3caLxLjk5tv6eDRUsVTY2u5jpae00ZQ5wiOdwglQzdpMZXE9xHDkrWJDX0nv3Ghu9u0gzsibEucATvQ3jxHJDqZLTr4\/PiOfiohBxW3ZUnBzbgqLmCdumRY6+v1D5c0Vp4UES1wBzic+hlPwz6ZoEta4ERNph36iXcOHnOa5SosLTJ7WnnlzWcikUvdlzuB8P9dVcw7SHgHMEeiFbo7Ne74gY48bW1zUmy8AXvkfpOWucevUZyaZaCtPCtJYWjTx4SD3rQ4HA3EiWusfoq+CwjWtBdwM903KNYA77Ru3bMLmbtlL+xE3Z3uyQbs+Uq7h9mAiZg6HXlfVX3PAbvOPnn3JjsS0Wb\/pbxxNbfRlLIB8bsG0l\/yy7lnsbstrZMhrG5ud9OJWi2k8gXJvECeGphZP2hZWeYuRu2jKOXgjX5dFq\/INx+22MtSGWvHu+pWY2nj3VSJOnrLJMxVN0xfNUTV9XWsYpClJsY9xGd\/LzVOvVB0AKvOcCLiCTw+ir1sI43bl0W6M2VPfQIP+l0Ygi4JUdWmcjIj1looDIVcQUiepiJVepVTCVA9UoiciZ1dNFdVHFNlVxJ5Fw11w1FV3kg5PiFltlctyMacQQdCDYjkeCT8W6Im3AQ0d4aACeaqby5vIoLJalSc1EXppco3FMTY5z1GSuEriYjq4kkgD02k4WBNgRBByE\/CeA4HRD9quJd8BAykfCeVrDoqNHFOafWXBHv4ttRm6cyA3O0CItobeZXOV0wVgam6Zjv+\/3RT+HEF7vgERGZcbx04qAYUTugXOXP9p5+ulzBYgMaaVVu8wmRo5rhbx0RY+mGNh1qTw5jaYY4Nc4ES5pAEHMyDBhdcymGkNHaGmXe3n+OUv2Q8BrhTAiJv+pucTxPDVRUKJqkkCL8bDp9vysptNthjbqmmn89hrYNSpuhxkiYFiJHP+n11R3Y+zD7zfYx27vX\/Tb6hDsHXDQGsf2ogkCOzq0k3znX8azYpbuGpJJ1nj9T91g4p9mvJ1osMw\/u2bvO0885T\/4ZoE26ZRHCFDWxO\/G73H521Q\/FVqlVvuxTNzmJgxoeSFxfQpSko35LTXOLpJscgdAP9J2zsNANru15cuF5UFLBVt0AgDd0LpJk8fVlJVwgNQVJcI3Ybldv0\/KvJJQ63YQ\/F8Wq\/clrYAEGcxl3INjNnPO6Lk9q8xAOvTXvWlZUEQed\/wBKo1qgEteezHadlE\/M8lko8ehqTrZ59tnBNM1N09sGDH6hILuQsP8AksTiqQDoj13L1raGHp1HbzuzTawnoBZo6kkBedbbwtzVgAaDTgBIW0GDM+8N3g0m2t8r3Wx2cxrWtG7LHSTvQRAt8UZ66XKwWJYZ17\/ureC2zUpDdklv9M\/RdMVsxndaCO2MC0mW+BzH455LP18K4dPWuSPM2myoM93kbjw06hR1nDh35g9fyteFEKd9madTVZ7Fpa2EaRMeFx4fYoTicJFxceu8d6CrBLwoirdZhVZwTERrkpFJMBSmly6UwoA6SmkpJIA4kkkgBJJJIA0hEqXC4gtse9dotKVTDT1XPZZoNn4kEw6TIiRmbZdYtzCs4ysx7gIgkZm2\/HydHqFnMI9zLEff\/aP0qjajZIk55xMfqH7h5ovwKvJFRxBpOg3a7z4248R6JN2NMS02MSBrwPXn8tKu1AyzYGUmD2iMmvz+LPLQgG1wMoYg0nbrsjcEZEcfuEOI07VoNf8AqjgI009cfXIFNne0FYN3GPIvrqeBQEUd4jdgh1o0v9PXQxsnZG\/\/ANt7ZBzcYAIBMZTosZRvS2Xdd6NzsTFvt71sE537Jt5OuPFazDwRIMz3Hv1leebHxQqtDb7wzaBqB8Vs7ADu4LVbM2iQ3d3haAYY4u103Y0KyqnvoHtBnETkLqAMcL7ok6k28NVFjNrsbB3rdATPXjfJUqm0983IYBnIkgZg8ZysiVXdgrOY\/HFkhufHdAE8uCFVSXtmo628Ia25Ji\/a00k3zCs4zaDCD2d1ozqVPicOA4T9lh9u+2AMspANblaxI66DknFWUGdpbTbBbYNETc2jJrRaB8z0lY3GbbJrBwAAmAB+luWWp5oRtHazna\/j7oScSZv+VssSqmJTado9BZg6bXtFSk1zngODY7AYf1PjvtwCzu3Nl03PcaRGZgZNP9hmI5EgqMe01V7d2oRBABcAJIAsHJgq79hl5ePlB8VtCFaiZRba2qB+G2bUc\/dbcjOYbujKXE5C4utVQwTKVMBol8S5xGZOgDoLRkPmq+ExDWt3XtLhys6YOp+HMjSzyDvQAjGBLXUxMGCd2c89J5ytlln6eV8bOX1WKE41klxQCa1jwS3skGJAsZBI3m8baQheOoEZjvatTSo0w3cYLGd7U+8ETJ8NMjzQnGUuHfGfe0\/NVLLDNN8VRGFyjFXdeH\/3gyldnf0zVKpTnL13fZHMZQGZHePU+MlDK9A6GeGh7jr0Sao6U7BbxCYVcceI8bFQ+7nJIorlcIU5pcfx+E33aAIIXIUxamlqAIkk4tXEAcSXYSQBqcM6bLT4bCltNpZG86+9wGkLHYavMXutRsrESwA33fhIMeOnrxwkmnaHdX9AhVwnvqT94TUZEv4g2+iyldz6brEgg+B4re4KtLLNjW9zPA8lntu4Ce0PR4euKVvlt2EKcE0q+RRo4wVW6NcLnkeI5H1zmNNtRu64EGdM2n+ros+x5Y7hGX1BRnC1wYcDBHly5j1wC0aA7h\/eUXwRvReM97m1azD7SZ7gGkDvdre5bwiIzNrcM0Ip7QbBkNmAMpgTmJB9cLRBVxBa9zmt3RJlhl3YJ45n5zzF4aV2g70w3svajQ6XEB0QHHrlP349CtbS25SDQ012vGUBxa7hEHs2J1K85qRZwbLTzy4T5wdb8wnU8YGkdkAiIJk5aGNPlzGWbiaHo7tp0KXabG9rvH3m6J0AG5PU2QfH+1xaC2mI3s3EAE6fCMuplY3EbWdkYBGgH3mM+OvBCsRjiT1meaSgFhnHbUq1T23E\/JU6uEc4bwF\/modnPBcCSS3UDO61+zQCC802uYCGtzBvxhKnypDdqPKrX3PPqrSPXkqzwtv7U7Ga57nUgBlYdLxxv81i69ItsVul+pF\/oRNd64rRbLw5DBu\/E65HI5D1xWbpkdR5hbPY+DqOptqAAtEducg2xXb6ZR22S26bj2WcDsp7+0WvGgBBm2ltESpU3Bxa6mcgRAcBwsQLeIFjeLJ+zPaNrGFlRpIJkEERHAnMdIhXv+oRv7xbIgCxn9W8JHeuH1eWbbiv5I9LKOfHHJlj+z6AWLpvFQgCz+13jhmD4n6KCrR7M2cOVo6HQrS1qLag4n4mnXujiPoh+JZkQe+ZPeTn3rDHkpJL\/ZM8FzeSn9Eril\/gzNWjOXaPD4ag+j0JqUWkmM9bQf8AJh+i1OIw7XWd2SP1AHd7xmzzA70I2lhHNjfG8I7LhmR+14senkF1xyX2VxANfDd\/S\/ry6KiaB6jy8dO+EVFMzaTGoEEflGsPs+lULGPJZUcJDha5kgEDiByWiqXQuVGNqN42KhfThajaWxHMzbI4t+rcu8R1VCnsZzmlzXNGkce7TqobS7NIpy6ARn1n+VwfhafB+zD3uaCWwTE5jrZR7e9mTScfdONRoFyBBB4ESbc0076Etq0ZwtnkmFisupkZiDmOC77v11QBV90UlZ90eISTAbTejux8ZBHAoDRbPr16Ku4UQVElY0ei4LESOX04qeuwEGb\/AF9T581ndn4qwk3RRuLDhHh9vn58liol2ZvbeBgyL69W8RzCGYbEFh+fMLU4lwdLSYcLzz49+v5WY2hQ3XZRGnPh04LZEBNr5Ac0\/j1+eKJ4Ie8G6bRkf6eR4sPlzERmtn4gg9Uf2TiWseC+4g7h\/TJyDgMxySoLNNs7YTrjMaxcRr3cu8Xuqu2die7BOYFzcHcnIGDPfHHWQTOy\/aVobuTyMgNDDGXQpuMqgh0Nhxs4ESIzy\/U0wJ6Wuk10Dk0ef4kGIdws7hrFsxrHeM4IzEOIN\/U89RzWn2jhAJcwSP1NzLfu3UH65gMXh974b8OvCdD6zQkPkQUMSWmcostz7P8AtG11MU4DaomCTAdOvMrDYnAvZ8TSPvw68lXZU9fJFeRNJ9npNaoKkhtn6sOvEtQDaeGDgZF+Ov8Al91SwO1N4APJ3hk7UcJ4o0zGNfDasB36agycOf35CdQpvewUaWjFV6ZY6VtPYzbgY33ehzb15ajNDtqbIN4HdoeY9edlnX03U3SJEdxC3xT4sqMnF2jf47Asc4mm7dmezG80nOI0m\/KQONrFD2aqh0B9O0zdwiH7hgxbj0WR2b7SObHvO0OIMOGR05gGeQWywG3WvG9vyDMmBI3iCZjS3zUepjy3j\/c2jKDCwwZaxjg4OtI3JkCJBgi46aEWQyo+HNYRoZB4TaR6yRWljt1stdvNgfCACBECO4BC8TiaZJcBM5uzM\/u1HVec4SemisEY4czyxk9qq8br+etX0Q16QnsGf2OO67\/B5+TrIe8Hthn+dNze\/t0z47wtzCvV2yP6hxHxDp\/V3XGoVKvUsN4e8aPhc0kVGf2vFxxjTMgrqi35IyRjJtx18jP+8a1xaexJndcTu9zuHCZ6rSYjZpbV94T\/ACzuua4G8wIAGeY7wUOxdBtQX\/mN1c1v81vEvpA9salzCDF3cFWwlZ9FvZ3a1AnKZAJ4GxDr5dlx4QuiFLdHJljNr8Mmn\/P2DhqgsAJh2d7jPUadRPQqid1jpI3SfA9HcfNNbiRU+E7\/AP7byG1W6dl8AP4AEA6NGqrlzrhh3hEOpuG68RoWnh3jWUPY1fns0mz9nHcdVad0xEjLMbxA6fJQ16u+XOyGTSLiNJbaONr3QHAY0jsBxDZk0nExfOJuPPqEVfXD4HwHgbT0dk4dZCGtExcrdlLF7MpuBJb\/AJsuDPERnyI70CxXs85t6ZnpcQc+zn3iVpnPLTwPHIx017p\/tUZqA59k6kRBPMfCT\/xKnZqYv+AfqyTxDmx3TdJbB7RNy2eYbP8A82E+JKSdsR55Sz9c1ebme\/6JJJsAxRyHf81fYb+PjBPzAPcEklmimS44dsf3PHdvZdEI2yLN9WkhJJaRJBrM+4IrhLtv+3zJlJJAFyke3T5gg8xIz4rRbIeTQZJJ+IXvYEwPIJJJDRWqH+dT57wPMQbIdg2gYh8CIJjlY5LqS0xfGvqZZfgl9GHtstDsKwuEkg3Nz8Lj9B4Lzatn4fNJJTLseP4EOofEUZwxmm7lEeMJJLGXZsug\/s4zh73h0CbwIGXDM+KCe0DRAMCe15OICSSa8CM6\/M9PqFc2U8io2CRllbUpJLaPZKN5sY\/zo0lttIOdk7GiKzItJIMagHIpJLLIbDKFqjgMoJjSQJBUdb\/v0v3Ml37iAbu4nqkkoiKQExBis2LTGVtCfmrWKEYjDxb3jGe8\/fIM7\/8AVMDNJJaRJl4Am17SRY79QWtYOgDwRDHuJwzHn4xUgO\/UGgWAOYHJcSVmbJca0GlvEX3WmdZIEmVb2X2g4OuNzeg3G9Gd9eaSSGB3BnepkG4531ChYezOvvN3\/GcunJJJSNFLF1XNeQHEAZAEgZcEkkkhn\/\/Z\" alt=\"El lado oscuro del bos\u00f3n de Higgs \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSbBvN-agtj4gvpGajhe7lwwpGDABEdIRik6Q&amp;usqp=CAU\" alt=\"Por qu\u00e9 el bos\u00f3n de Higgs es una pieza fundamental en el modelo est\u00e1ndar -  La Ciencia de la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">La espera fue enorme y todos esperaban las noticias sobre el dichoso Bos\u00f3n<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Cuando comenz\u00f3 la b\u00fasqueda se dec\u00eda:<\/p>\n<p style=\"text-align: justify;\">S\u00ed al LHC se le resiste el Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>&#8230;, bueno, si es que anda por ah\u00ed.