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h6stBrmXBlZeGuByOBUiDmRYjx6NN/FAKHy%2BQChqadm8eaCJP9mUGGO/rtm%2BuVHC5UHk5wxcygIoHHi8xJVAvHe2621biAUBYDVZTlX6SiiaVBYpODAub3qloYN37H3Yv3AB26R2WeRsyqpNq/DJKrySbcrI6zcdnHdZxFZRN/Xru2jRjN%2BhpflUQCwQX06frq620183MLC5hTPQhFSymsabxgXjPB4wkTi0tFa0trS8GODyGiUjhcPNI8dsbQVcAY%2BbBfSAYlYW55KI2yRwAyp62AVYSCWonFApp8%2BvKLGo9cHUD37Kr9Bb5EjGtrpyn%2BP29wt2H01gFdn5m/Blqgu1r79XHcDfX9l0kD6Xgn5sadJ/RSYEC323irqqXd5pTzZRVD69ektpdAaGWD455fx8yKxw80BLy0CLRFjIEUKtyHvk9nBSIhA4VIwaJLQWOrRsHuAK%2BG71MYUxIx51k0Lu%2BDhQ4TbhHYcjeOTW51ZX105H%2B3JlN3k%2BlXL14l6Nyn/MnXFSP0zpw3cTfSrjier0nZod1zTyoy/BPlPaDWLLbyxfvvyH5T8QW640%2BukPe/bs%2BUHd8DfkBfDvbtz4kvx7sonbX9J2HC/Hd%2BB/SVpbGgIARcBup4IQ0KUzg0XpPJjTylNlYnzy5Pra2sDBYy0tra2tFRUCiYgrlPASHwIToYMDx9HRsaE1oSLLgTPA5Ur4Zom2Hs22dW4CLu/ROBQvTVwul8MVPOIltWMybQdUsGmmHupxm3TCaLEElS8S7V%2BdOfMKbmd%2BUe1o6i%2Bn9iq1//bs%2BfHH777brWE//bT7gw8%2B%2BOl3Nft598tnzy5fvnz0KN5%2BO/rbr0o7%2BU47dPIkvuTXXw/N2dGjh44%2BeEDuDx099ODBIXJRs90/Pfj5we4HP/%2B0e/fPP8LnQ9uD9uMe8uwHfPajCvYNCiwNlXD98viheVQgAzt9KqNKpp854gBMHFtbOEKegDf58OFDb4jmQoeW0dHWhISEVk6z0FbY1CRwKKyfTPQQTl7kCb5%2B9PYtMGm6xOGCq3uU7tTebmcBOVj5PULlwAHVKRnsuVCNMNIqWMyDfWq8fv361693v/7g1O8vn73Enaq0306fhuvp07hblY%2Bw99T28Wn1fXv1Kt7mfIIqt1H6h2RqG56pfgAbT4nhi2/dujrPDl2lGV3Fq/IJkCJGkXp29NmzZw%2BeqQN78OzZ0QdHyT28AF6osqMaL3vwr/hxlR/5KbZb1pzyrMrVz18XwwlzbG1tcRCMg3093rTlUlbTvn371q79cFlCPKAJK2yW8MaFCQYGEu9JruDhw6ZH41yI%2BDyo9dEmoba3QChtRC335p1bLsfTLOVKKoSLiQaVU2vWnD49t9N/JRtwp4Tx6zvspOYBrrFHn9JG7fZdyU9Vlqy2vZhdXcIOLTQVIOUF%2BDwjTFRGgTlKgGhCgV9Qb3zyJH2wrFmz3rNqiBkYYmhf4ehYAWHi7aUtH67dt3blyiZbj2XE1r6IN4gHJ5ZQAYVjxYxW88OHvHHQEuRoPG%2B4//rR%2BCMecMHa3rm3mqKiOot5j2YDWOgTNkoqmlpZc/m0GhWUx69/wYjPOTRvRy1KBZE8xdN72NXAe807/PFfp3NocUM4qJqjR/FGvJ8KGPo/%2BsmhZ4doPBSTB0ooJym5nD5V6ylj6rPzDfvDwIFxuNy3lz4CgWxZeUk4aWuvHVAGVqA9rV0wPNMwPBNWkZXlELMOu17eF73HH2I98/U4wAE04%2BO8OlBKr14bcWE0FrXhGCZARamVoEWoECBKJnP2G%2BW%2BlE9UMlKzQ/OhHFIRuaqxf%2BcQaBhoBnwYHKn4iqdIbREwTzWgUF7tqpo/%2B42KQpQsVNI4qkntKP3TZzS3B1Sk%2BhSZXCX%2BF6CcBO9VxWaz8zNttBISWipaoCpZu2%2BZ4%2BiLLInAfrRguuxm2U3taR8fH9P%2BD5fFNI80JyQUNldkgZy8H3o/fPjo64fe46gVQPKIB5lxFDowpVbUz5jdu3eA0gihQrIwfBakovKvv6k7r3n2G5galYUg5ogcunpoMZk8XYwGhWQXEjm95vmp16de/orhdinp0G%2BqGW%2BuztOKigaVH%2BCjxgsOUdCeEW4UPPzYqBP6dvKUlXEuE6DkW/b3N0CkdxwddVy2sssgzEEgSjAI1b5ZNl1QcCLYXV8/Tf/bfWu9Jyd5DhUV3GVbtnxEqEw%2B9P4aHh5%2B/ejrSXBh4/y%2Bduy4AIF76qfLyik/ZkLHe5M5%2B6tUjv72G31ALskD7FdNKktJpIfYLigJegiQ588tLKysaj2rjI2Xv758%2BdmvEHlv/eVwM48M7bAOkbSNdmGHFoBRM8SyhtLJSXTIpy%2BvN64MRCgsP8OYmYSwBIOurmEHhywPD4eE0K5Qbe2bAdP9NYMp%2BfqB7nvd0/ft%2B9a7yXucO9AEVCCw0PY1GsZ7yBMeubVb9Kqd7ydUVONkgs4HEa1QMiGDxN5F5bff1LUCO/1dIiEp2SJM1Hj0zBmkOSftTj23O20HSKxqwY3LcnOZucae61%2Bvf51x6tRPpyDKwftRwiFgF5J5ujBHO3SIDiWHVEiOHlpIRflAxR7wYAQJ5pWHTr70HJLmAxOXfMsxQ8MYe/vh0ZlCUWEW12GmKyAgQDtg%2BqbP/czM7u7AIf2UvXv3un%2B779tvv/4a0uPxDz96%2BPDixYtA5KOPPgJGXwMdVMsjvls6NsLKKSd2T30wBhlXUU4SMSUVtbjyr6eV5YSaVqhorlloLOG45gX5JfwWSYLXXH5%2BSqavr99u8ZwwMZbFxjKZCoWCaVy73tMqA6icysjIeA15%2BsvTkGTfUtJ9p24OXT30XzaiFUg34TD8ZD0zxTc/XyzOl8szQwCLw4f2hfYJji8qErqMMMoHaJ%2Bw3ltT4zub4ju7V2fv4GD6t/sufvvwa29vNwgobhdx%2B6OPCJYt419/DdUk5MiTdekWULJghEcq6lxIe9KkXMOFqVGhANBHzdL13p/EknlKoa26ehfyeJ7hKQvMz7x%2BfWTEzL3dyiIDZGIcC05c6iJ1cZEqjEEsGRbo0SwyiL22en3q9etTpy5fxlSAnPzYtZhslgRz9K9ROalMZtbsyc0fK2aBWXZbjoWsM2ze92HCMPiw0LDQAG2jMiOjshNjNdbBOrNjwZmzNcHBhnv7%2BpKSLn6Lunjo5pYE2w%2B/HkckH719Cy6N2%2BLY0vL20UM3s8F2u962e5TzUqeiGVWCsLCco3Lyz%2BwWVSOeXIzKn0ABIqefezLdB6%2BPHDvmccxDwq9zd6qNsvKUxQIRhpgVLhaLXVyYVcbrrYiAaCjUg5UVFLjrTz377eSt5EWKnL%2BUM7/Lrl6lqYCfvvyZ1Pe%2Bv6WlZXd3t2XI3X7DtWvtGwq6ygKGZwrKyraXlRn5%2BNUE%2B3XrAJngvTXBY5mZewfrLpIoAhEeqIALuwhYPhpvevv20tsmnqh11LF1QOCWKBmpd7eo1oguhEuQiYk6FI248v%2Bqdj7mhtTGyVvzbCGVRYhohnk0yDWHBq8fa/bwkEg8JLYSSeNq9yFZmkzGVEhdWOHykpJwcThIBeKKVYaFBVGKFXgyJRwryAVqa9cvX7/n1G/YDaCD1aJo/hOOjE6xwT7FHBNuay4/yw2X%2B5mHmPtZ%2BlmO3Y%2BO/HBfc388xJPQ/uF47bKbEOhPWNaYd9cEW9cE39fZm4lWnwiR5CGG9ocXQSmIBbzY%2BPjbrKy3b5sEYaOjoy8GJhMlQuGx6/p2EPUPaICZn4EtSoVk7LdOqhNRNomoSmt%2BmbhoHqxEUt2z6%2BqpqswRjxEJEvHwEACaejN3d/2hISaqpCQ7G6G4sM8qcquMrVAgJCNDKlbEMizorfW1nss9vzv1%2B2XInxfLnhf2aVQ5Gtle/BBCW7MGkBw9evnZs2e52ZadcaWlIcXF1tZ5AMXjboyWqamp1swo5MRl2tqmIdYREdY11jX3re/fz9y7d%2Bzuunr%2BeBMUjXABLJh%2BYcyHB1BL01suVxQWbzDqyHnYKGzmNjevC7RoQz9mQmpHuB0w0SQSFKRB5ZZSHMlq92pYliBxdWEMVk%2BCb50KNFvn4WELBlg8hB5CW1uzwUH3wMDAFF%2B5vIQwYbAh1OeCVAgTjDa1VhQZhGJBuTLMAMCTed7w/GH9a0ifk%2Bf%2Bmz9t0ixu2HQjf8MawHL5MkJ59lmReZxuRESpdZx/ak7qvg/9De/2a4WGDmsZIJUy7Txrfy%2BvPP/79%2B/ev2ujU1NzN/h6vYTbJFg7Lmhq4gom%2BZMEy7eYGoNcmrhNXFFFAqiFz5cIRSIHUfO6qF66iixX9iWD1JFoUJljkDzfcS1B5dbTd5aJhw8f3nUrg33dA9Rhy0cmth7CZiHIph6wgNv288u2JDpxkbLPskEpnqiMjFpPSAGMPT1rKScGYea5nR1cwU4/P5Vhtd6T2A8//YojG3sWkPkTNrdoILeUrTmKChEK2J6Sj3U3TnitmJhwvX07IsT6bn%2B/aUFBQXx8aGjX9M2yMh8bVx%2BviPs2eXk2EWNjEO6vG4oKOQ7CtWsHWjgDQqGEP8mD1OvhRQpLE/dtk5ArKmx94QAeTChsFokKj6VVo0ja6LKe7hsvTkXZ1KW6t7foDu6tOeel9FK3FipDxaSnR602OZyckV9vS0PBeOLh0Qyh/ti6keuZ1zMhooLzkiMUcF9YqwAH1EitpydAqSWuC5RDeDjbOaNhdZOBL0Az/mz565O7etT%2B0z9rn2kom54/RLY/fbbm6LOXv3/y8uWz3WdKdd