{"id":4452,"date":"2020-08-01T09:10:49","date_gmt":"2020-08-01T08:10:49","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4452"},"modified":"2020-08-01T08:16:23","modified_gmt":"2020-08-01T07:16:23","slug":"%c2%a1los-cuantos-%c2%a1que-maravilla","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/01\/%c2%a1los-cuantos-%c2%a1que-maravilla\/","title":{"rendered":"\u00a1Los cuantos! \u00a1Qu\u00e9 maravilla!"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.ecured.cu\/images\/thumb\/d\/d3\/ParticulasQuarks.jpg\/260px-ParticulasQuarks.jpg\" alt=\"Part\u00edculas elementales - EcuRed\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTssoTcpS98n_sHNGIXqHiixifuBtYOTjNkdQ&amp;usqp=CAU\" alt=\"Astr\u00f3nomos descubrieron fusiones de galaxias ocurridas tiempo ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><strong>DE LO PEQUE\u00d1O A LO GRANDE<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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TWWWuu0CsOobdQi2MzpjcqsHABzjoOnWBk1Pjh0Ll6GHJbULYlZFpflUVXLtOB3Fw\/wYFdV4+5bKhqqY7A7cu8OGDWKgWrp\/MsG7JXpjp6wJuIFYCAgICAgIDEBAQEDFZp0YhmRSR2JUEj5E9oFDpa8htiZX9J2jK\/I+UCg0VQ\/+Ov9W79K\/q9fn8YFzadDtyinb+n8o\/L8vSAOnT\/gvn5DzOT\/AL6wKNpKjuJrQlv1ZUHd8\/WBlVQAAAAB0AHTECsC10BGCAR6HrAtOnT\/AIL5+Q8+\/wDmBZ+DqwF5aYByBtGAR0BA9YF5oQ91Xz8h5jB\/yOkC1tLWSSa0JI2k7Rkj0J8x8IGSusKAqgADsAMAfICBdAQMdlCMcsik4IyQD0PcdfWBYdHVgDlpgdhtXAyMdB8oFx01eSdiZIwTtGSPQnzECvJTvtXPXyHmMH\/QgWLo6hjFaDacrhVG0nuR6QM8BAQEBAQP\/9k=\" alt=\"Leptones y Quarks: \u00bfLas part\u00edculas fundamentales? | Leptonix\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><strong>TODO LA MISMA COSA: Quarks y Leptones<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Historia y Literatura - La traves\u00eda y el regreso de Ulises ...\" \/><img decoding=\"async\" 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alt=\"Por qu\u00e9 Piteas en Pozuelo de Alarc\u00f3n - AEDAS Homes\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Los viajes de Marco Polo eBook: Polo, Marco: Amazon.es: Tienda Kindle\" \/><img decoding=\"async\" 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CQIM20hlJiCDEgYHyeWUGwYp\/qHSWaSBPhAERMb9cVqIUD13EXtLXJYVkQs6MoTShZw0kTpAEW8MEmABacSFs3J05TUsmCf3YWkwAGpyABYTeAMOatJ2bVUMkSRAE\/y6oMnY2NugAxHWppJ1tV1c9BRV7QpUkW7nzOLHJQDrco9wE6Esvv7iRpFxNvPHeTbUvhE777fPC5cuBO5MSJJ5HE+RVYA2GMsAuo4ZNQjNUfDMgQRYeYHr54rHF86KdOpt4ncA7xdixjnAUnFmzSmFEQJG1ufn54819uMzFPSJGpavzDKv\/wDUeuG2EuxqCn8ooq+1LEzSy+pfv1ajaniL+EgD02xZfZr21gxVRi8GFaoCxGwFOo0T\/S5nvyxTeHUgIUgD9fTB+byausfF1+WDrPbPxIl6Y5Yb3M9rf2hVnd6enQAYNOGAB\/nmC57G21sJeEs1Yl6rajy1chsIGwHYWwZn8vSdNOYm1qddRL0wNlcfbT6jlhbUylWmutCtWnvrpmfmpuDghUThpBBhyqs+fiWinnQABYCdxAGCVz4A+IRzj9WxScvma+YcUkRi0WG0ATc9B3x6HwH9mbVYfN1iAfsU9\/VmB\/AYGfGUfkYeuf18BAW40ok6he3LG6PFENy47dAeoxe8v+zThqqAaLOerVXn6EYkr\/sy4c06adSn3Sq\/4EkY8MdNdGQPqBPlZ55xDNKwiJGx\/MYF4b7TVcsRq+DVEk7jYa+pA2fcc5w79qvYCtlENXLVWqotyj\/6gG5IIsw7EA484znFldYIknli+hGQ9GU5F1di9ie45HiKVqYqIfCeu4PMHoRjocUpGr7oVUapElQSYi5DWgGOW+PG\/Z7P5miGVajIr7gG\/Y7EqYtIvi1+xFIe8DR1M8oCld+7Pbyw1XLJYKBFZxAELmehgzucF5OkXMDYYWe9PK3P\/GJsnnKyklQukmJiSCOTDWIN55zynBV1nD6gKpy8Rq9H3Tq4aFJ0tA+U47GZ920gtM3UmQw3gRtvPTC7MMzgzUcbdBJ8gCInucccPWRcsXBg6jM9xDR5WG2Bt8ujLVTX3LhSzQYBgR3\/AM4lzK61Kg3xXMhUAchhMiQQb+uHuRgrtBFt\/wA+eBj8Wlv+4PRyrGodQ8I67HfCzj3s1lq5mrTcRsyNY9zIMHz6YsAdQ2kbxt264n0zbljzNynR1K3Q00EC06pZU+FGUavJWJFz3tfD3K5hXAYHfCDj+T92VdbCduXWPXHXD6bli1NiqgkMrEkNzgT8AE7i3bFe5cyDiCssbNgGo7VF1U2BEfCRY\/nPbG6mYJWDKMRANt+xuJ8\/lipcMzOZpVYDo2o3Vhpljcq0AidwGAXbbnj3LuRVN7jVMzB0wYm4mSvUdY7cvLbdXsfLEHEXdKwqGk1NZEkgEdN1JwTmTTI94lSUa6wQV6kbGOonuMEU3EHRg+TQpAKwaqPTC3OpgqpVUKzGpYCSwg2+V+nyxAjEiWmTyMSO1ufXDKuzZ6imyvQlU4zk5Hl+un6nB\/sxxupUVqTPFRAAtgS4jSLH7vM6lERvgjilHwkx\/i8T9cVfNTQqrUF9LXF5KmzfQm+Kc6oOu\/uTwrGR9HwY\/qZNkcElVDMRUYAAKQSNRjqBGwwZlso2kGmIaSsm0Al2BgGIsAADsAMTnLuDqR1MudHhJkmYE6rACTIE25Y1lMv7hgKjtBPh0ASbMW+KSeu8354znuJy4mPyzzbcLBUr4S5V\/EBG5QrMybNbcfFEY1kHoPTVjQpkkSSQ0z9qd+c4f8J91Up1FQ6oNyZmYtIIEQQbQIxVeI5OqtVxTU6CdQvtq8Uekx6YkX11O1AffmN1S4MDeD+GN5ONO0Hbr5c8K2yNYXDqAIjVJ+s794x1QpViB41v\/La09TvfpjOcAPBjc9x28hYF7j5T0x4x7f5qKgpyAQG\/7qpn6KMervTcQWcmIEQAJnfvfHj37ScsVr6jfUDHo7E\/RsN\/S9GAZAKnqbyNS++xkjDkVliVMXuPn\/5xS+HZ+4kgna8z032w5r5+17ARIm\/\/AIwZbSS0NxslQvckz2dVE5GZ39cAcB4HUzdYNBWlIll8Jbrpt9cS8P4c2bb3rz7rVpVR9thbb7om+PTeHhcvSLadZEKFH2mkKlMRzJieSgnBNVfAai3KyfcbqBZWimWdUChECA2kkk76ibuYC79cNj7R5iPAlCmNwK9TxkdSq2X544z3BKteYK6xZifv7vp3sGJAG0DCzhXstmUqIWeqip8So1SKpmS40mFJgA2Fp2nA4AZiWhGuNQAjnh3t8pbRXpqoJC+9pPrphjYBhuuLtUzaqpY2Cgkk7QNzjzr2l4Kx1VgjgwDBZmhRuHmdQ3jUQRywzHvcxw4X8RKq23iXVEXkCbXg49yHLQnmq+HKTVPbD3o\/hZTM1F+94EXsYZgxHPYY8a9qMhNarVy6aYXXVp7PTuQxAjbYmOs7bej8M9nc21Nw7gvI0\/w6YCXOrVCag33SpXqSdsB8O4YW4i7VTqZAEcQIIKc+UaQeu4wRWAG6gtv4EzyjJ5tpCqCWJEdydhGPW\/Z3h37vSv8AGw8W1uiA9Be\/UnCn2d9l6NB2rA6jqb3cj4Fkj573w+L4fYWF\/mYgzvUT\/bBjShWFwb\/kf1bE+UzWhiwjkDIsR0PX8sJfe4Jy2ZBN\/wAv188GW44IglWXqWeoyMJpkrJBKMSVJ3sdx5XFsCVkCPJVfFblBIuItedp8sC5fMaYAAvuR08uxvhzw\/KrDByDq8PYbaTEbzhXantdmNarefiB5kJ7vWhIZYYxOoCYJkKRF9tN8MuG5+soJZFO4jVDna5GmOvTy6TUckWpEUitxDIdwRuA2+\/I\/PEeReQZsRY+YMEW9cLrWDHYhSgjzOuIZlyur3biCTqBSBt\/OP0MQZTieZgeByORZP8A4nDMRUpshtP626TgqmwCrtaPpirg297hAsAXWokrZusxGtGKjpTaOd7rPy+uJOG59CH0ho1ASQd9I1b\/AIYdO1m\/pxXeGEikCT8Tz6SR+AGJakS2xG5qgrpMHtb8DhbR4IrFqiNpMgqDdRA5A9Z5bYYtWuqSOu\/rgNK4ppUZU1EHawtAMydhiOxueG\/qN6GZVkUsLMoJ6bTiCpwahOpV0kXlCV\/DlgTL1NNBATBAUc+YB\/PBQreIkG0R64mG1KyJW+K+z7LURgxqKNTaeYIiDJJLRMgTyBi2BS3LFrq1\/wCNRX+V2PlCqPmW+mK\/x0RWaIve3lf88McCzZ4xdnJocovcBgQdiMLvaXhyvSNZRsQKgPKbBhH2Sd+hODYM9\/LBTaFo1PfEhXXSBMOYIJYSNhHMQcGZSgDcDxzyOoH7M0KdRabyQ2g0yQAviTST2aVi\/bHfHaDho1F7fEUIFPbxWnUROwG5E8gY+AZqj7p0ohn0uGJq6SZI3RRAEBbk4Y8Wr0\/dmSt5hmE6ZElgTFyLb8xjIZWq79zS0bauRcFrmQ1NmRaa+IMWKkEeFQpjUJ2YRvhnT4qwECmDc3UyNzsTBwpWmSUWmLLDVXibgA+Em5aDYg7eQBa+4XkLQIuTblc3OK3yETzJrWT2JEukmJBHc7HliOnR8Jn7JnqOflyODUp\/LEVPLIT4l6EeYLRt54RDX3D2J+puukr6j6Gfyx597bcC\/eadRUE1FJdO\/Ueoti\/1dIAFwR0Jjz3jCasis0ibkkz5nkeuGGNZ7fYlfDn5nzzTbQSGHna+JtbVWWmoOpiF23JsOZx637S+wCZpmqUWCVjuPsv3MfD5xhf7O+yP7k3vKyjWoJ1yGVdxFOLzzLHyHPGhouS3x5i65GqE1w1Fy7ClJ0ppCwDcSUnbm0me+HnAHJVCxkoNN9hU13JjtBB\/m7YCr5XUzODpBVY1W0gSZ+othvwOl7gBgCyldQF\/FpMhjG45Acy2CCAIKuz3H\/Cz7qVM+E6b848u0H1xZMvWVhis8PSS6t8Wolj1Jgn6kj0wclbSXA2BAt5CThcXCkxwKyyiDe0XGKYcUG8NMg630nTy8APUzfpgPg3Fst7upTFRYi02npAPPBeZ4tlAul6iQDETLE+W\/rtgBON5BWFRRDI3LSWO4+9IH9sQUbPKSBATjqW3hmaFWkrkeIgSCIIPcG48sUtUNatn6tEbkU1Mb6FCsVvG5InscPavHqL0K1alUB0IxaNwQpgEcjOKt7AawgViQIJ1RALEgkT1m\/qcF0+dwC\/WtGQ5VfAImNhaNuXmNscMPPFv\/cUqFynhBbWoIt4okEdyDthJxrhZpNMypuO3bvjUYmQCApmSzaCGLCKo88S06BbVCkxvANvOB+OLF7Gos1CdxA9LnDsZxDrCeNl3UQDvG5gdefLHbcsqxUCQpxQ6ciZXuAcLkLVJtuF\/M\/2w\/qjnF\/r1wqoZj3C6HR1gkzGoHUSY8J+nbBlPi9Evo1GemlrHva2AbSbOzD6dV9Sfh9cpVn7NSP8AmAd\/6h\/7e+N06oFatNocEf7lRh+JxDmKYNgfi8SnlqFwRfaYOIKOZDmoxsZAbzVVkd4mMKrE4nUcK3Jdw1q7KCRsTP44G\/eDo689\/wAsZVPgA5nA+m0emLqxsTjHXmSZjjTAaYMt4R62wdk6a6QD8KiB1tEnCqsslVmNJ1neBYhfl4j6DBNXMqoAZtIOy3LsOoUSY9McNezO8+oQ8QXBiNvLA3vSQ1O8NY\/0wNR+VvXAHEOL00Uks0ASfDEAWnxEHe2032xV+KcaqOpZIVTH+odCHuzH4gJnTIi9mxW6KPEmhZp6C2a1\/BqaDPgBYA7b\/Dba5xwM17q9RXXnBX1m08+tvLFT9meItpRjVSo4DMRTMkA6dIbwhgBe5tMdsXjh9UAGq51VGt2HRE6DmTzPyHR2vQkGGm7keSqksajDxOBABkKomFBFjzJI3J7YWcZctVkKSpnxchEfF9b4IyVUfxCu2ttMbd46DVqgdscMo5G\/L9fPBWNWU+QgmU4YcTFujrhHxyudPiJiYBJJ8hiyZnTcwfIWX5zby+RxW+NvO5E7dI\/84YcuY3qK2HA+ZF7FtNSsJ2C+t2BGLbWRWQqwkGxF7jpip+xh0mswHJR23Y9fyxZ8uhUsQrHW0kEg37Tyxh\/VN++dTYengewIfRYIgVBAAtA\/UnEWlhtUZR0gWxvMV2XZZ7W\/HV+WIRman3B8x\/fCklie4WKx9QlanTEaOZif1JwCM06iXpx5NP5D6TjlcwbnTvtfv\/kYhxMt4wzMVwDpLDyjte+FOVhpgQL\/AInvbfE4oKV1QOsnn1wMqKqkyAq3JkQBvN9sF1+NCR0FMY8JkMBAAk7T5zM33wq9qKzLqY7aoIHQg3H65YWp+0Hh9GpBrFo3ZFZgPXYjynEnHfbTKvTmgVrOwiTOhQeTAwe+n6jDLFS2l+RWBXqt54qe4qq5tSyltiwEnYXgT2uDiwZrMCpVPu2UaUKTIOk\/9NgOY3v1BthPwDheXzNFgyhasRr1EANuDAMBW2NrTifhns0gcLUL6k+