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Charla del premio Nobel Gerard `t Hooft en la Universidad de C\u00f3rdoba -  YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRxH_6rzEW-QgbBU4DFrgOFlSjwaHlHNypAbw&amp;usqp=CAU\" alt=\"Anexo:Premios Nobel de F\u00edsica - EcuRed\" \/><\/p>\n<p style=\"text-align: justify;\">Fue en 1999 cuando &#8216;t Hooft\u00a0recibi\u00f3 el premio Nobel de F\u00edsica (junto con su colega y director de tesis Martinus Veltman),\u00a0 por &#8220;dilucidar la estructura cu\u00e1ntica de las interacciones electro-d\u00e9biles&#8221; -seg\u00fan palabras de la Academia sueca- de la f\u00edsica de las part\u00edculas elementales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Gran Colisionador de Hadrones: qu\u00e9 es y para qu\u00e9 sirve \u2013 Un poco de  ciencia, por favor\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQjRhKoXk7eahAqr6cDS9eIqJIhJIe3x8crQQ&amp;usqp=CAU\" alt=\"El CERN anuncia que el LHC funcionar\u00e1 en 2012\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS0yNhLtf36oZm2MYTxu-H8SIEtk8_5cV-3eA&amp;usqp=CAU\" alt=\"El LHC descubre el pentaquark | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTgXjbDu_V_IGGLLMG-83FmCc4TTW5LV-Ba4g&amp;usqp=CAU\" alt=\"Una anomal\u00eda en el LHC podr\u00eda sugerir la existencia de una nueva part\u00edcula  - Universitat Aut\u00f2noma de Barcelona - UAB Barcelona\" \/><\/p>\n<p style=\"text-align: justify;\">Acerca del Gran Colisionador de Hadrones (el acelerador LHC situado en el Laboratorio Europeo de F\u00edsica de part\u00edculas,\u00a0<a href=\"http:\/\/www.cern.ch\" target=\"_blank\">CERN<\/a>, junto a Ginebra), el cient\u00edfico holand\u00e9s explica que se trata &#8220;de una m\u00e1quina \u00fanica en el mundo&#8221; y contin\u00faa: &#8220;Esperamos descubrir nuevas cosas con \u00e9l y poner a prueba teor\u00edas que, hasta donde hemos podido comprobar hasta ahora, funcionan muy bien, pero necesitamos ir m\u00e1s all\u00e1&#8221;.<\/p>\n<p style=\"text-align: justify;\">El descubrimiento de la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, o <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, fue el objetivo n\u00famero uno del LHC, y tras un largo per\u00edodo de funcionamiento del acelerador, los miles de f\u00edsicos que trabajan en los detectores, han logrado acotar el terreno de b\u00fasqueda, aunque, insisten, seguramente necesitar\u00e1n tomar muchos m\u00e1s datos para descubrirlo. O tal vez descubrir que no existe, lo que supondr\u00eda una revoluci\u00f3n en la f\u00edsica de part\u00edculas, al obligar a replantear el llamado Modelo Est\u00e1ndar, que describe todas las part\u00edculas elementales y sus interacciones, y que hasta ahora funciona con alt\u00edsima precisi\u00f3n aunque, dicen los expertos, est\u00e1 incompleto.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/lateoradeltodo-copy-150607224712-lva1-app6891\/95\/la-teora-del-todo-stephen-hawking-40-638.jpg?cb=1433717332\" alt=\"La teor\u00eda del todo (Stephen Hawking)\" \/><\/p>\n<p style=\"text-align: justify;\">Gerard &#8216;t Hooft, uno de los grandes f\u00edsicos te\u00f3ricos de part\u00edculas elementales, considera que ser\u00e1 muy dif\u00edcil desarrollar una\u00a0<em>teor\u00eda del todo<\/em>, un cuerpo te\u00f3rico capaz de explicar todas las