%2BsWLF1w9Zz13LexPnn9Z/wASymBaFQ1N8s2%2B7q6uoDRO5H2NhY1%2BwNCQ65OzMzE2bfwNm3rLW1QtQsEQjGP0IsmCADl0cCbpZIJOJyHSQSAcWlImavs8kBZSih28aLe7D/pdZk1/zrVM34d7kqVZF4WGk9yc%2BZ9ei4PAQAhLivZrBjAGXk%2BvXrfkBFLgcoQIWNIaWWmBUQkRFAVBJmYUFBIfb88nMq%2BsOLjD07PI2rPgMuRC6Hd/1Ji3PhRweYyTQXkMozoPLy999fnlo%2BFaGb%2BubNtWs5KyZSU23yXE8QLNpgN8FcvVxzolOj8/LuW9eM1Vw3vKtlOhzfMBxvsHatQYJ9YWEhh9s0DuU8cCFYHj3icbmcAQ5XIOAhF8mxZk5FTEevibIB1kaaxnOB5fziVJJvveuvSZ6H5LDSW823k0P1I7aN9XzIuyQShENBWeexDuy6X6YcmYQjFTYIBV0W7GWZLLYqVmbcUYuCqLVSCoUgef4cHNj6qrMy9HIdxrHwb2Jzcz87nUwfC5pk3gmITExRk9iaT55RVD4BLDs6P07dmFoa4Xp7A7ixaC8vH59pCCgAZRqp%2BLhGbs/xiYwGqaCQIBXQMg3VLiio2BemFT/c0DBTIRJi8Mdc%2BSPA8vVDnoAr4mRxJXzYEXzgIhAVBtu1KeMK1TKeq1WWoqL%2B8dWe0xMINDSiwaEXB%2BX26h0%2BD5vVz93XNaLZ2sKH4QMUohOCZN11SCehTkMiDKmCOC9jcqOsCoDAbsfKhWZiESULZLBzoZp57Sl1YUKlY9VhLIuVARXFl7txOgNlczFmadnQskY1o/cjPbo1n3yiovJyd9XBO6kTqRGpPpErJrx8cly9TkT7hBagTWtP2/h4TW/f4BOdFxHs3w9QgEqotjb%2Bct%2ByglDTeNPhhrAKBwGPVDAoFqwuH/EEAqGAx%2BcJAYpEAl7MXc/EBHhQvqt8XlhRo1JNGT3Hade8OKH0UbsWA3KeuuiRiZ1gvb3VVmbrbBsTE0Er9YDEtt5sZGSkfmSEhtKd7wtAIMpLifPCKEHclxVGFnySQccTYhZpQ4GMYpsI/9S48NyzZ8ViwOIJYgFj5jIVZ39IVvssC3rSC1wtRYRQ6aH/ok9/px0Y2MuXH9wo0o2YcHVtXrt1wssrJ881ur9fqyE%2BHqhE%2BvRHem3Yvn17dN6E/4n%2BmH4tUyguUUgFBcs%2BBHTxkBc0zIgk3l%2BT/uSHmCUjFR5PIuDzJxGJRCARHLvuTFi0qZcri1D5dxxvAx%2Byulo9OPyZ9fae14PreU3rdSbeq66urrEOHszM6lab1debwW2kHkJKZmY3S5zPACIKRSUmxMR/ETa4AYmYBSZd1MXCIi3FsthPzmL4lXrluJaaT00Vm0uNOzpimaCVSsSi%2BOyW%2Bkfu6dE8lnbNj35qr6PVAh7sJTD54IMPfn/w8uUnp86ElEakuq79cEOOl5eXa7/piZgYe/uZ0QJtSMGmfXw2bJ%2BOzLE50W9or6VdduHCBaOygLIAbdMCohmAF29vX8F5CxXkOPaQv0Us4zzBo0l%2BIh%2BcB8RYiLTudr0mB5Q1pJKKyQKt9FRTM5nBD81pgDLilFTPVL8FeZwHgaigEKUEAZTn%2BhDmGxPr6lbX1QGR1XUIBBUDUMwyB7vz812QSWUuMze2CvMtUp5QgZzOhZ9TfRcoKGWVsR3gz3Jjc%2BWlritSi4uLs4tKKmWxTGYligWxsJffqqY/IO5zGsuibNTTkTkDD4ZCIVQegB%2BrKglJtbHZt%2By2D2Ap6O%2B3jzGMiYFq8ubNyH6fSHBhkTk%2BOVo2MVraRkYXdgIWo7KygAJskt1EMqZaw8Ojjq0VFQ4OvEks9QELl9sEHozP5zdiPioQ2K5Oq27DCXjz2mDztNJLG7Vv0c7PN705Ozz/V/BvcLkAuK9OMzODgAJQ6vpWr%2B4DNKupXEwyUj8I9SNTn4n7Ei03V6YqTJ5bnCK1osUpig4xVE4G%2Be3zDCtjVqrrROpEaVEJi8Fkxg5VMofQi8VWMc9Wnew5TB1OPdWUf1Lb5z2aZxKoAKj%2BgsOold9ffoBUILR88Mnrs5ZxNjH7YnzQtLRiYtYFBw/uvZ7pqj3dHzntFQlSmfbpB04BRkZGSGWnUZl2mdGFC0cuYPnvg2Em3lSrIeaYhxlASVJi4QEWW7gKPIRcwUh7b9sBk3LNfst8KnpBuNeBSlCbxosIovOLWdB5Dd%2BlR73SWd%2BscXVdY6NbndvqpKS%2BvtV9q81sR0agbBmB8DKYH8jMHcrNhUTLuINEEyu6WqR6X55W6/FSu56q7amOCyUcC6vK4omJiY0rUovEDEUsYgGtxEIuBli%2BPF2tzDiUVA4f1ogfahDU1UIcNsQVyoERMB98cOo10zLOcJ8Wpl/Tpv2Gg7OZKYF79%2BqYFkxHn5iOjJyGGwSbYYMCbUCBVMqMpkExRyjZgGgoK9Dqr1%2B9GjuWOH4fqDzi4VDYxka%2BgMsVjjg5EyRt85gEnVdR%2BQekzeeDqIhNSMzlakrhqLOhQZH4rkf9CnM68F7uZo11fRBQEEp6OlBZDUGlESp6D1vs37vrD8lkJA%2BupfZ6Bt2BpMVBGl5WpB%2BJWOAefRr4MiuLjI7wuImcLzZORGQzpOi%2BKodQLPBuVblncy/34MQsmgO1xxd4qp5qNcGo/Ypo5QOlnYLbj2ctPfZpIYCbPoZ7Zw39Z2f3Xr%2BLaZirDzLx8Ynv7w/tCoVYD1x27twJVMoCYMsIweAjuDajaS/DEzEjsBuSkiZ5vPEmHIrkxretwzkvTULBiH6vWr%2BFSEBPUyv/wBP%2B1O6nfNT580ELbREqcy9tC9JzTjNLdKtLT%2BK7JSXWJSEVgNJnNlgPgR7K%2BhGzQfchGbiluZYw1Q%2B2UusNk1KFKimp5/hLoqhal2zdrbc3btwYJ2ZDkRPIjiUuDLMF5tkdp5LVQuLhwwsUoaKijPm9lBuDLGcurlD20%2B7dVavM9mk9noYaxdVy7/2bfimz3cEnTgAVHy%2Bfmz6ROJKivwuCfBdRC7ixsgtrtXYS4QAQI/RoAV1QfAaEajXjnki66DY5OentPTnZaNvYWNcImbJA6KHvXB6kQYVyTPOokDtNN7U4liC1IEO/yqRNz06/PjGxLz3djX%2Bxzq0P/BeKpS%2Bd0guE%2BkGQSnsUQqA0Qu125Y6nFEIyY9JSobJkEndgKxYeFCXZ527ffrNxY5GUXTmE4X4