y2mR6gAsOYvHPDd7BrZ+4JXjOGK\/YjfgfFFY6JAcWib2t64sAbFZ4l7Oo6wohhcQefUdL4XUOPZnLnRXpe+XbUvhf5bN9MLSuiY6HyUS71aJqRoBBGxU6Y\/I+owDX4PndU+8XT\/Sgb\/lp3xvhvtChv7usvMg0ahA9UVl+uDh7RoxWnTDPUadK6WUHSdLSzgDwk3iT2JxalZMEst4Sv+0VYU6Yy0eKpGtjcimtyWO5JIt64J4RSNnaQfEaax8ImFJ9PribN8AZqhdnBY3Zo6RZQdgBb\/yTg6llwLXnrOGmPjkeYlysoE9SbLAxtjrNZZKghhMc5II8sckiIxC9aOd\/1vhiq68RWzb8wB+BEEmnVgEG2x8pBv8ArfAdP3+Uu0GmWElQCSPXb1w4atewn88R+86jtH63xaGY+e4OawOxJq3EqDDxNTIsbkH6Yi\/9YoMCiukkGAbBpBtJAH1GKzx9KZcBFUNBmOX5DAH7uFQs1gBf+wxcMVSnInUoOU\/Pio3LoKyBKZYlVp05YJGmWgQFUkEzEX5HGsg3hLkiHZqh6aSSFLE7CAN8UnKVypJphhBhgRAAcGL6t4vN4jDZqpeFYBlUwqoV0KRKjuTHNo2NhhJfx5dHc0GMG4fIalh\/ew0lDrIuSvw328bFVjyJwHxHOvRZVYIC4YrL\/cAL\/ZgRIG+\/PAXCc0qRSqV6VN9RIUuS9hZiFH3TvPXmZEOcVHz2X9\/o0IlUrqJRIQpPWADpBPYjliHuMB1LeAJ7jB2f3ZcnTqhpgySbAKSpA2AB35iLYr9fjMo5pSihiC1xridR1MCXNvusYvA2wx9qOOUquv3FSmQP9QoytBAZ\/iF\/sE7cjirZTJPVAqVxqaAwXUFRBFiYgKL7EjnvilrCTCqqhqLeLcZqGGQKQoDLUI3PkL64traY5AYD4RTqZvNhapLqELsSZ+HxBS0XgkdDywfx33WyEMYHwAkf82IWP6RHnjX7OaR\/e67sIAy77mRyHTkcR31JkAGPPY+nUp5ysjqfe+5OoNAEOyFW1badAJmeWwO\/oWossKbRdxb0T+\/54XcP0vX1WaKUBh8LLqGkjlaSI\/vhue84PxkDIDFeXaVc6nCIEUKoAGwH62xGxx2w\/U\/liJn\/AF9MGhRF5YmCZl9+uKpxuqB0v+uWLLnXABxS+NVJMCJ5dfkN8TtcIhlSrzsAjX2UINNheWYmR2gAWv19Di3UEQQxPi6mR88JuFZQBEQfZEEjrzM+f44aUKjB\/dyTzBP1E4wGW\/N2abemvhUFEnqVUdyocalFxMxP0nGe4Hf64ISjeWUEm02uPXEn7vT+4P8Aj\/jADKDJh2HUWVDCza17np1wv4hxKkkGoaaWmGIkm32R4p2uBik+2XH61JvcLXWm0A1KgERNwqi5LRcne4xQqudS4\/eKxJ3OkX7m8nDrF9LLLycwe\/MCtpRPT+Je3VJV0UkNQjmw0rHr4vmFx517Te1FbND3bPppA2prZT3N\/EfMnC6q2sBVqhgPssNJ8hywtqKQYNiMNq8SurtRAXvd\/Jm0pltv84ly2Yam0j1HXscRUamkztG0YYVAKyagAHX4h174v1sSsMVOxLDwPjlSkRUptbYzseqnHrXs57RZfOAK7hKwACaonyn7S9t7HHgXCM3obSfhbFjp0puhv0P6\/XXAlh4dfUd49a5a8v8AIT3urlHHTzBn\/IwpzWSHvEYwRPi9Mec8I9tM7lYGssotpqXA8jy9MWih+1EMAKmWVj5\/3nFRCGWHHvQ6A3L7rREmwA\/XpjzL9o7AcKLVFKs1VDQmx16izlOYGgmSO3TB2a\/ac3\/Sy6L33\/CMeee2fEa2fdnqNqNNZiLD7wXoB9YwRW6joQLIw7tcmGpDwH9pOfyq6PeCtT2C1gWgdmkMPni8cM\/a7lqkCvSqUidysOg78m+hx4vjQwUtjL4ih6lbyJ9P8M4pSzKa6FRai9VMx2I3HqMSVCcfNeUrstNijMpBF1JEjoSDfHqv7PvaeUFHMVGkwabOSd7FSxNr7T1Inlg6m0t5gN2LrsS+Gca1Re\/frjon5HA9aoLawwSYMMRba5BEiJ54vduI3A61DMFlez1FhVbWpWfENVrHp1x3n6Jak0RFiZMCAZM27A4a5qlRqI3u2Av4alWvVYbX0ghukQDHrhBmnYI6uNMrfVaxgT5QcTTIF9JU+RIWYxx7ww8GIH4gJK+\/pRLABmP3YAKxCxI2xz++BmBV1Jpn3kCbog1HlBUlRfy54lzC21FQCbX6u0RO86R+WOa9JQG0qSXIpgSBKCJEx4R\/DafPCB0AM06NsCH1eLM7SrEKapqKFWqtcX1GmV06LWGpTEH+a2s1xapVqoxUoyIaaTUOpVaGYaAZAsLm2A82KrsiU13WXKGFAepoW7Hno2kk9DgpCs5morKzM1QKiAajBFIam02gCRuu55Yj3J6EHr5qEZU8TnRAIWACQqqFRiFJLnw8+e+D87lqYUJrLlfsJDkHoFnSnmzT54HoUFeQEp6FhjpbwiCSNbk+IyQZsvht0wyylcn+Hl01EblVIRepkXjyA88ROzJ9CIMyzg+GkskfE5L1PRRCi3YjE\/sPl6itnnYX9yFWRaSTbSLX6Wxb8p7LkmczUXRzRCoSY2MxqImx1TcHzCHAnyyV1oD3vvWUyCCQqAmJAEmQbXjqcSNb68Sr36y2txz7M1Q6K9O1IIFVBEISfEoESACuxmxw4cnAHCMkKFLRzks0fDqa7AdpwQal+kEEkb9\/oMNcdOFcS5Le5b1MqVADBN+QO5xBWqxN74Gfi9MEpqBItcEmbmbEBd9wOWBMzmxG88tsX0tzlN9ft\/cg4tnAqm+KrlmNXMLCyFYFjA7x+t8TcbzZchFuZgfjPlFyexw\/4RwvQgtbnyLk\/aJH0uOWFPq2aK14D7jL0rDLtzMYcMpMolmCgdfzkgfrfB54gr+AhAdWkHUsH+YCfO2JaGVVFUuUUncmPOJNz88JOIe0y03qU6Sqz001sarlVYeIhUIBJJ0nxfDcd4y9SPYSAJoLLFEs2XYARq195kD+2JGLfd\/7sD5XM0q9JKlvEqvpJBZZAaGi9pE4mVbfGR9fqQScUvWd9yKvueDcdNOpUq5ioJaoS8HZJ2UDrEAnFXRwzliB\/KsWvYDyG+CON5wu2mdt++I6eTaGYC1OCZ57WHXmfTGwOl6ETqGbud5rh12939iNU8zEyMDqxqLpN2FweZHMYnOa0+8YbsbH6nEQYOSQNL7gDYxv5HHSRPQHE2WraWB+fliJjjWITsmzCwxjbl+WLBwXPB\/Cx0sLahzFo1YrbNPyxLlaulgeU38sQsTkNQrEyTRYGEv1NKgH2XHY3+RxLT0\/\/jyfIfjhLk80QYn1\/A+WGy1WPOcKbNqdTc4\/G5QwM7qsF2VVJ8ifkP74DyYFPMHmpMGeYYd\/PHdU4zO2qK33lB\/L8sdrcyWRjqfMpXE8r7qq6fdJHpy+mBMWD2ty8VNfJo\/Afr0xX8Nq25KDMFlU+1aySfLAsQg5nBjZ3TWkHwiF9BbA2SfTqboLeZtgbF6vxHUGI3PW+B5s1aRBMuhAk7lSPCT5bemGPuVMg6ytj4W0x\/2nHnfB8\/VpEVaZsiKXHMglgYHMdfn3xd8nUbMJrp1nINwoiVO8FgZPYjDJb1deMS5GM9T+4IxGUk+FKkldMlmfeLeKw27EY7zlAmF+0UIGoxJO4k9OnfFdz3vQfjYkW0KzQT3AnV674NOTraENZiKjEuAbECwFtgLbADEazxYoq+ZTa5YcnbciTKOR\/DnzBPM7EXF56+WOzw\/MDS4DEKCITSJ5SZdSfkd8D59arr\/ErOQIATVIgTFpj88dtl3SkpfMEMV8ActpXz5R0tGAnrOzyENTO6+MizWQzDVHIpGqxgamZtMIIAgRtfcmZxuhlUQhcxVUKL6FJiejKkeoJnfAVWlXNhWBHIhptEQb3FrYkrZNXUS3iH2vS8bYGI\/UtbNI8GPE4jw5VBLVWCbUNAWmTf4dIKqo3sNRi8zgbN+2B91OVUqAYgFtIHIQTyvc8wCI51yvkdLaV1Hnff0xHkU924JBUSZA+IyLgKRDT0xxX0dakheXXsxq3tPXsjEsCLmTBJsWt079MS8P4jmRBExcGAL73I5jbElHiCOCAAn9Zue7YmpValOroXLUq\/3SKoBNrgoGgjuR3wTzOvygx+R0sMrcczTq1MMKYKgeFdIkXm3U7xjup7QVjTUNSUtENDnS\/oBFxMjAPtDnrhP3SkpEGFq+Pl4X0EDrfe4OFTcSgQcs6LvqapqInbxaRzxxX39zgR\/5jZfaNFaPd1KQFvCEv5kKPzxDW4zI8DsT3Ug\/iZnbCXMZ7WRIA+7NziwcB4XdXYEtv2FuQPnv5xiu7P8A6dDDcfAN7AtCeC8IY\/xKo8T2g30ibDp\/nyxaaOa0g6ZKodNRxGpfIN8X9R26G8AcQrmnTVgyqTYM8he8d8L+KcSprQ\/+mNR2YQwCuCI3ABXUDuJvEHGbJsvb3GG+5pFRK19tTqO0zNNKgen73MOikwwJaYMG4naREXxXuGVf3w1q2ptdQrlSzqtOfic010C5hfExEgdMY3GAKWs0qtGkg\/6isGQ2EAmCwPJu8YreY41mK7B6akImp1kiWqMVEnaSQGE9zc4YY9TDY1B7iAAZcsjxulmBTtVUoxT3knXcbNUiZtPPyw2FdxamzaBZdTKTHK5cE+ZE4S+ynE8vWRtCQUa9Mr4gzcxA5kXgTbAOe9oglRlTL5xlB+L3TiepgkEXncYpNRLHQniwIHc8ho+J9pk7degxac3RFFBTF2+13Zt\/lthT7IqDmVnkCRPWDGLDm+Hs1QlrL169I64Ovs0QIT6ZjckL678Sn5zKsoDRCtMehi+BVJBkYv8AmsqjqFI8K2jt\/fnik5\/KGm21jde4xZVaHg2f6e+Md\/Rg9VgTOOMbGNYui2ZjYxrGY9PR5w+tqQdUt5qdvkTHqMWLJvK4qHB6umooOzeE+tsWzLDSSNuX+ML8tJrfQr9jX8Ses1hjniA8NI9iPkcd1eWOc8f4VPrqOBEj+\/8AGB8apa6bWnwgjzH+JxSyMX6qkqB\/KR9MUNueGOKfjqY\/1usC0N\/ImtVoxoY1ifKQGBOwvgseYjlm4KCr\/EAQgFxY3gg+c4sPsdQajWdRoNNwQokkCSCq7Ta8Hv3xT+F1dmawOoesg\/niwZBiH8Rt1n6jysfTFT3Gu3kPEcUYVWXilW8z0KgadOdSFF3lWgnytb5jAvEswlTQ9IeEApEzpIMiSCQZBnflgKj7QKfCbMLEd+3K+O87m0qKNJMj8+2HuNahYMDMRl4z1qyEeIXwajSepNUAovI7Fj8M\/X5XwbxXJ0WJZqZKgSQGeeghSpHPkwBjCnh+YGgiTvYCI7nzwDmc2SjUy1Zl3LOsDyXb6Y5mkc5ViqQmtQuvw+ghBp0SSby0AX6EGByGI85kVpDUMk5JmRraAesaZHzwFRFCn8PvCzD7XhiReB+dz0xw3EqoIXXUM3uFa07CApHyGAbCpAGoWlO9ncKy\/CXq0pRlR1Pw+8tvbxLEdIvvjr\/0XNlTqgCIJBRy3a3ijnM\/PbC+pxwgRqBg2HjDWvsAJ6XH98DVPaWqSQXqIpuUUddxJJ+ZxQy17hIrOozyvCKqEk1Ke8ANN95ER9D88FImXpPDqEe3\/UqqDzkBgBH+4jFX\/wDVKwBIqPe0NBWOp1Egn0wLTyNWs0wTq+1sPS34DHmetO5OvGZo7zecpKxZCs\/yqBf5n523wsYGqfhm8SYHzgbehww4f7PzdzPlMCOs\/F8o7Ys+W4SCANPObCCPQbfhgC\/OVfxjDG9M49tEXDuGIAVgu5vqiAOwk2i3c4s\/Cad1MjwmCoUTBFoMXFr4ZcN4UoQlhv3Ii95nb\/O2O8xkxqJAAW0EC4i4PofwwmvvLt3HFaKo0In9r+Eu2irTAdKd3p6guoMUIIY2BDIszEgm+IuKOMqi1TlkpIFZRToVvE0lWLl1HhPa+2H2Xqh1dai6lFmE287GYwNm+GUxTqCuxKERTbVIjlA21yYjny54tqySFFZHiV8BzLkyhZ3hj5lPfUQ6alNRUrLTfUBazFQQCdt53wpHElpqVq02FRVAMIBpi0wRC8v749Ho0KiBTWR1WBDaQGtsAJAXtqjc2Mziutw8ZzMUqldDSQVCjhzqPugEqL4jIPiV1MW8QgDDOjIOzvxB76AQOO5WuF8LqVHFQqy05MMFVqlz1a4HcjYnFmTitJAFOXzZIESc7Wk\/8F0\/K3ScT8OWtDjQKcPCMCNGgtbUJ0pAiCCJkSLXLr8Kq6j4l\/25jSO9iRit8g71JLQNbIM8p9nMsWYt0sD0J54tqMTY7ix79xjMZjuSflHfo441gj7kPFnKUmI3MKJ7mD9MC8QyHvKa0zZo1T0Ow+c4zGYih0ARCMkCx3DeNSlVFIJB3FsaXGYzDKYw9GaOMxmMx6cnSmMX3L1BUpo4+0oJ7MLN9fxxmMwNkj4x56ExF5H6ndU2xznF8CC++MxmFw8zX2fhJzSsMee1hdvPGYzB2J9zK+v\/AJJIsdBsZjMGTPR77NZrS6joG6c4\/tix18tu9MCftJ+a8p7YzGYByWIsmp9IQHHJ\/cLylGjWILyJEFgYKkbEgggjlJ2wyPs062So3+5Jt5hh+GMxmArMq2ogKZDMwqbG5EQOpkMwgADKd+oImN5G1u+OqX7ydlm+4ZAZHmZH+MZjMFL6hcw7MTv6dSp6EgNCvIBDNF\/G1MxvaTBnHaUcwRyWbXIH\/tM4zGY42baJ0YNUhbhlQiWdYi48R7GZg\/jjjK8OUHSTA6CAOvOZ858sZjMV\/wBVY33LxiVL3qOcvwelyF+pnbtP5DEmSy9QEqP9QLYkFgzC4N7ibiNhPLbGYzA\/vvo77kjSm+uodSylUU1BIYrp1D3ZYHYHTte5M+lt8H0KNZbUwohiT4ReQPgOgrp1AnSLxYlTjMZjvubU7AlTLxPUbPQrCoDqOg7rpHRha9rkGTO0c8QZmoysQTbmZ28oiD5YzGYCc8jC6+hAqeYaP4Y06fhMyxmTEEXF5vt1wVkOIyxR1CkCw3SLXUg9fvXHLGYzFqqDOsgk1fL6iGV3EEMARKA+tzHcnFS9quIua4Uqi0xtUhwAw8ROtSkvyjxCI5zjMZgrB7c7gmQCFGjLBkTUzFEGrCRYILalEGfiMTcWnaxg4Kp8MoRaPmT9cZjMAZDH3SITUTwE\/9k=\" alt=\"Qu\u00e9 se celebra el 12 de octubre: por qu\u00e9 los homenajes a Crist\u00f3bal ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El mismo acto de explorar modifica la perspectiva del que explora; Ulises, Piteas, Marco Polo y Col\u00f3n, hab\u00edan cambiado cuando volvieron a su hogar despu\u00e9s de explorar \u201cnuevos mundos\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.observatorialbanya.com\/FitxersWeb\/136864\/celsdirecte-menu.jpg\" alt=\"Observatorio Astron\u00f3mico Albany\u00e0 - Observatorio Astron\u00f3mico ...