fuerzas que act\u00faan en la naturaleza aunando la Relatividad General de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y la Mec\u00e1nica Cu\u00e1ntica, tan eficaces por separado en la descripci\u00f3n del macrocosmos y el microcosmos, respectivamente. &#8220;Mi impresi\u00f3n es que esta teor\u00eda unificadora, una teor\u00eda del todo, a\u00fan requerir\u00e1 el trabajo de muchas nuevas generaciones de investigadores j\u00f3venes y listos&#8221;, afirma. &#8220;No llegaremos a ella de un momento a otro por la simple raz\u00f3n de que el universo es demasiado complejo para que una \u00fanica teor\u00eda lo abarque todo. Vale, no digo que sea imposible, pero me parece muy improbable. Y mientras llega, queda mucho por descubrir, incluso hallazgos espectaculares&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQnPi1zqWLALvk1aNlYwyshZtzMQHvC0PzbzQ&amp;usqp=CAU\" alt=\"El LHC alcanza la luminosidad fijada para 2010\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQqu5vx2WvmbuYHBZoB4b53NpLuwup-veKmEg&amp;usqp=CAU\" alt=\"El CERN, el lugar en el que se guardan los secretos del universo | Cultura\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR9kW41FC9ID8j3ySh2SeO1QOkZECsyotZOuA&amp;usqp=CAU\" alt=\"Y el mundo no se acab\u00f3 - Quo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTuQ7kKQFVgjwqOirQmaM7CBkwCQtxHc8sjJQ&amp;usqp=CAU\" alt=\"Linac 4 se ha convertido en el primer acelerador en la cadena de inyecci\u00f3n del  LHC\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Muchas son las actividades desconocidas para el p\u00fablico que se desarrollan en el LHC<\/p>\n<p style=\"text-align: justify;\">Por otra parte, el cient\u00edfico holand\u00e9s ha se\u00f1alado que el LHC realiza m\u00e1s actividades que intentar encontrar el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. En este sentido, ha destacado que se buscan tambi\u00e9n part\u00edculas que podr\u00edan construir la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, un tipo de materia de la que los f\u00edsicos tienen la certeza de que es cinco veces m\u00e1s abundante que el universo que la materia &#8216;normal&#8217;, pero que no absorbe, refleja ni emite luz, lo que hace muy dif\u00edcil su detecci\u00f3n y, por tanto, estudiar su naturaleza. Del mismo modo, tambi\u00e9n se est\u00e1 desarrollando una teor\u00eda capaz de unificar la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y la mec\u00e1nica cu\u00e1ntica que, seg\u00fan ha explicado Hooft, &#8220;permitir\u00eda descubrir lo que ocurre dentro de los \u00e1tomos&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Part\u00edculas elementales: En busca de las estructuras m\u00e1s peque\u00f1as del  universo eBook: Hooft, Gerard't, Z\u00fa\u00f1iga L\u00f3pez, Ignacio: Amazon.es: Tienda  Kindle\" \/><\/p>\n<p style=\"text-align: justify;\">De vez en cuando lo consulto<\/p>\n<p style=\"text-align: justify;\">Recuerdo un pasaje escrito por \u00e9l al principio de su interesante e instructivo libro &#8220;Part\u00edculas Elemetales&#8221;, que dec\u00eda:<\/p>\n<blockquote><p>&#8220;Mi intenci\u00f3n es narrar los \u00faltimos 25 a\u00f1os de investigaci\u00f3n sobre las part\u00edculas m\u00e1s peque\u00f1as que constituyen la materia. Durante esos 25 a\u00f1os, yo empec\u00e9 a ver la Naturaleza como un test de inteligencia para toda la Humanidad en su conjunto, como un gigantesco puzzle con el que podemos jugar. Una y otra vez, nos tropezamos con nuevas piezas, grandes y peque\u00f1as, que encajan maravillosamente con las que ya tenemos. Yo quiero compartir con ustedes la sensaci\u00f3n de triunfo que sentimos en esos momentos.