IwYBachXs46d6DvcuQUWlFTrvooSEykIoSAVSYhUVHBK6Z0f%2Bt%2Be0p8tu%2BtiEzAb75w8NzeqgWKYLvKILcHhL9AlCJSCgzIgCUbZvlAR%2BYmUBoaFdBo4Jowajji0OgsmLyOWim9vDRPBggAV8mIDHE4y4O6MWNOuV83pzVKDKPI8%2BrC3o/BwA5WoZSoxBc9mWHtSLvcR/kYIU3rw3Y5A/WYd65fEb69wIFMDiDoEFcrB6s9Xu7un6TmlpSu9FacKYKldoEsYy7LjQZSVah3EVBCD4GbOqtjY3PPzja9uvfXHuTTa6MGYlQBliErnkSl3OvuxZXCtUzt%2BzWHyhtj59%2BUyNyu7dP7/%2Bbs9nO5gh0wXTkAtb%2B87ODqUNue/daxgPWjH18oG6Ekv6ADQ8P6mtDWwCVFQwGQsYHXV0dNzc0tr6onWgZWXWQ%2BSCp8TcEiHgQzLEJy2YkSg9dSpkb2pQAQdEL1hiQvmyILIgg16vKjsjQDB37sXFTXpx1QYqmpCfP9c3g0AGHC42NQkEiXV9SelO6X1m9bYjkH%2BN1NfXoTMjJ1bQ59CVvMwY0jBZlXEVlOmxxriJRz5xSh1wgRfIcitjZVDFK9jGnrms8OwVtx%2BvWHEttSgFfsoEJszKSmYs5M0uLi5nLvf0LkFlCS7qcWVOKq9ff/fj8uVVx8X9BdNGkXFjvrMp8KlT3HWCTQtuFvhEQ8niBVhMC0K1uwIwDesKCO3qCt1nADguQKCBnwUEGCQ4vnix8tLAAKeipWXzSk7TI3I%2BLMntYl0ihcX7EZ9nO2inpx7rz8%2BLK0DlPE0FsNBrVyE4CgtZlInSCYikpxegHNZTyak32WLIrJEntAV5JI1vyRLy3UhYqSOdluZmiCgol/q9g4GBkNTmAgIoVhAE0UeVLLcqFw3Kl1xMl2PhR0gkFgdaSCvx5QwG0xi0UvJm6/bbK67lvMlmyyALg/S4MhBkk5urULi4HL%2BlVmbtUmVjS0FRojmMHZff56Ty%2Bscf9yz/7LPjZ0Ogcp%2B2ZM0G5qcAlFkd8GBlRkBletoHqxLS3seMC6oVA4PRfQYB6MkQCRSVocMNrZtXZjU1ZXE4nIqKAa4QqxWBgN%2BYiH0oqOcgzjTy%2BZCItS3ZcflHUNscK2qb0gApYRDNYT0llcM4t1aPhlTt7HzLLs3MFltvq9MhmIxfWsnhSNyAz0Xb5sLCisLm5mNIxMxs7%2BBgvntgILuSqYDSrzJXhhU93fwCGPBjBRNxMSlCuAnFe6VUDBWnQgpYmGJxyRSIZevtazkR2YGyoUBAAnVPJby0KlfhsurLX%2Bc6QbvUikqKCt6r4gyOD9xFLT/RQ%2BKKKqQQKDc%2B%2B3LHWUsbLe0CS3l%2B4GxgoPvs3uD7ptrgsXxIFlZg2jA8ahAKsaVMG2J7gcFmoBIAoR8LfaBSkNAQVtGS9RGPjzMrwIS2iW5Jbm58jPXkzEbiZOJkY6MZ%2BDB1IvOptNFpGI1HVbYHkRSALCl3njRYent6k3spjdjpr4b9Xd8sEkqgQkmCfNh7y8qWQqEtpMVutg6FFWH2omMAxMxsEG3WnR2YAlRIvQJigJ1JPVYhgUq2VKqopGBUwrPKSoVCymZLxWKpVMoQM9iVYrG8KHXrhu23N2xdESEfklVK4d1iY2mGCpeDX97SjC0qKtW0Gzvco0GFKi8/fUCkQmZ%2B/Pzzj3v2/ABQjgd%2B%2B71liNYJS0vGbH5KSiDkxmMnIIAETBecMNX2MZ1JSBgdNcCIXzANpWP8h2tHQSzYfglAUgXDw8P2FQNN3m5udXyJhMcX8BMTE93c3BKhvka1eNja4k/4q%2B3IigqLUvl3KlemQrcq6yUhnqKFz5FKNcjmlvNJpKPnrD%2BycvPKlVvAeQom3RLdEiEr37Jyc4vIA/yXm4RTGGZvb9/sUVePfZfVEO3z892lbNyHEBTAceFjlTHu0EoFgFCwGWIXBkNBAWLDUwYQYTDExFjkWXj2VM7tDRu2b9h6rpQ1NCRlpCAV4g1zFWddvl%2B/691UFlT8KJc1mBgTKD/v/vk7oLL8xpfHd7jvy//G0tC/pDs/s3t2b8oscOmHVLfAdHgm5oR9jH1YgqOBQRcOtdCKD9Ua3rzMYLQL3Jc2lQMUxMfHz1RUZPHcoLbHzIs/idMpgUMdcAIwyKURqNSn9bapFLFYx4XySXQQRx8VZKJHxHP%2BPDowXDujN1nv1nNPq2qk4jzIeeH4wnFl1kAWz9ubJ2nivuVmrXzRUujAh1RDwKlAKKJjEg%2BhrRkGend9fX1wOui8YjHQQ3EvA9XAPqU6MODCGOGw80EhUmwnS13EYhfkIQ%2BXy%2BUsVr4vC1xYUQSNZaKYMRSICiJYmDjQT%2Bry6vISafHCkE8PcybdSfRgiEQJ5bPjO3ac2fftN18VlZTIM4NrxnRmZ1NmfQ19CkILKyoKC%2BEPsw%2BbSaCodNnPaGnNDDtuHjWA%2BiTUIDQUB16YxmsN24tEXD7JvtwombihXi6uvkjJRcJHQx%2BmAWUBFarpQlRBFe4Q1xFMrzPOP8e7W70Z%2BmnPq6t7e0%2B6Z0GCMVCRxRHyHnk/EuC02UubX7yogPwcnWlhBXz0GAeI9R71Zn2QFSOUIU/sNBqrzNMzVsEm6iCCUbiIWS5SBpshZUgVbMQiDmfJ5SUl2dmW8m5WNwtcWOfGa7dv395%2Be2uqubSSIRezMRhBWpALUJQRX52LRslCo9LsLNNx5eefvwPb88NyDPU7zhz8dt9X778vLvGzzrtvaK2TOevrGzxdYO9QgWYfZh8GccWAMJgJA2sJ26xlEBoQDyXKcIIpBJbQeNPhsEKOA5TUmBT3ublBKYlw6txQLhj0Jcilsc9OlWBRpaBaH4wWC0m7VNlV78nq3vNQHzpHOdtZ2GXYndY76ayv33Gq%2BpZedbukqYnLKRRxcQb6100VFWGtm0E7LVlNPAHXwUEEB9RMYaEIAp1Hvbu7k35aWkeHjBlLVSPUSUcI9jjAGHCwpQoFiSNSMRlewWYz4IpU4GAtyZYXmZv7WcotQTHZRaUT165du70BsBSx2XLAogjE5JjCcvBG8uHFnNiCIkWNyqcfvEQHBjrB2XvLqVB/5uDgPrP3P/7c0ro/2ibvrnVNt%2B9sZkFoM2eAUIG/DuLK6PBwQsNwQgVmv5tfhMV3hWpBoRJWMRMPVEIL4hvswyqEthex51LntvpiUh1QARzoxgALUEG91Ov3UtWIsqOorpXDSipz1b1e