\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/e\/e7\/Hydrogen_Density_Plots.png\/220px-Hydrogen_Density_Plots.png\" alt=\"Mec\u00e1nica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSvMZ8_MMD-FpqbwVpi0XZfKl6cXBHz-xe3Og&amp;usqp=CAU\" alt=\"224 mejores im\u00e1genes de F\u00edsica ( Physics ). en 2020 | Cosmolog\u00eda ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La inmensidad del Cosmos y la infinitud de los cuantos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo mismo ha sucedido con la investigaci\u00f3n cient\u00edfica de los extremos en las escalas, desde la inmensa y grandiosa extensi\u00f3n de los espacios cosmol\u00f3gicos hasta el min\u00fasculo mundo enloquecido de las part\u00edculas subat\u00f3micas. Estos viajes nos han cambiado y, han desafiado muchas de las concepciones cient\u00edficas y filos\u00f3ficas que conformaban nuestra manera de ver el mundo que nos rodea.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es un c\u00famulo de galaxias? \u2013 astroyciencia: Blog de astronom\u00eda ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ9Lhx1gUC3mJnA-AhmBAETUxhCVq-moQ079w&amp;usqp=CAU\" alt=\"Los experimentos del LHC unen fuerzas para analizar el bos\u00f3n de ...\" \/><\/p>\n<p style=\"text-align: justify;\">C\u00famulo de galaxias inmensas y experimento de part\u00edculas en el LHC<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La exploraci\u00f3n del \u00e1mbito de las Galaxias extendi\u00f3 el alcance de la visi\u00f3n humana en un factor de 10\u00b2\u2076 veces mayor que la escala humana, y produjo la revoluci\u00f3n que identificamos con la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, la cual revel\u00f3 que la concepci\u00f3n newtoniana del mundo s\u00f3lo era un parroquialismo en un Universo m\u00e1s vasto donde el espacio es curvo y el tiempo se hace flexible, d\u00f3nde la materia es energ\u00eda congelada y, donde el tiempo est\u00e1 unido irremisiblemente al espacio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIREhUQEhAWFhUXFxUVFxYWEhUXFRUVFxUWFhUWGBUYHSggGBolHhUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGxAQGi0dIB0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0tKy0rLS0rLS0tKy0rLf\/AABEIAOEA4QMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQQFBgcDAgj\/xABBEAABAwIEBAMFBwIDBwUAAAABAAIDBBEFEiExBkFRYRMicTJCUoGRBxQjYqGx8HLRFTPBQ1OCkrLh8RYkNIOi\/8QAGQEBAAMBAQAAAAAAAAAAAAAAAAECAwQF\/8QAJREAAgICAgEEAgMAAAAAAAAAAAECEQMhEjEEEyJBYRRRIzJS\/9oADAMBAAIRAxEAPwDcUiF4L+387ID2heGvugP3tyQHtC85v2ukzoD2lXMvXsFAKhCEAJEXSXQCpV5JS3QAhJmRdAekJEqAEIQgBCEIAQhCAEIQgBCEIAQhCA8XWL8S1YFRiMrsSlglh8PwGMcLOdbQZD7VzYLaAFS8H4Wb99rKienjfnfG6KRzQ5wyjW19lpBpdlWMsJ46me+KlNDLJUCKN8+VzGMia6wMjs2\/WwXaT7QhZ87aGd9HHIY3VQczwxlOVz\/DvmLAedk7osCl\/wATrJ3ttFNA2Nrgb35H0VaGE4jFSS4O2la4SmWNlTn8vgSH2nN5PA5c1aosgkWcXVTsU8D7rKKf7t4gPiR5Q3NpVb3y28uXfsm3\/qxrp48SfSVIpAfBimMjRC3xHZTMY75i12gudk7rMCnhrYXshMsT6H7i5wOsTh77hzYVFOwrEX0ceCGlaGsyRuqs34bqdh1cB8duSiKVksn63j1zJamGHD55xS5TK9r2BuVzcwc25101srbguIsqYIqiP2JGB7b72KquAYFLC\/EszA5szoxEb6va2DJ5umqluA8PkpsPpYJRZ8cQa4dDfZUlXwSiw3QucjwBcmwURPjRJywszd+SiMWw2TKY1uKxxmxNz0GqhavFqgeW7QXaCw1BUhhGHttmdq7mepV+FK2RZyOPO38A263\/ANFzfxMLWETr\/mIspappG2vZV3EqMa6K8VFkOx27GZxr4bbcrc\/mnFHxAxzsr2Fh77KJwaq83gyagg5fUcvmq1xVi5MppaYBz9pH9OjfktFiUnSK8qNRlqmN9p7W\/wBTgP3RDVMfo17Xf0uB\/ZY6\/hmSRuaWV7z+ckqJqMMkpzmikew9YyQfmrfir\/RHq18G\/XSrLuC+OZs4p6sZhs2YDboHdVpUU7Xey4O9CubJjlB0zSMkzuheQlWZYVCRAQCoQhACEIQAhCEAll5y817SIDzlRkXpCAZSVrGzCA3DnNzA8nWNsvqnAH\/hR2P0hewPjH4sZzxnuPaHzF05w6tbNG2RtwHDY6OaebSORHRWrRA5H6oJ\/m6ieI8fioo88huT7LRu4\/2WeVOJ4jW+fxHQR7NbGbG35jzWmPC5q+isppF6xiq8SUQA6CznW1N+lgpajp2sbYDcfy6xiqw2ohcXiolD\/iDrFxUjgHH1RTER1Q8WPm\/\/AGjO5Pvei3n48uPtZRZFey7YvL\/7ot5Na2wt13KmaCoAH8+qreKVLJHsqY3ZmSM0cOYHXoeydUtXos3FuJN0yxTVGih6590j6rumNRPdRCFEtkTiTyAXNNiASD0PI+oVa4XjAcXu1cXFxPMk739VMY5VZY3nnlKq2CVlg3Xdd2Ne1mMmaH4jd+S80mEfeHXcNOXooiiqfENuSvWC2aAuebcEaRpnhvDrGt0A9LDRR1ZhuTVpII5gn9lbC8KJxCxXPGcm9l3FUM8Ixwh3hTH0d\/oVYmvvb9+SoeIM6BOMKxeSK1yXR7a7hXnitWiFL4LtdKFxp5g9oc3UFdguZo0FQhCAEIQgBCEIAQhCAQoQUIDk82\/e6rFbXxYdMXSvyQTXNydGTcyefn2HopfiPFG0lPJUO90XA+J2wCyqhw91e901U4vc\/v8A5fQNHbkujDick2+jOcqGXEWPGqqzUGNxjaLRA7AczbqpnDuK6bRhDo9LXlFrntZdsOpWOa6CRo8SJ2Qj4h7kg6i2\/dQ2M4Y3U2\/sV3JRa4oxdrZZsQLHNu03BF9DcfVUnGYBvZNMOr3U78pJ8MmxbfbuOic4lPf+cuS0hDi6KydkpwHX5vEo3nSxkZ+UD2gPVWZkpbyNuRss+4VLvvYy\/A+\/pzC1\/CSMoBAIXPmaizSGyF++X5g\/Oy8Okc82aCfRXE0NOdTCz6LnKxjRZrQPQLBZfou4lNrsPJjc11hmFu4us2e11O8xuGUg2F+bVr+IW6Kn8Q0zHjzi5+L3vqunDMymhpwpWh0paTv\/AKLR8PqdAsVjz08gka69j\/8AnmPVaNhOKtkY2RpOU7X6jdM8L2TBl2+990zqai6ihWW1Oy5y1Xfle\/IDp6rmWOjRyPFdJ3+SVkVom3BG9u6hsZxARsLibHYdSeqrtDjNcNWuzN6SC4XQsbaM+RrHCNQS10R90+X0KsQWNYPxjUUry6SnDwRYhvldbqCVovDXFkFa38I2ePajd7bf7rkz4ZRdmsJplhCF4Dj8v5ova5zQEqRKgBCEIAQhCAQlJdKVxmflaXHkCfogM7+17EBlgpwdfEzuA6AbFReBVIa35X\/qPbuuXHtO6SEVO+WTz9mclA4dX258gB6816uLH\/HSOab91luxMkvZPHbxAMjvzQnUs9b80wxWS6a\/4j3UfWV1+a0jB2UbIbFRe64yVdwLnlb6JK1+Y2HMr1938NzXObdoIJb8Q5haNsgmuFsLnBFSAQ2+x5t5laJh1Tppt+\/dN6CpjlibIywjcLAD\/ZgDUKEocYbJK9jWmzTYO5Fcsk5Gi0XtlYuU9SoNtX3sh1XyusfT2X5HWsnVK4irhnyg7b9lIY9jwhaQ0kuNwABp81TYYZqh3kYXEn5Zj1K6sceO2ZydnKd5cQGi7naNA5u5WW4cPcPRw0UVO8eYNzE8w5+rlVeCuEmU7hUTkOl90e7H29Ve5Ktc\/kZOTpF8caIGqwbL7L9O6iqhoZbMfICS49lYaudVniGcNhkJ+E\/qmNtiRXKK9ZOZHeyCcrTtlB0+ausVKwNsGjXccvkqTw5OG2VuZWi262yplI0R+M0TTpb57Eeipcrn08rZYnFr2kEOG928j1aVdMQqbqn4s691pBWqZD0zcOFMabW08c4Fi4eYdHDQ\/VTKzL7FJiY6ll9GysLewLdR9Vpq8rLFRm0dMXaBKkCVZlgQhCAEIQgEKZYo0mKQDmxw+aeuTPEqkRxucfQdzyCmPZD6KbTxslidC\/2XNyuPQrNcewKaieczbxn2X8rcrrQ\/MxwJGh1HTXe64cRHxqWWMbhubX8vRejjbTMJKzMm1ndc5Km\/819LLtRRxuHmYCba77qfoooY9WxMv1OoC6m3RloYYLhLv86VpA91p68ikxa382UtU1txb\/x8lXq6e91MfsMk+H8RLKWpYD7A8vbNuuvDEgaB\/N9VCYe+0cg+MW+my64VVZeaqo9\/ZNmktnYRqAo+ueLaKIhxHTdcqmv7rNQdlnIjcWN1KcBTeWaL3s4e3tYWVfxCe6leB8Tgp3vkldlJsG+Um7eZV8mo0Vj2XuCs+Xbb6px97XWkrsOrv8uZuf8A5f33XaThqx0l7ri5JOmjav0RU1TdU7inFWvDoWm\/xcir+7CmM3N+d+ncrOMfpo6ioJp2m40e8ey53YLfFTZSZEYfV5dCeynYsS0tdRlXw3PG3OBfqOajBUFuhBBXRaZnssNRXd1CVs9\/muBqCdtfTVOIMNkeM7wWsOuuhPS3RS2lpCjV\/scoclGZv98\/Nbpl8uvT0V\/WG\/Z\/xA6jqmxOcfBlOVwOzHe64dOi3Brl5PkwcZuzpxvR6CVIEqwNAQhCAEIQgEKguLXEQ\/8AE1TjlC8WOY2lke91g0ZgTzcNh81fH\/ZES6IsSxeGRMQGW3cbW\/p6qqVuN0bDlZUvcOQbBmBHMF3RRVFDLXvzyk5PdZfytHTupyXAIstgAP0XoKCi9s527KDikcbX+JBJdjySGHQsPMEdFwhrehPzUljdJGwltxm7bn6JMEkpRdtZSOkZ7sjSQ5p+G3Tuui2looR8tYSD\/dOMJwSorT+EzyDdx0ZfstA4cwXBpjeFjZHjXJI9wc09AOatU7WMbkaA1o5AWsfhsFhPyH1RdYzGJOHquM5fCzW\/3YzXXqPhats6QUzrAXI98j8req0kPySHlfobKWirgBq\/9VEs0v0OBiLasi4N7jQg+0PVD6wnTqtaxPDaGpOaWFjj11b9bbqi8X4ZTQSxMghDMzcxs4m9j3WsMzloq40eOH+H\/G879uis8nDsQbZtgueBTBo+il5akWVJylyJilRQcWwkNNx7Q13sW\/09VMcOccTRsdDMzxsoux2zxb3XFMuJKq7mwt3PmJ7dFO4BhDGMuWgm1791aaTj7tkK70RnEHF0szfBbB4Rfu7Pc2UpwrSMYyw0Nrm\/MqvcbNDaqOwsPCH1upTCa6zQLqHFcPaiU97LLUgFt7AHqqhjdGx1zlBKm5q243UFidRe6Y00JUVyjqPu8rZGtBF7EHorJitQHAkHfX07eiqmIEE3\/l07fVeQa+7r\/db1spehnWus4Eb5mf8AUF9KUpu1p6tb\/wBIXzzw5hjqyrigAuMwc88g0a3P0X0SwWH0H00Xn+a05G+JaOgSpAlXEbAhCEAIQhAIVm32w15DIKf3XuL3f8GwWklZj9stK61NOB5WOe13\/FstvHr1FZSfQy4dlDW\/L91MVFPJMwsj8t93W5cwobgmi8QNe7Y7LUaKna1oAC6c+RRlZnCNoziDhJkWobcnUl3mv6dE3rsNbY+SxtbfRadWwgjkq3iVKFEMzfZMoJGT4hSuhdnjdlc32XDQg9T1V44dx99TCDIw+I3Quto\/uuEuDNllAO26vmD4TGxgs0DstM2WNfZWMWVWpp5Drl1UhhkcLjle6zu40+qtFVSNPIKuYjQg\/r8lzrJyVGnGh3V4Q0C4Assz+0GiMcsMnu2LM3K972Wh4PiR1hkOzS5pO2iomNV7sRm8JoAgY\/y9c2xP1W2DkpbKToiaDGGsGp+gun7OIY3aZj8xZTUHC8LW2trZQ+MYEwDRq6OUZMzpog2z5qlzt9dPRXnDayzQOXJZvIwxOuNrqcosT0vforThaIi6H3HEGdrJm+4bO7Dl6qCoa6w3UzJXggt3B3uq1WQBpvHt8KtBOKoMmjiV+aY1VZfmo+lEshyRsL3dByU9hXBdZO4CRohbuTJvbnlA3KhzjFBJsrU8lyPVSNFhFTOQI4XW6uBDSPVa7w\/w5T0cZaxgkcfae9oJ+QOy71bwBZo8vIDQfRc\/5FukjRQIb7PMMZRyeGSHOkGr+d\/gHbutEsqLhv8A8mIdH\/6K9hcWf+1muPo9NSpAlWJcEIQgBCEIBHKJ4jwhlXA+B40dq09H8iO4UsV4LUTp2Q1ZQOHaXwAISbll2\/rurhBVaKs17fBqHg7EgjvdSENVYW72XVNctlFolaio0UNXPGq7SVSjqqcapGIkxvRO\/EPa1lbqKoACpdNJZ5Nt9lP01UrZY2RFk1LOFD1zgujqpMKqcalZwiWkyqcX1Jjgc4aX\/D05XUVws4MHfRPeNbup3AC9nNcbcgNz6KAwWqsF3wVwOeT2aCKgKJxJ4IKbsxAEXumVbWAjdVjCmS5FexYAkqNpy+xIa4gHUhpIHqeSe4jLe6uv2Y4RHUU07ZgTG97bAOLc1hrqFrklwVsrFcmUD71\/LrpSUU9S7JDEXE87ENHq7ktaf9luH8mvaOmcn9VI4fgFPRtLadpaHaG7y7N8iud+UnpGnpFQwDAhSDzG73e0eh+EHmFYntkisQ4lttiuWIM6bDUdLdk\/hd4kTT6j6KkpWrJSo4Mr82+6a1NR+qb1LcjrhPaDBZZrEjK3voVHtjtk7eh9wpRFzzM4WHu+vVW1NqKlETGsbsE5XHklyZqlQqEgSqpIIQhACEIQAkQhAV\/jCBogfORd0bbi3rqqjRYq14ux9x+q0arhD2uY7ZzS032sRZfPuKUMuH1DoHEtDT5D8cZPlN+q7PGqS4sxyWtmiurEU8Ukzg1jb9\/dVW4Yq3SyZXOOmtjqtSwTK1th\/ZXzfx9ER2R7+FWtZma4mTft6BQ7ZnMOVwseYV+dIFCYpTxv1LdevP6rCGRvsu4kD98TeWqvoNT0S1lK1u117wxzRrbXuujXwZknheDsdE\/xh\/mMyFvMNPNZJjWGSUMxhffKDdjh7Lxy\/RbEys5qPxikiqY\/DlYHNF8p95vooxzcZbJlFNGVx4if+y8zVpKl6\/g0NJ8KfT4XDb581HU3Dxc6z5QBzIXYppqzKiNiifO8RsFyTvybfmey2HhmFtPCyJuzd\/6juVXMPpIadhbGy5Ohcd7eqk6Or5X1HdYZbkXjouLau6aVdRcX2te3Yjl81FMrO91zlqf7\/PquZQpmjYzZiLZm5wC03LXMO8bvh+e6lcL0hAO+Zx+Sq2JB7XmdgJBsJmjdzfjH5x16KxNq2FrSw3GUZbbFnX17rWUdUVTG1eRYnndXrDT+Ey\/whUSCB00jIx1uelu60KFoAA6aLnzdJF4IW69oQuc0BCEIAQhCAEIQgBIlQgPBaofiThuGtZkmbt7Lx7TTz1U2kKlNp2iGrMrpeDZMOkc\/xmvicLNsD4jT+Y7WVmoKrTfVWWtpmysLHbH9CqRURvp35Hiw5HqF1Rn6iqRm1XRY\/vd00qai\/NRTazRcZarTdSsY5C1j+6gnYw1kgi1uRe\/Ia7Huu1fXgX11sqf496mR3cfsurHDWzJyNBjq+68y1Q0J589bhM6CsGWxAXurqhldoNj+ypxpk3ogcdx4ljhEbgaOPIdFDYdX2G+h3XPB5ACQ4A6kEHY6817r8Kc0+JD5mn3OY9F0pJIoyT\/xHTdNzixYbsP87qBdO4bgj1XgyOdoAlIjZaoOLtQ17HEk28tlNNxJp3uPVZ3TOyvBT59bcbqigmTyaNEhrWW8rmnrcgfuo3Dpcs5gY8eG512ncQPduHEe6eSorA+Z4ijaXvd7LBuStp4L4QbS0pikAMkuspA5W0Zfq3qsMsljRpFORO4NhDIBpq47nv2Uo1QWE1b4n\/dJiSQLxP5Sx9D0eNrc7XU4xefNu9m6PaRCFUkVCEIAQhCAEIQgBCEIASFKhAeU3qqRkgs9oI7\/AOic2SEImCuS8Kx38kr2joAD+pWbcZSVVHKY3C0Z9mQDQ+p5FbWW903rsPjmYY5WNe07tcLhb487i97KShZ87trydSSe6amaz829+a16u+ymjeS5j5Wa3tmu0dgOibj7J6UNJdLKXciDoD1Lea7fy4Mx9JlEpMQ0GvPY6JxJiGh+nyXHHeEayjPmjdIz3XxjNcfmA9lQmd+2R9+gaVtGcJbso00E5ySG2x2UjT4gRzXTBeEaysdZsJY0Wu+QZQAdsoPtKer\/ALLquO3gysm6g\/h2+Z3VXngnTZKg2V+WsB5D6KOqKn+D91YR9nmKH\/YMH\/3DRWbhv7LcrxJWSB4bZwibtm\/OebeyrLyIJaZKxyIngvgAVcDqioc+MPP4dhqW\/HY7X6KcZ9ksAOtXMR0LW6\/NaPHCGiwFh05BLmXBLyJt6ZusaIbAeFaWjH4MQB3Ljq4nrc7fJTSQlBKxbb7ZZKiNxnDRMwWcWvYc8bhuyTke99kuDVzpWedobI05ZGj3XjmOre6kP2UXUUDhO2pjNrjLI06B7eR7EfqpvVMUSrSva5tP6L0HqpJ7QvGbslzID0hJdCAVCEIAQhCAEIQgBCEIAQhCAF4evaQoDkW\/zr6rmKOPfw2X\/oCcoSweA3+dPRFuuq9oQHjL2XoBKhAIqN9oHFk1BJTGNuaMl76iwuRCy1yPqr0qXxNSCSvomuYXMMdQ1w903AFnfzkrwpvZDHB4ic7EIqdpb4MlJ95BO5Obr6JzhXGNDUTeBDVNfIc1gGkB2XcNJFjbsszocLq2Vk9BZ34FFLDBKGm0kbjntmPPXL8l24PigmdhzH1swkpywimNK5pjc1pDoy61w38x3WnBUVtmpHHqX7uazx2eACQZNcoIfkI\/5tFB03HlM+unojIwCJjHBxzXe6xLxtpl017rP6rF2swaowwxSfefHkDo\/CdZrX1ZkD9vYIVjqJWxYlXxvBDpqKDwh4VwS1jg5oIHK4VIx\/ZNlspeM6CXxTHVxuETc8jgTlY34iTp9Ex4V4ojqHVL3V0UrWEyNYxpHh04Fw831ddUwYO\/\/AqbLA4tjm8WaINtI9jZDcZd3b3t2UjXV8VbWRzUcZc2npavxphEWAh8WWOG1vMQeXJWcSLLbScc4fLKyGOsje+TRgaHWcTyzWtfsrIw6rIW4cWYPhgbE4PbUQuP4dnNdZxc48xqVpvDriaeIuvmsb3FjfMVWUaVkolEIQsiwqEIUgEIQgBCEIAQhCAEIQgBIlQgBCEIBEJUIBEJUIBF4MQPL\/t6dF0QgOfha3+XyXhtM0OLsozHQusMxHQnmu6EBw+6tuXZRmIsTYXI5A9UPpmkhxAuNiQLjrYruhTYOYjHLT05LxFStaMrQADqQ0AAnmbDmu6FAOZjB5folayy9oQCWQlQooAhCFIBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCA\/9k=\" alt=\"N\u00facleo At\u00f3mico - Quimica | Quimica Inorganica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTeE-IF04tRtFWf4cLiVIU5G_PxJZzkxmyD9w&amp;usqp=CAU\" alt=\"C\u00f3mo est\u00e1 constituido el n\u00facleo de los \u00e1tomos? - Foro Nuclear\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La exploraci\u00f3n del dominio subat\u00f3mico nos llev\u00f3 lejos en el \u00e1mbito de lo muy peque\u00f1o, a unos 10\u0304\u0304 \u00a0\u0304\u00b9\u2075 de la escala humana, y tambi\u00e9n signific\u00f3 una revoluci\u00f3n. Esta fue la F\u00edsica Cu\u00e1ntica que surgi\u00f3 a partir de la semilla que sembr\u00f3 Max Planck, en 1900, cuando comprendi\u00f3 que s\u00f3lo pod\u00eda explicar lo que se llamaba curva del cuerpo negro \u2013el espectro de energ\u00eda que genera un objeto de radiaci\u00f3n perfecta- si abandonaba el supuesto cl\u00e1sico de que la emisi\u00f3n de energ\u00eda es continua, y lo reemplaz\u00f3 por la hip\u00f3tesis sin precedentes de que la energ\u00eda se emite en unidades discretas que Planck llam\u00f3 cuantos,<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Constante de Planck - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Constante de Planck - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Photoelectric Effect\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">derivada de la palabra grecolatina similar, y los defini\u00f3 en t\u00e9rminos del cuanto de acci\u00f3n, simbolizado por la letra h. Planck no era ning\u00fan revolucionario \u2013a la edad de 40 a\u00f1os era un viejo, juzgado por los patrones de la ciencia matem\u00e1tica y, adem\u00e1s, un pilar de la elevada cultura alemana del siglo XIX-, pero se percat\u00f3 f\u00e1cilmente de que el principio cu\u00e1ntico echar\u00eda abajo buena parte de la f\u00edsica cl\u00e1sica a la que se hab\u00eda dedicado durante muchos a\u00f1os su carrera. \u201cCuanto mayores sean sus dificultades \u2013escribi\u00f3-\u2026tanto m\u00e1s importante ser\u00e1 finalmente para la ampliaci\u00f3n y profundizaci\u00f3n de nuestro conocimiento en la f\u00edsica.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La radiaci\u00f3n del cuerpo negro \u2013 F\u00edsica cu\u00e1ntica en la red\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQd9CTp4vD7qoTGDqTM91r8R6cV71E8bsncJA&amp;usqp=CAU\" alt=\"MAX PLANK - FISICA CUANTICA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sus palabras fueron prof\u00e9ticas: cambiando y desarroll\u00e1ndose constantemente, modificando su coloraci\u00f3n de manera tan impredecible como una reflexi\u00f3n en una burbuja de jab\u00f3n, la f\u00edsica cu\u00e1ntica pronto se expandi\u00f3 pr\u00e1cticamente a todo el \u00e1mbito de la f\u00edsica, y el cuanto de acci\u00f3n de Planc, h, lleg\u00f3 a ser considerado una constante de la Naturaleza tan fundamental como la velocidad de la luz, c, de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>.<\/p>\n<p><!--more--><\/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=\"La f\u00edsica cu\u00e1ntica demuestra que cada persona tiene su propia ...\" \/><img decoding=\"async\" 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\" alt=\"Tres experimentos \u00abimposibles\u00bb de f\u00edsica cu\u00e1ntica que han ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"La f\u00edsica cu\u00e1ntica cambiar\u00e1 nuestras vidas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR0tVwy5InjfZeiYqrGn3Yd1-YENPhh2H3tiw&amp;usqp=CAU\" alt=\"F\u00edsica cu\u00e1ntica: Generado el quinto estado de la materia en el ...