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-I9YcCppcVvg\/TtF1fPGluVI\/AAAAAAAAZAU\/_z1WhcLXqN4\/s640\/inside_the_matrix.jpg\" alt=\"\" width=\"600\" height=\"450\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Ten\u00eda la intenci\u00f3n (si se presentaba la oportunidad),\u00a0 de preguntarle sobre &#8220;su Principio Hologr\u00e1fico&#8221; pero, no pudo ser. S\u00f3lo pude saludarlo e intercambiar unas breves palabras junto con Ignacio Cirac presente tambi\u00e9n en el evento.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.kinja-img.com\/gawker-media\/image\/upload\/c_fill,f_auto,fl_progressive,g_center,h_675,pg_1,q_80,w_1200\/leo70zycj5qqxtinekdc.gif\" alt=\"El Principio Hologr\u00e1fico que compara el universo con un holograma,  explicado de manera sencilla\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&#8220;En la d\u00e9cada de los 90, los f\u00edsicos Gerard &#8216;t\u00a0<strong>Hooft<\/strong>, y Leonard Susskind postularon una hip\u00f3tesis que sacudi\u00f3 por igual a la ciencia y a la opini\u00f3n p\u00fablica. Se la conoce como\u00a0<strong>Principio Hologr\u00e1fico<\/strong>, y defiende la idea de que el universo puede ser interpretado como un\u00a0<strong>holograma<\/strong>.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Public\u00f3 el principio hologr\u00e1fico, el cual explica que la informaci\u00f3n de una dimensi\u00f3n extra es visible como una curvatura del espacio tiempo con una menos dimensiones. Por ejemplo, los hologramas son im\u00e1genes de 3 dimensiones colocadas en una superficie de 2 dimensiones, el cual da a la imagen una curvatura cuando el observador se mueve. Similarmente, en <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, la cuarta dimensi\u00f3n esta manifestada en 3 dimensiones observables como la curvatura de un sendero de un movimiento de part\u00edcula (criterio) infinitesimal. Hooft ha especulado que la quinta dimensi\u00f3n es realmente la f\u00e1brica del espacio-tiempo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/m1.paperblog.com\/i\/9\/90593\/influencia-teoria-del-principio-holografico-s-L-2.jpeg\" alt=\"\" width=\"561\" height=\"456\" \/><\/p>\n<p style=\"text-align: justify;\">Acordaos de que, a mediados del a\u00f1o 2,003 apareci\u00f3 la noticia de que la \u201cinformaci\u00f3n ser\u00eda el componente fundamental de la naturaleza\u201d postulada por un grupo de f\u00edsicos entre los que se incluyen el Premio N\u00f3bel dan\u00e9s Gerard t\u00b4Hooft y el f\u00edsico de la Universidad de California Raphael Bousso, basadas en el \u201cPrincipio Hologr\u00e1fico\u201d. Esta teor\u00eda, por singular y chocante que pareciese en su momento ha tenido a lo largo de estos siete a\u00f1os una influencia notable tanto en la sociedad cient\u00edfica como en