\" \/><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2008\/02\/dibujo26ene2008b.jpg\" alt=\"Dualidad onda-part\u00edcula (o el electr\u00f3n como onda en el espacio de ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El principio cu\u00e1ntico era muy extra\u00f1o y, a medida que fue evolucionando los f\u00edsicos pudieron comprobar que era cada vez m\u00e1s extra\u00f1o y, los resultados que obten\u00edan de la investigaci\u00f3n y las pruebas en laboratorio, acompa\u00f1adas de la parte te\u00f3rica, cada d\u00eda leas revelaba un nuevo Universo que nada ten\u00eda en com\u00fan con la realidad del d\u00eda a d\u00eda en el mundo macrosc\u00f3pico de las cosas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Principio de Incertidumbre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es el principio de incertidumbre? - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/iicv.net\/wp-content\/uploads\/2020\/01\/descarga-1.png\" alt=\"Charla: El Principio de Incertidumbre de Heisenberg \u2013 IICV\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ruptura decisiva con la f\u00edsica cl\u00e1sica se produjo en 1927, cuando el joven f\u00edsico alem\u00e1n Werner Heisenberg lleg\u00f3 al Principio de Indeterminaci\u00f3n. Heisenberg descubri\u00f3 que se puede conocer, o bien la posici\u00f3n exacta de una part\u00edcula determinada, o bien su trayectoria exacta, pero no ambas. Por ejemplo, Si observamos un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> que atraviesa una c\u00e1mara de niebla, registrando su trayectoria podemos conocer la direcci\u00f3n en la que se mueve, pero en el proceso de abrirse camino por el vapor de agua de la c\u00e1mara el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> disminuir\u00e1 su velocidad, rest\u00e1ndonos informaci\u00f3n sobre d\u00f3nde estaba en un momento determinado. Alternativamente, podemos irradiar el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> \u2013tomar una instant\u00e1nea de \u00e9l, por decirlo as\u00ed- y de este modo determinar la situaci\u00f3n exacta en un instante determinado, pero la luz o cualquier otra radiaci\u00f3n que usemos para tomar la fotograf\u00eda apartar\u00e1 al <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> de su recorrido fijado, impidi\u00e9ndonos el conocimiento de d\u00f3nde habr\u00eda estado si no hubi\u00e9semos actuado sobre \u00e9l. Por consiguiente, estamos limitados en nuestro conocimiento del mundo subat\u00f3mico. S\u00f3lo podemos tener respuestas parciales, cuya naturaleza est\u00e1 determinada en cierta medida por las cuestiones que optamos por indagar y c\u00f3mo y qu\u00e9 medios empleamos para ello. Cuando Heisenberg calcul\u00f3 la cantidad m\u00ednima ineludible de incertidumbre que limita nuestra comprensi\u00f3n de los sucesos de peque\u00f1a escala, hall\u00f3 que est\u00e1 definida nada menos que por h, el cuanto de acci\u00f3n de Planck.<\/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%3AANd9GcT3yagECvJvbsLnyCfy1a6kMU8Y18GyduR_0Q&amp;usqp=CAU\" alt=\"Los faraones del antiguo Egipto eran alien\u00edgenas! (Evidencias ...\" \/><img decoding=\"async\" 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\" alt=\"Habr\u00e1n logrado los extraterrestres construir aceleradores usando ...\" \/><\/p>\n<p style=\"text-align: justify;\">Ellos podr\u00edan haber creado Aceleradores aprovechando el giro de los horizontes de sucesos de A,N.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La indeterminaci\u00f3n cu\u00e1ntica no depende del aparato experimental empleado para investigar el mundo subat\u00f3mico, Se trata, en la medida de nuestro conocimiento, de una limitaci\u00f3n absoluta, que los m\u00e1s destacados sabios de una Civilizaci\u00f3n extraterrestre avanzada compartir\u00edan con los m\u00e1s humildes f\u00edsicos de la Tierra. En la f\u00edsica at\u00f3mica cl\u00e1sica se supon\u00eda que se pod\u00eda, en principio, medir las situaciones y trayectorias precisas de miles de millones de part\u00edculas \u2013 digamos, <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>- y a partir de los datos resultantes hacer predicciones exactas de d\u00f3nde estar\u00edan los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en determinado tiempo futuro. Heisenberg demostr\u00f3 que tal supuesto era falso, que nunca podemos saberlo todo sobre la conducta de siquiera una sola part\u00edcula, mucho menos de una gran cantidad de ellas, y, por lo tanto, nunca podemos hacer predicciones sobre el futuro que sean completamente exactas en todos los detalles. Esto marc\u00f3 un cambio fundamental en la visi\u00f3n del mundo de la f\u00edsica. Revelaba que no s\u00f3lo la materia y la energ\u00eda sino tambi\u00e9n los conocimientos est\u00e1n cuantizados.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Mundo Subat\u00f3mico En Una Animaci\u00f3n Futurista Metrajes - V\u00eddeo de ...\" \/><img decoding=\"async\" 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\" alt=\"Existe una dimensi\u00f3n para observar nuestro multiverso | M\u00e1tame Ya\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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sJHHJdgsFIGa1t\/lS457DKGhvFcXuuVPKNrdfe9XyeTqoaJLDu2V0mLYjS5P41Dm2tFeK9yunxcmYEk6e\/SuTI5dMvFR7R6Bgf2ryqqlluQoW3Q2Fr15T\/p+7TOr1o1tHMHxRO8rSkm7tmI9+gr1cOoqNWceSEW7LzDeKJTv8id6o8MJdohtbTLBOOySKAXYZextY9654+JjTugyyOqDzeIN9OY2xJN9LUmfFGTpdGxWlbFsU0rKXaNkUr5DYgH0XvUFHDF0Xjyop4XljdZUdgUIO\/4V1J+PVCcZsJ4l41LjCgd2IS5Hud9qdR8aP5QL1V2Dw3DCwFr3P50ks2GJTjJ7IPwErmujiy5iQCbe\/ajHPhYslJFazgDQtp61dZ8aB6cn2LS4wbFSRTevB6B6TRc4PisH1arHlOYDMD5tdDf8ak0rbvQVyPo7BrZFH7o\/SuNnWjwj9q8rPiy4aylbKR9tDqGH6UU+KsZK3RxMGFuRoSPSk9VJ7Kem6LJuGqqhnYJfv29B1pfUctJDeml2IvikH+EhY\/ebb5Chxvtm5f7UQOJkZrygyD7oJUfl0p6S6Apv3BYqQswIRUAFgFFvxvvTJtAn9XtRvD21zNa\/t\/Oq45p\/mJSg10DaTW29qRunoKWiSg97UOVB4mBR94UVNg4o6nwJ4POPcszlcPGQHYbs2\/LS+xtqT0HqaPJsjknHGrZ6H4w8Dw4nCR4TDGPDrHKJL5SxNkZDc3uSbjUn7NDj8HH+OSezjl\/YhJv9Nit\/wC24\/nUpy4nRHyYyLOf9nP0SCd4wsqlUDKhcT5E8zMjscpfMA2TLZgLaEA1LH5MZS4nRGSfRw0qtGhkQrLCfLzALZSdllQ3MT+9wfss1dypAlYJMWxQkopA622q6UqutCNrolDPmyrGpaRjoEBYkdlRdSaopQUP1J1Jy\/Q7B8NiORB8WYI6lJAuZfrWceRiDch7fKhHyHbthUN6RRYviDxMFxGEtfbMjRE+q3Fm+VdS8uNbSZCWCV6YNeJYN9GV0J02vqdtqb1fGyaehHHND9Sx4TwSGZyqSjMBe3wsPka0\/GxpcoyJz8xwX1x0IcS8MSRsQLNbsb\/hUpeLkf1LZXF5eKZBMWyIEWJLjdvtfOnXkyxLjx2K\/HU5cuTKrEMWBLEZrjy23He9c88kp9lowUejUUK9SK0FH3NJsdSOLKtpDmNwQEv871ZcVqyT5P2G4cTCliqOT1LbD961FSxe1sm45X3od4NLHiOass8cAjUuoItnJvoD12\/OvN8ryZxlUY9nXhwJxuwkCYaVBZXBtYkEkbb2\/CpyxZl9T6Bzj0TZ8RKi4eScBIlJUPZbBRtm6n0qSUYvlxHe+mVBfK1viB9ddOtNLC30ZTNRcR5YkyW84ytexsP3b7Gqxwwr6hJSbYJOK5dF1N97m\/y9ankwK79i0J+x3eG8DYxlb\/1iQvItjEczHKdcrMDp8ga86Xl4k+jo9O1ZwPEsA+GlaKSwdDYjUjuDfqCLG\/rXpYZqaU0SlrQpLcgk2N9RbT\/gq1Nu0JYLBtZ0uPtrvp9odaO12hUkz6q4ebxIf3R+lcrLni\/jbwvklQl7Qqo8zm1gTfLfqdT0qGRyb4x7OvDGP5pHKPIi+XDjMbkFzraw6L09zTx8aSVyYJZo3URFofieTMxW24Njc6AEaDrvaq8Xx1oTlG9g8TibgZVC0o0pAsViHIUkEC1l0NjbsetGUidUB\/iNve9\/woKZmgbOvRST+H5UOVmaNLi212A7Wtei6Zk2gDTkn\/lqKdCvZAyEC9azHv8A4dC4PAYeIWzctXb1eQZ2J+Zt7AU819NHhZ8spZX8IIOMLYm+t9qMUoxo5pQlKVhovEC2IP67Vw54SlO09HdgUVCn2OYDjSN1sb1yyx\/UiscjgrPEvFBOC4jiFh8gDmwFiDHKqyZGUgqyWa2Ugg2r1ovWzvhLnFNGYPk4kO5b6OsSh5lszRZSwW8O5DkkARMbG+jACwr6rqjVsw4\/NGVhQwQH7KvZ5PWdxrIfT4R0ApFON7OqHiZJx5qqK6LhSsfLoexAP6U6nH2D+CyP4\/csMDBiYBZHR4m3iLB4m6+eI6X9RZh0IozaFh4WWS9v3AcVwyBRPAGVQwV0LZmgkNyozbtG1jlc\/dYHUXLKXx2ck8bTaYti+LSzALI5OU3zaZr\/AMQF9qpLPkapshj8bHB3FDmGxOIhyZZcwcXALBx7G+x9Kti8jNH8rFnhxS7RbHiFwBiIBbo6MLd9j\/WupeTy\/PH9iDwOH5JApcBHIM8Dq19cp0b2ymk4Ysm4fsWXqR\/OI\/QJInjeSPyE3sQQrAdP9q58njTek6YY5ot12E4pxVS6uscatl8yoLJcH7p02ttU8UZYFUvqM1HJ+guvECdbAG1rdh2A7VVTvpUDhS7NmQE3yqdfS1vQGmi0hZRdFzh\/EhhEeQdGzXUFR2A96rOalSmlxI+jq4vYri\/EkjkBXACsz3CKG82huw6VwzwYpTtHRByUeLBYeWN9LljuToL33y9hXbixYm+KIyc+2UXFm5cjLbY6dK5fIjHHNxR04vqjYjg8WUlRxrkdXsdjlYG35VxzXNNHTCouzv08RSvaVXPnmIXzW1JGmvqRXFHwm4qK7OmWeMVyfRUeIMZJPiXLC5Qco9dYhlLEivT8Lxp404fBx5csJJSj7lBLL0K5bi40Iv2I9KeTXTQsV8Mc4PMTJGGOmYaHXr+RpObqguKPqnAD6tP4R+lcrKnhn7acQVxiwktlEYYAnSxJ2\/PejH9Au6pnCJjnUWDMBtYbfj1ot+1jRdAWxLlSuYgMbkagEikuUVV6N9Ld1snBgmYZmOVRuTtU3L2Q9Nk3xQWwRmsBa97nXooOiihxb7GuhJ5wNRrfqdT73p6EuiPMO5uO1D7GtgGemFIM9FIBBjRMezniKzYbDzZgA0CbH7SKEdfkwNXpNJnh5IuOWSEBMDfze1DiHa9h3CYQEXaQC4v9okj2ANr+tZ4k0JKckOYKJVtlbMSfYXvtrqD8qjLGrNKc+P6Hl3jviIm4hiJFNxmCD\/xosZ\/NTRPY8ePHGkCxspjwuHjH\/wDXNiX9fO8MK+yiORv\/ADGsVGvCnDExUuSSyIqZme1z0AAGmp1\/CsJJl5L4PhN5UlfkrYFigLDuwAO22tHkwdlJ4hwUcOSTDyrJHJezBSrBltmVwTv1vfXWtyZkG8LYzmyLDJZlxA5DAjq\/+G1+hWQRt\/lqqnrY1FMFVjYMFb7rHr2uN6NWzWFyotvNmNtRZlynTTXfrtVbjFJp2SqT7QZMZax+IBr5Tcg+hAI0p45KdiyhaobkmhFjNIwDC+ZUJsRsgFx2tqaM5w43O0\/YGNTWl0QfxPGoypEkif8AfMsj++ZWRR8gKn+JlHXK0P6Se6ok3FsDIl8rwSAHQXkjb0Uk5lPvcdNN6ovJxvsR4p+xAIGXOtspUlT8GoIH2r366Cme48oCrWpCssLAX6XIzbqSNwGtYmueRRUDTEMoym2W9zpv6X\/CjGfHsLin0Qaa49O2x\/HrW5X0DjXYY4CQAH4djoe+oOm1Vjgmly6EeSPQriYidSxJ9daScLdt7GjL4Qm0Vc7jssmWk0bIsSAkMvnNtwzEEfMAD8aKTSVMZ01TDwswB1uzXudSTffWurHKUU99nPNJ0q6FmiLaHMxAy3JJCr0A9NdqhJ\/JRUP8MidZUI7jewNgehNI6oN2z6mwS2jQfuj9KgOeEftbj5uKEgKj6kN5tCdSLL3IttRStMzdHniYlhs1j6C+lScUyqk\/Yc4XCL3bZRfXbTfShJvoC3szifEWd7lI7ZcqrYBRcWDlVOrb+1BQSXY1lQTaqChVsovY3O2u3fTrSmF5HuaKQLBsaZAI0TG6JjofDnHVjUwTXMRJZTr9W5Fjp906X9RfvTKVdnNnw8\/qXZdpOLi7nISNV1GW+pBG+lFtMh6bXaOT8QYmT6TNd2vnINiQNNLWB26UjOuMVXRaeGuKy4eLEMeYC8Q5bkHKCCBmGbc3kS1ts16yFniUmr6ObNEsXPHnLRYN7afRuXfpminmBF+9ih\/zigZF3g+FSR8MeUK2eXzCw8wiUCzexux9rUBH2dDwrgk4jMiTcxuWEKLyeWQRlyX+IZbjXc5axjjsRwpuRLAFdpYpgwWxJK3KZlA3FiNaxgXheB1xuGRgVZJ42YEEFRGwkYkdLKpNNY\/sPPj8S1xNPCLG\/LxRTEOt9xZ0kMZG1jlI7VrRgUnEVUrz8HAVYGzRM6XA3KNG7Rm2xAGnpTcgAmTCm1vpEd9j9ViFI6gf4JG\/rTWahbxOFVMOkb50KPNmylCWeV4zdSTaywou\/Q0k3YKo5+kCZWMdLFE0MEUscqESJmaFmGa\/MdL8tviBKXuuovXVinKEbT\/sSe5cWv7ja8VWWIxZ2jNgAjG8RIN9CfhJPfvvVVOE18P\/AAJ6bTsrnwrXIN1Pr\/WpSg0yqkmCfCm4Pfttvb+VToayDXUWJ\/KjyfVitL4NQMl\/NmAA6AHXpvWsFMb4dh1P1jaqDoNs7Dp\/CNzRST9xkmtsNMTpsTqSR8RJPUj+VUcGti8rMjm86AHKx08+XLcnQ+b4Vta9\/Wpyk0vc3ElOSpKGZbjykI2lu4K6EW9\/lUXMZRD8GS02qpKWsqEs6FHJUiQAfER2OmpqfKxqo+osD\/hprfyjX5Uxj55\/aZJG2I8gsqrZQNRa97g31FyfwoUUTOKjVLnMzCw0sL3PbUiwrS10ZU+wzzAQkC\/mKg9LWLHTv8IqdbD0iEpuoo+5hWUa+a9\/z\/OiBoi7be1qwALUTMjRAaogN0TGGsaycMzJ8LFfYkVqMOScSLi0oZ7ADMr5GIGwbQq1tr2vbrtYUChebFXXIqhEvmsCSWYCwLMd7XNhoBc6akkhF6xi54RlmibCMQrF+bAzEKvNICvEzHQCRVSxJsGjS9gSRjHTYfjQwzRcyaVAsCRNFGVzJIiBWEscg8pDAg+1YnRb8EbhU6h7xwT5mJLOUGmzlFKo1z0036UA7HYPEWHEKzZg72IMK4hERChIz2kbNY+9ttNazBTKTiMaYebE4l5bSSsscZXzNHHPG2abQXBdY3RbC+VmbS6k4ojmhFgdSJGsLbLJp6nTTWw+dE1jWDeAgxwPmLh2swewZI2IIDLboVOvwkjXoVJp6MU8Mxy5L+Vje3Y\/e\/lTRlKqb0bQXE4Rpo40RbyRCQ2uLtGWz5VB1ZlZpWIF9GP3TSPYXFopRA3\/AA0eLFLXw\/wxZJMsiOwsWJVkUKoHxOWICre2t+w1Jo8JAsJjAod1W4UEhAxBbJc5ASmhOW21OoV2ZS+ADxXvYD2FZwMmO4fFBAFduYuS+UKwMbfcBaw\/C4q8MvH6ZbRNxb60NsBywVby9wBudg3Y+59r1VKNWnoTp7KyfMSu1gMoNlA33Y9d9zUnBjJhYsFaxlPl3Cgm7D3+yvr+FSaKxXuMGYyssca3Y+VbC3sqjoN9fUk0eSM38jnEeD4jDx55I48o0ZlZZLXOgfKTlPSk57EUovopTNfW5va40+12309631d2NoHzTv1PXc0OTfZqLDh0hzx3cWL\/AA21Fj1GwGvfpStmqz6r4f8A4Sfwj9KQY+ZPHcLR4jI+6qO2x1Hw6bfrSlUc2ovtqaPGwXQxbMpXra407f7E0j0FbFNSCbE23PaiwJEWa\/8Aua1GIg1jEHWiCiFqIDLUTUZasCjLVrCZWsxlq1gNWrWGjdqxqNgVrNRcJxcSKqYqLnhRlWQNy51UWsoksQ6i2gdWtsCBQs1GmhwN\/jxajsYoWP8Aq5ov+FGzbLDA47CQjPDCxlBsJcQOcENhZliQBA1zpmz2opJ9iSbXSshPiY3Ewme8knm5nLe\/NQk3fUgjVlJFiM5Jva1M4pe4Izk30CwGIfDRSRSYUPzgArEZrno0bi4Y2fTKf100ZVFqu\/8ABnC5J30QwGBMKFpfq5CrKqtowzgoZGTdQFLWvqSQRoL0qKVaErgGw003o1fYegoDtIoS4YvZT8PmzaEHpY9elHoDdnft4fXLhjK+Hd8SqNG08DB5mkCWyZGQv8a\/FmOu+tqF0KC8Y+FZ8PhwxtGOZYRxwmGGQiNnva5JcKjG5JvYgW6tGRjhA5JBIGwGlgNOpA60\/JgpD0WMQKFIsR17E72t00WqJwYr5ISxBJGYDQm1+mg2\/OtJXsClumZw4OLsu2zZtFI7Hv8ALWpRlKLtFOKkiwJVVzxjORuW1yH0U7jsT+FWbtcoft8CpKOmCxjEIoaOxkGfmsSxb0S2i9rb+1NKNRVqr9\/+9ElK5ad\/oBwEpWS4I+FtdreUn+VTWP2HlK0MfT3ZXUNfNGQQSdb6a27b0FjcuhXUSgDm9SunRWtDCqbXp+DqxL3RY8FntMhvY5gNtTqNt6Wt7DZ9Y4JbRoP3R+lSHPmbxvhGXELzPLeNbX7Dy9O1qCjZSzmCw7a96WmnphbTXRuJiCCDqNqzd9mX6BnJN2G5Gtut6XQdigX5fKqUKyOWgayJFqxjKxjClYxsJ6VjGglYxorWMzeUetYGjLD1rBokcu4FBWbRrNTUCyQjJo0YKIu\/9a2kEueE4iymMSMitmDAZAbXjYEF9GYtGp1YWEYAOuVl5I3BvoLisdYPz0ilujomqMxLoq80SLnC5ABlF9bk7ljTCUU8OJKAiMsmYWazEZh2IG496zVj2kaWMkZ\/X53qihSsRzt0Rihub9q1WGhjAv5wpNswkjF9gZY3QEnoMzi596DDZ7umFw03DOH81DJJDhYlCMh0fkxqSM6MoINtbH57FG72xBX9pePjkwWFAdbwTxzurBwOXHDKCpZlF7llX\/NaqY48mBujxUYAcnOJVLWuU1uR79TVnHRFZHyqgWEikDCQHllTcE2\/IdaRS4tNFnj5Kn0Nw4dS1xeQ3LG9go7+WmXJuzVCOjJpAxAZslr6tewtsABtR+n3A5S9hKDGZWzfLTY9wR1FLHJxZnG0NzXZAEYmO+YLfQN1Fu9dTbnCk9EaUZXWyudetc7TK6YNydCCR00NqV37B0B5dJQ1hVc2tTcnVC0rsawDWkU3+0p9rMK3QOz6z4ViQ0MbX3Qb77VAc8D\/AGpSmSSOURhAYwCBa1yTqPfWhyodI4oBOXqvmPW\/5Wpk40K4ysVtSodm1Yis4gskZb70tUGzY7kaUVQDDMp0tbpa\/wDWs0NyBiMetHYNG+WO9CzUbGml6UPQTDxljsDR\/sFKyOUdbVr\/AEBS+SeRTbX9aHJ\/AaXyRaNCfi+VqPJ\/BuK+QkKxKdSSPYX+VLLk+h4OMXs3OYb3UMR6\/wC1Zc62aXC7RAYm2ygU3F+7F5r2RBp2On6UXjQObZtUXISS2e+3S1USjX6iPlYUuzAXLNbbrR5NmpG48MWDMNl31AP4dapDFKUXJexOU0mkFghULq1ha9NjUWtsMrvRCVlGxoTUfY0ZP3AFS17KT6W3qde4zLOCWQgc5VcAWuzyI1tgGKMM1h3BPrSh4MBiCgXLYKtwSq3UEj4SzMSzWvpc2HQCmdvbMoxXRH6cVFlVVG22v403J1QNLoU5p3OtLHXRm7N\/SvYGm5L4EaIviM29ZsAAvShHcJOqsF1KsNfRuhFdGCfGVPpk5RbQXFR3N7W11q0427JxdAZIwddPapOKKJkYYGc5VGppNvSC3W2AZCDruKRoKY5w5c0ka6fGLnuLii3o1bPrPhyjlJp9gfpXOOeIftnljGKCADSMbbAG9rWpWh4ySPM3\/Ch9gt\/JDSmQGzGansWiSs2X4dO9qXg+xlP2G+Ayf+qw4\/78X\/2LT4o\/+SP3X8kvIl\/4Z\/Z\/wej+IInaXDhsscxxrCFwqseSIzqRsfNl0PpXp5lJyjeny19jwvGlFQnW48Fav3s5f+63MR5DPaRjiHVMmjiCQq5LA2Qk9PWuP8O2nJy3v2+D0vxqjJRUdLim765LX3Cf3PRVD8+5th2ZeWfKuJbIDe9jY3\/09Lim\/DRir5fHt86AvOlKXHh\/urf+1WQPgzzWaXKM+Iucl7RYY2LgA6kkrp60Pw+9v5\/ZG\/HatRvUff3l0guE8HfWSL9IyqqwOrCM3ZcQSBdb+UjL\/wDlMvGttcta9vkD89qKaht8k1fXE0PDkhjOG5wyf2gYiMg+IQg8297\/AA6Zdr9a3oyrhf8Aqr\/HYH5UOXq8d+nff69fv7llxHgYaPC4dZBy0ixJaQxm+WORb2S973039apPGmowT0lLf2I4s8ovJkcdtw1fynWylHg9FeXmYkJEiwsJMlyRiCQmZc3kAINzf\/aC8VJvlLSrf3Oj8c3GPGFyd6v\/AG9\/cpcBwtHnaNp40jXOTKbZSqdUFxmLaWF+vpUoY051evk6suaUcakott1r7\/P2Or\/sRocJjoUYSZhhHQ2ykq8t9QTodDXUvH4wnFbvj\/Jwx8r1s+GVVXNf4HOB8DaThjwOBmecEWsdnjJ\/IGrQ8d+i4P5IeVn9Py1kXsv\/ANIeNOGLPM7hsoiwYlAC3zedwBvpS+VjU5N\/EbD4Gd4oKNXynX+EIYfwUObKhnKiKWOMHl3zcxVbYNpq1u1RXiLk05dNLr5Oh\/1GShGSh2m+\/guvC\/BTGxkZhf6+IKEOojJXPmvpci9uxq3j4eL5N\/K\/Yj53lPJHgo\/7Xd\/Oyj\/uqFg5rzAOIklZAugRzYWa+p+VQ9FRx8r3SdfozsXlOWf0+OuTjd+6\/QtfCU6R4aRoyGaOXmSiwJeLIQBqDZQbnT7p71bxZVjbXae\/sc\/n4lLPGM3pqov4lf8A39wMfh3DvDzE8peOaZRa4AjYDL\/8gKn+H5K0+03+wz8145cHG6cVfza7NcfwXMgjmWUBo8LhbxlSBaUlAxk2Gt+n2T3psuJSipX0o6+4vi+U8c5Y+OnKe\/tuqN8O8PRLPAxxCTxmRoyOXdWkVM2QakFbZjfoVHfRseCEZxd2vt7i5\/OyzxyjxcXV97Sv+2wGA4IWlleHFZM8smHiPKvduXnddf8ADAsVDDXQ23rRhcm1L3pa\/wC0DJ5NQjGcLpKT3+tL7\/JXYXwojQJK2JEZbDnEFTEzZURgHNwdbAjTc1OOBOKk5Vq+is\/NkpuKhe67930MYjw5LFFioFnBXnYZbFB5zKyZWLXuli2w3tTywyipRT91\/knHyozlDI47qXv1V2Cl8CjmRqmIDKWlSRjGVKGEEtZc3mBsQP50r8Xap\/8AUFf1D6W3Deq33ZU8d4QkLIEkzq8SSo2UqSr3tdTsfKaE8EY9M6MOd5E7VNNp\/dFK6kVztUdKZmehYSyEuYK3XY\/KuvlaTJNUwINzvSLbo3SI2KsSG20uKDjxkG7WzRj65r3ocV8h5Fn4fU85Mq3NxewB0Oh3rNIVyo+qcGto1H7o\/SuRlj5+\/ali8PiMTzoJFaPLlup0NidR6aWoWOl8nAytm1Nz0oLRSX1dmlhv1o8hOJn0f96tyNxLoY5hGEBS1uwqqzaon6Lu7FuGEnFQOxUBZoiToAAJFJJ+VbHNc4t\/K\/kHkQk8U1+j\/g9AxeMiWWFTPHIWxxnFnBEcZjZbFthqdvU9q9GWSCklyT+q\/sjwoYMsoSfBqoV127QpHib4YhcSsap9MzqpjLuzys0QUMpupDHa29J6kXj\/ADUlyvq+9FngmsyuFt8K7pUt9NdfqD4xix9HmySJn+j4EKMwJzRyOWAHcXFTzTh6cqftH\/DK+Phn60LTrlk9vlL+R\/FcXjOLQJKgDYWWzFlyrNM2YZjsPhG9Vlmh6qprp\/uyEPGyrx5covUo696jrX7kcFMDJMpxAlfLgwWLJqySM0ipkABUX7ddaEJx5SXK39Px8+w0sU+EGoUvr1v3Wru+xmYJHJmeRAG4hzhqPhMATX0v1p5tQkm33O\/8CRxznCkn\/wDHX9+V19wcs0WeNOfEbxYuO4cFQ0silbnppepvJBSjG1tS99bY8cWRwlLi9PG6rdJO6+xBBEcSSMTGQIoYZI2K8qWMAh9ToSLm1v5msskXkdSWkk0+mvf9hnimsKuD25NNdp+1r2soeBcOwi4pyGSyiQw8wjIGv9WTm3sLnXt3rk8eUXml1W6vq\/Y9Dy4zXjx7tuPKu696LzjmKheLE\/WoxePCi4YXYpISbW97ntXR5Ob6J8Wm6j\/Ozj8Lx2suK4tK8l66VaJeGeKYeGCMFlB5r7sLj6snMQTsbW9yK3iZ+OOPJ+7\/AIKf1DxfUyz4L\/Qq+\/Jf8Go+JQNpzYlLYFBdmAAIJJQnoRfbf0oxmprbW4L9ycscsbtRbSyt6Xt7B\/7Xi5031sdvpOHsc62K5UzMNdQNdarzjzk7\/wBUf4Rz+nk9LGuL1Ca6+WyPDOJxFSxniGWXFgguATndihA6i1taOOUau13L\/LFzwyXXF7WP2+ErKbFcQi+gl+bHd8FBhwgYGTmoxzgpuBrvUm4+ld\/6Uv1tHSoz\/E1T1OUr9qf6i\/ghIVyT89I5EkZZlkcKGgKk+VSNdcv+k1vGjFVJOn7\/AGD\/AFCeSV4+Laa1S\/1FrwvFQmBSssaqIMbGELBX+slVowFP7q\/mKvCuGn7S\/nRy5Y5PUaadtwd+2lv\/ACQxZh+jEPLHZ8PgISocZxy5SZLgaiysfwNBxXDb9or9nsMHP1fpT1Kb61taG8djoY3ww5sOSPGGwjK5Y4jCypcDbfU7a700pRTjtaf\/AAShjnKM9O3H393ewHCGijazTw\/UYyWdjnFmSWFspT7xu4Bt1BpMaSfa1Jv90UzcprUX9UElr3T9\/wBhQ4iNcKql0zf2ZPHbML5mKkJa\/wAR7UikuFX\/AKWVljl6rdf\/AGRf9vkb4rxSHNiG5qEc\/BMLMDdUaMuQBvaxvbtVMk43LfvH\/ghiwzqCp9T\/AM3QDJhIsZzeehlxDYi5EitGqODyyxA8pOg1PelrHHJyvbv7D3mng4cXUePtu12ct4uccyBEZX5OEhhcocy50zFgG6jzCo5U21W6SR3eJ1KUtXJtX8M55pq53L5OujUK5mC9zU5SpDVR6pwPBYSGMK6h2tc3rj9TJK0iUleyr8X8Ngy8yHTuKr42WV8ZBSONDV6S6FIhAetqCSYbGOFyvHMhRiLsoJHa4pJRA6fZ9ZcPN4kO91H6VzFj5Ce+UaW0v73J1Hp+PWglZVuiCyCjQtkudas0awbS0OJrNF63E1skJK1GsIkttqdCsl9IPeg1YyZiTGgoobkyJc0tINkoMQyG4oxfF2K9jOLxzPbUmnlKWTsVRUOhUuaV46GUyfONqHAbkyHMJrcQWFM1h601IFsCZSaNIVtj+Ewiuty1jVoYlJCuTQniIiptSShxZk7B5za1a9UD37JoBTKjOw0UGuu1U4fAjkzMxBoq12K9hPpJO\/SinfYKoe4JhkxEmQuEHc7VzZ83pK0i2PHz0bkwarKUBDWO9VxS9SNksi4Oh\/8AsG6mQEe16n6qjKgO2ir4phEVVKm7HcW21\/Ossjk2mhuNIVSEML9etdMIJiOTROZsiHauybWPHoivqlso3ryZHciWHcqwPY0j2F7Okgx5YFr0ceLRJ2ieOnYRDW4arvwnjishKGTlJxKWVDoR1pmn0iuvcBn\/ABpHphQ5w3zSoCbDMP1rc9G4n1hgsSqxoCwuEXci+wrnHPknEtr0+EbDL07fz60E6KtWKkUW7MkkjKYQJEgNZGolLGBtWZgYrGJpvWRmYVrGCxJrWSbYdILNCVNPPHxewKSfRELek4phsLEgq0Iq9CSbJ4u2nlsaeaS9icLFGqLoqhhIwRcbVKUk3opGOtgHWmqhQRFCzUbjxJWmjKgNHWeAcAmJmvLbKO9dnjx57Z5f9QzyxRqJ6jxDw9hJIWUKoNtNt62XE\/g8nD5c07bPC+JwCKVkGwOntXNdaPpMcucUwayHoaZSGcRzCYlTowvXViyRaqSISg10ZPh7fDsaWcePXQU77ARQ2NwSDUuCl2MpNDkWGI1vR\/L0K3y7GhjHUWBNqi6YVEGJwVOlz3oVsetFcXINVTaehWgE7E1pyk+wxoUkFSaKWCNJVDWMxyEIfWqxdRFfZI41mUKdhVJ+ROcVF9ISOKMZWTacgC3SkWWSdjOKYs1ybmlbcnbDVdDvCZ8kqH94evUUoT1\/iHHpWkYo\/l0C2A2UBQdR1tepDpHirHWgOZasYG9xTchBjBQl2yirYsTyOkTyZFBWzq4PB7Mtzv6mxr1I\/wBM1tnlz\/qaTpHPcV4W0LWNcPleLLCd\/j+Qsq0JiI1xcjq4smEJrWagkYAOtUjJIVxH4MNmGa+m1NNNqwxpOhyXhtgDXN6lluAjEeXICdQN66fEyxhNOXRz54NxpEuOY5ZWGRbe1dfneTjyVwOfxcM4XyYgBXnW2dnRZQWMZHWp00yiaaK2SM3qr2SojLShYrIKKFZZ8C4s0BNutdWDM8ZyeR46y9nR\/wB8GCmxN66JeSmji\/AbOOxeILuWPWuGTtnq44cY0YhNZMahiM1RSoVxGo5Tt0q0J2TlGiEhsaEnTBVk\/pbWouWheOxv6YOVbKM3frXN6bu7LWqorhMadxQlkNd6MWBkhETVWtCWAZKVpDWDEN6SrHuicqW0oyVGTIKtTSHskTWMQeiANgk869sy39rihVgs9kXiSxDlrh4iBsXAZiDqCW671FlVs8SvQHJqtBsxt26GsBln4fcI2btrXq\/0+cYytnB5cHJUjpBx8iva\/GRs8r8GVHiPHiRQetcf9QyxnA6\/CxPGznY8Ua+daPZUxqKcGtQ3JBJHBpTOjcEuWmbdUBJWPR4243pYwQ3JiztesB7MjsTamSbdGtUHxeGygG247V1PE4xtoippukJxz22qLHWiTG9LVBsAyVmjWDaGhRja4amQKJnBmizJE48Ee1KrG4jAwXpVFCxWzX0c1RQEbJrHVIom2SkAtrTyQli2apNMNhlmXLqNam0wgDamSYDTxnextQqgWiEchG1UT0CjYHeldsKN5OtZRa2GzZg8ua49utK5bNyFs9G9DmXoAskbWv29R3toOtbRgvDULyKvcj9bUtmo+meEeE4EhjWSNM4QBtb6271IpZ\/\/2Q==\" alt=\"Bienvenidos al Mundo Subat\u00f3mico by Hardwell Adrian on Prezi Next\" \/><img decoding=\"async\" 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\" alt=\"Mundo Subat\u00f3mico En Una Animaci\u00f3n Futurista Metrajes - V\u00eddeo de ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuanto m\u00e1s minuciosamente examinaban los f\u00edsicos el mundo subat\u00f3mico, tanto mayor parec\u00eda la indeterminaci\u00f3n. Cuando un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> choca con un \u00e1tomo, haciendo saltar un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> a una \u00f3rbita m\u00e1s elevada, el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> se mueve de la \u00f3rbita inferior a la superior instant\u00e1neamente, sin tener que atravesar el espacio intermedio. \u00bfPor d\u00f3nde realiz\u00f3 el viaje el electr\u00f3n? Ese famoso \u201c<a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a>\u201d trae de cabeza a m\u00e1s de un f\u00edsico tratando de desvelar el misterio que, de ser al fin descubierto, podr\u00eda suponer otro enorme avance para la humanidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/2a\/Coulomb-Barriere_%28es%29.png\/300px-Coulomb-Barriere_%28es%29.png\" alt=\"Resultado de imagen de los protones pueden superar la Barrera de Coulomb\" \/><img decoding=\"async\" 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C5Sn9\/Y4ct0C4NLEvfgXMYdPJUoPdcliT\/5Ho0gu5d56Sp4PYWuDuCwbleCKeiD1oAmjl5Qd0oF4xojqPg4C5ENE0Jmjm4DkprKnCnobdx2IA7A8St4lT95sXmIeC2D4diEeuuhR2jedgni4AMJmE25KTnZ1ke1FiLKEzWqjmPuj4qblwEeG1\/FE1aJErlHhwAms+z7ngAkXWWjdMkg0QnHmf2AuNTvsbI\/elLs+np1WJMnvY7cpnfbET6S1ZU8THnjKma4hIXnIc4K1ZkTeEpphMyCuQhAI0RiLsSAwi8Z9QkXgiKYBAmN+iAHN16hvlOYn7aqszWfQaRNYeUGvqHiRNk1XBcwYyJU55ls1mGZZhicI+hmiuUdCvQtInJaWOwYJhK4aIQachwcRk4TTJ7jp3LjNP7pZlW0hXDDWjM9xF0owCd9B1dR3nX82EThitceA7ay0FbCFpzFqoE3SlAh2gXxUTPmqd+\/oGEmxwdpPhUNGoKYiyVIYh3IJd6VqDJBNd2UrVXrjMUc9zhQyVDOG5HxMuIGNsIugsikA7NGmgXnkMx4SegZ+V6n0uHrTfS7IRac3\/uB6jTrWEy7ArSyys7QO3hMOtRTUR+lkjLxsKJPxwxPk+SSCN8OsnCEIVeG8GtnDhTAD3JOT0czSe5A1QvOxl7P+EoSUxP+E1jgL4Hl69YGH5x3P4n9+0MzliQX7cH7eJ2w8J1LsKy5BYalsYMeb0pF1kzuF0B76S2icbFoBC71viiOYd5fLsDbf1cY1vWMw4lDqj3LPNkRfSoe9Tdk5zHGKf\/DLp0OGoe2K1qQ+4j75H3hRBfnlQfl3p\/worCceud04Bmz7ZQzkgv9MBFfMeASWuyPhAcsYcm\/Mbu5lUHuuFML10sO0rK\/ED5yH1gxMR2Jz0EB2bKOZNnA43lo9kOX3RKPw367shVwiXua8WjKVySxh76GjNdzpuEj1w\/ypEZ4XLOSGcyhIcX9zpjT4iMruYQheJ8O9IZLl1oEPdFTCapxN6KprZ6QdDn7Lit02RbxM10yMxwHWjcEb0hUSa6ansQc\/dQSGddplPB6YzbMqZrj2O1aXrDRmvaIR0aGL4HpmTATFdpLi3iJYZimL1IIfGyyTNZ825azA4vB7pYznAHGZOdYBhrA105ENEKxgzyQsgbWV8WgZQJJ2amc8qIMUVW25h8KMum3IkjhijPXRMhxVt1Ji5fSnFIu4Tgb8i8jeBAUCIuBvp4wrFNKR3V56N0ADQWBAYr21syez0dTxPWk1wa0OlyOQXQkIlNMR6XdQFrAbc3l1ocoeAA6DYEXsN06lr5Hllp15QTgYn80OnMviBo7WC56AA5i\/p2RCXotUv4gqWRKYQgOWhjYuAXowId5Zy25Hh0JweNhiyemySKjZUshvULTsv9SBgkmNbwcqDPJy2kdmXPdDoQCHrs8ZCqHBTVAu3Mx6CirIULNRD0GEFbcFY3Z9OWA6gghZScXvW5O2264Bi6Pq76iFcDEdOB5WPgy1ZBO\/OFc3qW6dOQvqBuYfZEmhkBKAa3R3pPIXwWjXQS50OZwM2RR5QIckZbet+WHdmMxFEIooI7pVrAVWvUI0EUBC5OCB+5OHe8TZzRKPeORjd0PNbaLZc\/C6k2jcogwqxGNszyo5pmWu1etXfJ5nDx\/+a+XS9iXm4nONa51xQWZ0IvFRs+IZ223ia+PUPJSWMMfXqwpvoffTUqXx0FbTJNTuDnDUnyL4WB\/tLokqXKJyCzddhYAGLAWAJulLjhP00M5tS+4KDLc5GQiBtHSFPiBbXvN52t0gjz8ttefNaOzaZaIAZxVlQgTSv0umB4QzVSSr17eFGjWwqUccHxGlOARipSEdEGHU0rzL296gFywWNF095\/\/PUD0C\/vVW0DG08znk7o7Nz9f4RfWYH2pUCbTNlWR2mCDgJvLHYMGVMqyMovb69vcrp9+ysv2a0Up7nr07B5CoLChdzaqSU00TZxU0nDlJzmltzHrH3EoHwGCfWAQkqWs\/0e7paLVHkjQlM\/vn1zc32V0+3Nm6tfWAVbkfxmTP9EsxMuL\/CTqVyDJoi14iSg0aSNoDvrCA4rvj\/x96b5fB5kpY53izmAe2+\/t+2xLFOpMGsfEPLLF98gvXh5dX375i1XlTrshiLIIKQ0PWab4pWGm6s6axOyLE3\/hHw1KI74ESsRwxTyjMnjQOZbaJUd2I1TAiU2T0p79+r26gog\/wUph\/3qBVe1CncD\/RcDo+CtP4WHt8EtsosctBrmSRglfT9NvbFRrKN9KGRTPYK4JpT8+DiOkA9MXqn+9Ob66sULgPwtEsB+8QJQXym48bVaaw5nl6jxkE7SA4JaA91cqPlGtgB6lsWdjqtgEtl4MOhcsusoi+251TrsxjFms8YG86+IGdj87bffIeWwAfW7rRYRdV5aaHtTmri7y14K0AYFfR6rrtzBEUDrnyRSuSL+ocNlYovLRe9K2uJ2TbNV26pu5+Xd2vvb2yvJ5u+++\/t\/\/vX\/v379XYkarFmtQdlY0ZCe0XG4PY0ISw0uJWY0CaMJN8OF3TXAkJn20A4D0px2R\/4DS8mM59EEAt5BvM1vFMoKdZVwmDXM7O1Ngfn19\/9N6X\/98P1rZDagvr1VtSOowSPFGaVdfcNvbuGsImjbGRCcN9RyBybD32u5uEGh0E+\/quZuUitXs430AL\/xyvLXlGLum6lUUgIhyZtrMNsS8w\/\/gaB\/+P57QA3W7PrVr0zdRb1RF1PtRGuQ891S\/oWI5XwClGoeOErEJe3ARlWs3umU\/6FW+gy3fXh1VWKWoH\/8QfJasvobbE7dNIa2cYtfBvI7Sa3L5585Zk37+IuMGj9qTN2lOuzC7G7fX8mJ+vb2CoRbYv5Rgq5QA6vf1xrbfYIFCb03oTSKmxdluJBx4fsPL26LsPHlT+\/3YO+grqcLG4XGC97fXr9ERiNmCfrnHLVk9ZvfWK21XbXe9MjoRFO6GMV3vofqc8mEH1aVDzevbouw8fr21aufVOgdvkWU7eIuUOcvoJF+RuOFDZRK8RGl+9tv\/\/HD77\/\/\/M\/\/AdD\/\/Pnnn3\/\/XbL66tUHVmvroICXpA7ShNKlHVxE1KHP6sfrN9cynsCo8QXCvvko35y6DVut+MOlMZOxtyiEOwfCfnlz9QIY\/W+6XtM17viwlv\/9t5Tvm5+Yuoe6cXT7ArMZhAtKx557+k1q9ybwsNrH2yJS3kSNN69+q1CzbWZv1JrjSwu1MvaUjC5B\/41uUwla7DZVic0R3Iy7M\/8TXWSebrDHUnN40B9vbvMQ6i9F1PiNZPYdqHHZqqVKRm8wq+zjCdBXh0E37lyDrFixjRuFJLPO0bcg3IPA8hrA55dFCFWLGm\/fvGeHUcuuFiFkyWi18HKs0Gkw3j\/++HNhyH4szDfotNh7foj6LA6abbc3Quh+2HGMB7y8BqyY+u5VHk2Aa\/3Xv\/\/9Uxk\/Xd+8PQK6YHX+3o4tjYYLlMJ6vy6t94\/SektHff3m435L+y7wVH9VbnXsIRiJadLtxZbyOa9nZlz5KNMDZPP3\/4DGPkD8lIcS129qAs52WC2F0mwIti3dwGrw0y9Aag746avbG22\/peMG\/AR2PnDTrnwJ2TTzAndg3KMByPuVdzebCGpF6f\/88MPrIoC6ecEOgy61ujHV90H\/8qZg9V5Edn3zrt5UxWreOHOl1m7vhdp0Uzvyl3R8j9wD4hIDjZjkzPc\/\/A6gf8VY+TXqNQRQH4+gLuSbr3StjGDLwJWpb26vdmLvHPNLEJ1DLZ30WucQ48bR1\/EcIJVrv766flFGUD8j6I0KorFle7A3XdXU1EKLtgVaFT8VNuK7717\/HUB\/X+SWL69vXoojLfHGEw72QFwC0l0KYw76502sfPtiCzTbZbW5a7uR00x9eXP1Uvq\/7\/7+t7\/99XXuD15e3b7aCXjOdNWPTCaA\/ua