los c\u00edrculos alternativos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTiABUJlIV27XHz7-aTioryxQ4N2-FWmQ8Ulg&amp;usqp=CAU\" alt=\"el principio hologr\u00e1fico | Fumigadora Continente\" \/><\/p>\n<p style=\"text-align: justify;\">Personajes tan influyentes como\u00a0<strong>Deepak Chopra<\/strong>\u00a0sin ir m\u00e1s lejos habla del \u00e1mbito cu\u00e1ntico como el campo de informaci\u00f3n de donde parte todo lo conocido, materia, emociones, pensamientos. El controvertido joven f\u00edsico Nassam Haramein defiende un universo basado en el holograma. Cient\u00edficos japoneses -al igual que del resto del mundo- investigan con hologramas creando im\u00e1genes 3D o explican\u00a0el funcionamiento del mundo f\u00edsico basado en los campos de energ\u00eda e informaci\u00f3n. Hay hasta \u201cfarmacolog\u00eda hologr\u00e1fica\u201d a cargo de empresas farmac\u00e9uticas.\u00a0El a\u00f1o pasado\u00a0el f\u00edsico Craig Hogan tras la detecci\u00f3n de un extra\u00f1o ruido en el detector de ondas gravitacionales el\u00a0<strong>GEO<\/strong>\u00a0600, afirma que podr\u00eda probar que, efectivamente, vivimos en un holograma.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"La Influencia de la Teor\u00eda del Principio Hologr\u00e1fico en la Sociedad\" src=\"http:\/\/m1.paperblog.com\/i\/9\/90593\/influencia-teoria-del-principio-holografico-s-L-1.jpeg\" alt=\"La Influencia de la Teor\u00eda del Principio Hologr\u00e1fico en la Sociedad\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>La informaci\u00f3n ser\u00eda el componente fundamental de la naturaleza.<\/strong>\u00a0Es la que especifica el cu\u00e1ndo, d\u00f3nde, c\u00f3mo y cu\u00e1nto del espacio, del tiempo y de la materia. El <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> que dio lugar al nacimiento del Universo tendr\u00eda m\u00e1s que ver con una gigantesca \u201cbajada\u201d de bytes de informaci\u00f3n por parte de un superordenador, que con una explosi\u00f3n masiva de materia, seg\u00fan una nueva teor\u00eda que establece que en su origen la naturaleza est\u00e1 formada \u00fanicamente por peque\u00f1os paquetes de informaci\u00f3n pura que son los que especifican el cu\u00e1ndo, d\u00f3nde, c\u00f3mo y cu\u00e1nto del espacio, del tiempo y de la materia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Archivo:Carpani Ricardo Qui\u00e9nes somos, de d\u00f3nde venimos y hacia d\u00f3nde vamos  1991.jpg - ECyT-ar\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00bfQui\u00e9nes somos? \u00bfDe donde venimos? \u00bfHacia donde vamos?<\/p>\n<p style=\"text-align: justify;\">El ser humano contin\u00faa con su carrera particular para descubrir lo que siempre ha querido saber: qui\u00e9nes somos y de d\u00f3nde venimos. Esas dos preguntas esenciales son, en realidad, el motor gracias al cual se mueve gran parte de la investigaci\u00f3n cient\u00edfica de todos los tiempos.<\/p>\n<p style=\"text-align: justify;\">En esta carrera por buscar certezas, cosas tan inquebrantables para explicar el origen del mundo como son los \u00e1tomos o los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> est\u00e1n quedando relegados a segundo t\u00e9rmino para dar paso a nuevas teor\u00edas.