2CJXByhag0cXkCcLNNmi2A5qZRUpak27GxMc3aMFz2OgCoSnAfP3mg9hp6kgwf1kCK6Rd3YIofvf\/dmKJ\/3ydW54d0NuouYaJtLILmonfEHUZ7RQx3u2bd9iYxtv40qtWmxctqWfGJ49GKujl1fUZoLWGYbQNo6GyLVa3RrqyY7sliV9ljJfHtd8UAR5a7kbL2pCh7cbyT0FYqAZOv5Sg10iYH8h\/\/7oBDa64WXW03WA5auyqYtFY2+RXG9Ag4bdvJOwXkL9IyG9+FUJFyM2CJGy1iu+eDjQmlW9znf4HZII\/\/xN1+p+YCf4jN2S3AiDncMuONpUN6ObCVQ6Chif14fpVMcSBOdu790IospVWsyVJNtfS1AL0k1kyCXrPetcjqLcma+d4Nx0F\/qilULZ2vHRN+4X669u8KnH78ieALLhsqFUjRK2UluyppsWA8W5ov5R+GlD\/vu2nsZC301MJu52zejP4cwg0zrdg7z8CvRemYMjnvKF2TnlrwGvt6UEr\/LoIoOoRWVHHu3nfLHraqjqK\/DGkVMoR9gq0ustpIT9KYgVmaMVAKpqDJ\/gcoLV3r7Zi7w95xVYGZG+NqqftTUcBNZeq2DDiZlkb22DWuLzQaCDuCnTeUoG4hJ239Ryg3xexMsD+B1jvn6ra\/PWbX4A9FeStnqIqSuut7oDmNafUUirMatGSUbbUrtpqPQNoRf3w6rockvjXv\/7903fVKMy7VoF5lz1NKZQ56EYdtNLcOCXp4dRtRhuWP2xCM1wfu9hYyerPzbM+G7SivihRf1uvnNzcGAV7uBc1OUIOA16xGtmD4l3TaWZYNbuX41YqjZaMtsZ0piFo6kKLubIYT8vpIlvgL282NbK\/FDWym+v3BaMNntBIgqYzxShYbWj5UE7dkBm7TglhcwSt5KANw1rOEW4JWj7Apqx+P5mfVooU6f3Vq51q6O2r6\/es7ClPJjRWELSnlOxp5cEjr4E2tp1SaeobYM64Je0hgP4UJAsIRXLQRi41jaeMyDAxzO2Q8g6jxpcYLUPUiEXBb95jNNEqQM+yqcF5DnrT04aibsq\/Kq8wb7RfXqlKlS5ArwOXpkoNdAuV+ilBq1VswT5+86oY4sBA+eVvJXvQijWSpEVtrQa6JUEr1qoWhkrMe5YermyxHDSesD711S4dKAXo\/AE+LWi2kU6mfnx3dfPqBv67fvebipFF1VMl8YVNHQVAa3X2oPUuQaul1UOJkMQ3\/m0LtGbRSC053Ua958pTppZmXSUhWs6jRlXkCeUW6NYq4SXodgG6oXh6ZclKzM7QQzi847cqT1yAljrd52qPuk5dp\/kTGm+CE9S2kqTtgoGxEW+f8RhUseJ00VNTjkxLW8hL0DqlMWTfSkpblScGfW8W1htAG0Yy3QLdeMIki2zJt6ruRs+8DtrQhqv2uGbIcE5U1YCitgtYYKL8CYh2Drq8Vqtc1qd+w2jodLba+Ommsj9IfUkSuyWuOmqlNLkSNB9QbypdVu5cC5EsBziaCKstQccYfwDotlGFH5vgRHJasWkZnKDLV+4xxPEYpDW2iwBbqCvTlPgq9LRP1xs\/3QZlNlXbYsVjq3y6Th2PDhol6I1S52Eo7QFY3h4j6PZGUZ50lYPYrdXXqx+tnNVtCE5UtMcLiMhKiwzs0XB2UdlADbRu0IxrALrS2pYo7Vxz5krLHtuOUaRsrUbj1Jt2LkFlUFYDrW7ku4i9w64ms4Qk5WVyqSB3lKlOiqCskG4JWu3QVGyBRqtYtJU7NK7UUsunLABLAk7xXVZXqEtW7yfBRqOBr51VRRng1DjtNpTh2sjFuwKd55ZVzrZJzdsYmTz1Gh5lX6sr1MpuPp33NDdjhb3Nfb22BZo71ItLQ4aJKFZ\/D0XmebbxtGYMSewOO9ZR8zJt2i5sWbwmkSpOi9JapSeWsZbSo726y2I5amu7LogW\/2mTjYr2BlvrsKvMCQBtsmQMQeWu5LiHWj6jytgEJ5g6GtNpLThRiie4ST2LMkOr8ZSpdJ2Uw6hz5Ea9AlwUBjAClVqYz+yXT41vgTYaLt2AbhZyo22K\/VZe7N+edfmUVM3s1LR93HmtX+IuakAtxJwzJ58Qm9\/fLkIZJ3OkeZ5lrcoR55ihtXoFDUxYPgvheRaCis3MTm0fuNIuhjiKEShl42KKzVJxfvuG1WWStcmyVLYZiAdX1cwH8BrKsQmDT4Sa1yY67syHxXFFo2RQmx8cV2Ubrd4qbMvE0Wpsz78rYgLlGYbjt0lsZrhrB6go7R\/njUy2WvtDGNKl7820LIelnxfzFurdaf31Xh6TR1ltazQ3lr7yw1b7AOKD072fgUylBrvOb6VGu4s4lGm10wHejKPPtXKotHvGIchfCOZqsU4N4iHI28t1+OZFBbkJN6zKKeXVfr4PuLZw5eSSp6chVqx2Vg5SvjRrez2aVtvKN0dd+KTK0u+pSn2F0nPzWZLJygWHhwBjjHwyMdDknY3cJ6FT0nYhb1qUv\/OFbBVgqs\/iPi0AAAKESURBVLV1lkqjgnvHQrSCWLkeLX9uR\/CWbH7AjNbHJpMpeytM5dp+9Yw+FpKyQQfuOPf0e7ahttDpiyCTaQXQErByBPHeZqmmdlg\/9mzDF2DC9sjEynduwnEaxTGmKP7eRrDVItVDwEvBaeytz\/2jE6ukpLGDtpScczTlj0Zyqf3hnSD4n5HLJQnJ7sbWNieS\/9qB9fZ\/IsLdXSqwBeA\/oVjvkWma1YTaz9k95Ct9pa\/0lc4jge9mv9OsnrmY2WzJtFKOxxVL9LQv8RW2Ds2yyf7rYthWcKye9+oYwkJ\/QYcTudUr7gwKWUXPf5x+PirpS4JvU9jZGU1MtjfHPH8ejFG+ag+8coOy\/F2qXxrpY\/wMbdxWN7GIa5vEykhGF6EQnt\/lZODFIZkYpNX1vTOw4zY7ZuRM1CBgEzoJnBCOZcPeFxWY5KDdFekkbYeqnUTgyyCtSccgkWekQ5D\/aECoodCOYU\/ujjAkaDqOycwjOnXUeIKvDmhm9pcUnBSg18IfCBYG+OaSwZIwSBqNtcIaQ8vBzXIoxx1chX\/3Gy5y0GAjALRBVdLxyTAgxf69XwrloL0uH8+zbNgpQKsA2gUTl\/mW8wnOU0O+wiW6++WMOehWAVpB0GO0D2e+0vVpSIJmK11ZtHAX3nhoksGYqGDIQC\/xiLMmCNqTnL57w+McdFOCbuec9r88TlOj6VJwL97QajsmqK41Xpgi8QwynbWaA9w0CUFz2mnbw7vbq4Nm1EWddqjTnM++JJ22kvk8HOC7uYNk3mXEHUZOCNwezojmJfMeGWRw1cIgVpScsxtiG3dGS4CtaYC7x7k6WG9nPj\/nBfBf6St9pa\/0lb7SV\/pK\/1fofwGHvVu7eNmKjgAAAABJRU5ErkJggg==\" alt=\"Resultado de imagen de los protones pueden superar la Barrera de Coulomb\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De la misma manera, como hemos podido leer muchas veces, es en virtud de la indeterminaci\u00f3n cu\u00e1ntica como los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> pueden saltar la barrera de Coulomb, permitiendo que la fusi\u00f3n nuclear se produzca a una tasa suficiente para que las estrellas sigan brillando.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/5d\/Triple-Alpha_Process.svg\/350px-Triple-Alpha_Process.svg.png\" alt=\"Resultado de imagen de Efecto Triple Alfa\" \/><\/p>\n<p style=\"text-align: justify;\">La Naturaleza encuentra el camino para sintetizar Carbono a partir del Helio<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/slideplayer.es\/slide\/3480081\/12\/images\/1\/TIPOS+DE+RADIACTIVIDAD.jpg\" alt=\"F\u00edsica Cu\u00e1ntica : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que, la mec\u00e1nica cu\u00e1ntica choca, con las percepciones de nuestras im\u00e1genes mentales que provienen de nuestras percepciones visuales del mundo que nos rodea. Pero el mundo tal como lo perciben nuestros ojos aparece como una ilusi\u00f3n cuando lo examinamos a escala microsc\u00f3pica. Un lingote de oro, por ejemplo, aunque nos parece s\u00f3lido, en realidad est\u00e1 lleno de espacios vac\u00edos. El n\u00facleo de cada uno de los \u00e1tomos es tan peque\u00f1o que si un \u00e1tomo fuese agrandado mil billones de veces, hasta que su capa electr\u00f3nica externa fuese tan grande como Madrid, su n\u00facleo a\u00fan tendr\u00eda el tama\u00f1o de un coche mediano aparcado en la avda. De Atocha.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Visiones del Futuro La Revoluci\u00f3n Cu\u00e1ntica ~ El Rinc\u00f3n de la ...\" \/><img decoding=\"async\" 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alt=\"LA REVOLUCI\u00d3N CU\u00c1NTICA - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"EnCienciate La revoluci\u00f3n Cu\u00e1ntica con @MientrasEnFisic ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSS7Ple9xyLox6VqZIoi69VDuwQnD__tI2qeg&amp;usqp=CAU\" alt=\"Internet cu\u00e1ntico: qu\u00e9 es y cu\u00e1les son sus ventajas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La revoluci\u00f3n cu\u00e1ntica ha sido penosa, pero tenemos que agradecerle que nos haya librado de varias de las ilusiones que afectaban a la visi\u00f3n cl\u00e1sica del mundo y que, en realidad, nos ten\u00eda inmersos en un mundo de irrealidades.<\/p>\n<p style=\"text-align: justify;\">Una de estas ilusiones es aquella ilusi\u00f3n de que el hombre es un ser aparte, el supuesto de que est\u00e1 separado por la Naturaleza y que los actos de observaci\u00f3n por ende, pueden efectuarse con completa objetividad. Claro que, hoy sabemos que ni somos observadores pasivos detr\u00e1s de un cristal en un laboratorio, ni que estamos en un nivel diferente de todo lo dem\u00e1s. Nosotros y la Naturaleza somos una misma cosa, ya que, de la Naturaleza venimos y a ella, alg\u00fan d\u00eda, tendremos que volver.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/es.news-front.info\/wp-content\/uploads\/2019\/09\/amlo-iza-bandera-en-el-19.jpg\" alt=\"La revoluci\u00f3n cu\u00e1ntica se acerca, y los cient\u00edficos de China est\u00e1n ...\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando Dem\u00f3crito de Abdera nos habl\u00f3 del \u00e1tomo, la Mitolog\u00eda qued\u00f3 postergada y muramos la Naturaleza que, aunque a veces extra\u00f1a, nos dec\u00eda la verdad de una asombrosa realidad.<\/p>\n<p style=\"text-align: justify;\">La F\u00edsica cu\u00e1ntica nos obliga a tomar en serio lo que antes era una consideraci\u00f3n puramente filos\u00f3fica: que no vemos las cosas en s\u00ed mismas, sino s\u00f3lo aspectos de las cosas.<\/p>\n<p style=\"text-align: justify;\">\u00a1Nos queda tanto por aprender!<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F01%2F%25c2%25a1los-cuantos-%25c2%25a1que-maravilla%2F&amp;title=%C2%A1Los+cuantos%21+%C2%A1Qu%C3%A9+maravilla%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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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