<\/p>\n<p style=\"text-align: justify;\">Una de las m\u00e1s interesantes, postulada por un grupo de f\u00edsicos entre los que se incluyen el Premio N\u00f3bel dan\u00e9s Gerard t\u00b4Hooft y el f\u00edsico de la Universidad de California Raphael Bousso, afirma que en el origen de la naturaleza podr\u00eda haber \u00fanicamente ultra-peque\u00f1os paquetes de informaci\u00f3n pura.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-NVN14kkcOYU\/T-D4si-tFQI\/AAAAAAAABHw\/noQRNlNWehQ\/s320\/3_2.gif\" alt=\"\" width=\"320\" height=\"153\" border=\"0\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-sqBMcDJGZAw\/T-D5DEpMIVI\/AAAAAAAABH4\/61kuUnJbbsU\/s200\/@.jpg\" alt=\"\" width=\"200\" height=\"200\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Aunque parezca raro la informaci\u00f3n no viaja en un bloque como lo har\u00eda una carta, sino que esta se divide en peque\u00f1os paquetes de informaci\u00f3n, viajando a trav\u00e9s de los diferentes\u00a0 canales de la red y llegando todos al mismo punto. Para esto es preciso que todos los ordenadores hablen el mismo idioma, o lo que es decir el Protocolo\u00a0<strong>TCP\/IP<\/strong>, (que es el idioma) que en un principio empez\u00f3 a usarse en 1983 para dirigir el tr\u00e1fico de los paquetes de informaci\u00f3n por Arpanet, garantizando as\u00ed que todos lleguen a su destino.<\/p>\n<p style=\"text-align: justify;\">La\u00a0<strong>@<\/strong>\u00a0que parece que naci\u00f3 a partir de internet se utilizaba en la antig\u00fcedad, como unidad de peso o incluso para decir a cuanto costaba algo en libros de contabilidad. Sin embargo se puso de moda gracias al ingeniero estadounidense Ray Tomilson, que dise\u00f1aba un sistema de correo electr\u00f3nico para Arpanet, simplemente bajo los ojos al\u00a0 teclado y eligi\u00f3 un signo que no se utilizara en los nombres de usuario.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Influencia de la Teor\u00eda del Principio Hologr\u00e1fico en la Sociedad \u00ab  MEDICINA CUANTICA\" \/><img decoding=\"async\" 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\" alt=\"filosofia soy libre: \u00bfEl universo es un holograma?\" \/><img decoding=\"async\" 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\" alt=\"2013 mayo 26 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El principio hologr\u00e1fico: el m\u00e1s bello avance hacia la gravedad cu\u00e1ntica. \u2013  Estudiar F\u00edsica\" \/><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan explica al respecto Newsfactor, esta teor\u00eda, basada en el \u201cPrincipio hologr\u00e1fico\u201d, establece que la informaci\u00f3n (\u201cinformaci\u00f3n\u201d en este caso significa bits fundamentales de materia y las leyes f\u00edsicas que los gobiernan) especifica el cu\u00e1ndo, d\u00f3nde, c\u00f3mo y cu\u00e1nto del espacio, del tiempo y de la materia. La informaci\u00f3n ser\u00eda pues, una variable para llegar a una \u201cteor\u00eda del todo\u201d.<\/p>\n<p style=\"text-align: justify;\">Y, m\u00e1s all\u00e1 de las cuerdas&#8230;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Teor\u00eda de Cuerdas\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2012\/0115-stringtheory.jpg\" alt=\"\" width=\"300\" height=\"343\" hspace=\"15\" vspace=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan la teor\u00eda cuerdas, el espacio est\u00e1 descrito por la vibraci\u00f3n, en miles de maneras, de diminutas cuerdas de una dimensi\u00f3n. Una cuerda vibrando arriba y abajo a cierta frecuencia podr\u00eda crear un \u00e1tomo de helio o una ola gravitacional, tal y como las cuerdas de una guitarra crean diferentes sonidos a diferentes frecuencias.<\/p>\n<p style=\"text-align: justify;\">Los te\u00f3ricos de esta teor\u00eda han mantenido hace mucho tiempo que estas cuerdas son el componente fundamental de la naturaleza. El \u201cPrincipio Hologr\u00e1fico\u201d, sin embargo, cambia esta noci\u00f3n y mantiene que, mirando m\u00e1s de cerca una cuerda, se ven bits cu\u00e1nticos, llamados \u201cbaldosas de Planck\u201d, que, engarzados, dicen a las cuerdas como tienen que vibrar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Un ordenador cu\u00e1ntico de la NSA podr\u00eda descifrar todas las contrase\u00f1as del  mundo\" \/><img decoding=\"async\" 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\" alt=\"C\u00fabit - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQtId_wv1mU1k_qQvsCQ2VHEAAIU9I0_ewm6g&amp;usqp=CAU\" alt=\"Computaci\u00f3n cu\u00e1ntica. | Blog de Jose Antonio Martin\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTFGAtZUdGMA-rvvtUAi8XYVVerxRqpgWcNXg&amp;usqp=CAU\" alt=\"teletransporte cu\u00e1ntico | Actualidad inform\u00e1tica\" \/><\/p>\n<p style=\"text-align: justify;\">Estas \u201cbaldosas de Planck\u201d son bits cuadrados que delimitan un \u201c\u00e1rea de Planck\u201d, o lo que es lo mismo, un trill\u00f3n de un trill\u00f3n, de un trill\u00f3n de un trill\u00f3n de un trill\u00f3n de un trill\u00f3n de un cent\u00edmetro cuadrado. Una cuerda de baldosas de Plank ser\u00eda la versi\u00f3n natural de un byte.<\/p>\n<p style=\"text-align: justify;\">El \u201cPrincipio Hologr\u00e1fico\u201d, descrito por Gerard t\u00b4Hooft y Leonard Susskind y refinado por Bousso, nos permite saber cu\u00e1ntos datos (bits y bytes) son necesarios para decirnos en detalle cada cosa que ocurre en cualquier regi\u00f3n del espacio.<\/p>\n<p style=\"text-align: justify;\">\u00a1Por imaginaci\u00f3n que no quede!<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/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%2F2020%2F12%2F28%2Fel-universo-cuantico-y-sus-alrededores-2%2F&amp;title=El+%26%238220%3Buniverso%26%238221%3B+cu%C3%A1ntico+y%26%238230%3B%2C+sus+alrededores' 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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A esto Chaplin respondi\u00f3 a Einstein: \u201cLo suyo es mucho m\u00e1s digno de respeto, todo el mundo le admira y pr\u00e1cticamente nadie [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25849"}],"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=25849"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25849\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=25849"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=25849"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=25849"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}