7/NbUPHrVaenR7Xrt8ss7E46Z7i362fYPY9K54PH4lSIQCgPHz4cz2qBDwnXFpzWnMVxcCgMC5uZsa%2BAg0XCr%2BtzckpzkqUpOylYPcZW0SdWOmRQDzIRCxrsWAgu4OYg6WK4sMJLcHBSdkln8VRxsZ%2BfZbdcnt2pmzpx7hyqZSKbLbbMFhN/hz6QqGX5rrksbBdSWdiaJBtzVEAqEOt/Jkx%2BIFCO7/jl%2B1XffLvv4zt/hOT5%2BORFR58I1tm7d11/DCerhYilorCiBadGtoJowgoroFp8sTksPiB%2BOMExoaWwcAb8l2l8/DDKKMvjYroTqCVp9UVgkYg3MMiQ%2BXiqRcJvrI/qpVzYAip65PwuFVNUrRa96uen2kAxFrBb%2B%2BpWp1usOW1X26ef1v7cvbFOkHWJ0xomnMS5zo/GL7W04nhcg5aBS%2BDJRKIKgBJmj1oRSLDid2pvr/Xs6Kj1JK15PHNSS52C9DSOZRIsAAKcGUYTF9zNJMhDgVJSRKhMlcaVFqNe5NlFxRFvvphYAanY1ggxA5ybHF4JHg9Taxfxwe8vL91zUfuJ2mnLNaSgx%2BQLoVBUzgCV6/tCdD/2z4mMjI6O9rkfrHP9WHMzuOxCsIqWVqjbW1orwlog0IRVfNjS8mJza2gXcEgIq3AotIc/PmxmuAEOzJkwkW1del9fnRt6sTpst9iSxjEOkZMIoHaBPExVus/XCn3Wi7RTqMbx%2Bd6Tzmm91dXO6TxBk0Ao6LN4bpeR1tfnFOXEE7xdubKlJczDe3IScE82vXA06Coz6nKEnGyAAxlxWELCTBh8XI5QkriaQImKisqQeZJWJD0wkuo61oJYMGAzIQkGz4XhBKiIXSCghIP/KgKtlJRMlepGRETEmZuPyS2z/eJKS3XfXNsOIb9UDC6tqEjOQizgCkErB3fcWpyKZrDRpAJMftxDJpPjHOPjx385c3DVN1%2BF/HFHVxdPp7hGR969b23YzHHw4BTGFNoXVoBKwMJEUJABlrVrOa2bW8NCQwHKaBhQsydqCrOfAS5hYQ62fUl9dWZ1bpAVQ6IMKgEafAJFIEAf5qS3aLT/B%2BZcBItaX/J87ynnPotqO7vVTW8vveU2mUVlRKWlu9f3paU3Lbu08i2n2cMtkS8UcByEIpxJYFRmAFTQ74aFNcBxkhDG4Qr5iXU0FIuMKOq8Y4YFaU9ikxIE09HRAUxioULByMKulGKsF0Nch3ACt06Cpaj0TWpqqn%2BcdbGfpWV2cVxxaWkqiOX2tWJWCWLJlkP2xmYqzqIP%2B%2BnwoqFFI8yoU/n0Z0IFoQCTz75EB3bm4DfffPX%2Bx1/oTkxviIzOidyQZ3PXEPa/CD0zuKXWhFY46CDIg%2B9yXLZvS0uFY1gCVPRhCcNIBZwEh%2BNQgbUBvLrQo64vCagAEiCDp74aIaQ0gmTQhWH9bbF4bX/gXvmBNhPMwOgMmZzsjbLrc3fOaK/jQvbLzbKNyrDQT%2B%2BD6tRtfNmWS0L%2B6rp6W4kQD4uE4YaCMqOA0RcvWvCzzsw0aJkmFDrgCbjJvnQnp/YoCwsQS1QHGYuXod4jxuEqJCgo2FhGkoDCYMlLwFVlZ4O7gn0OVKZ0I1JTI0pLAcuYpV8xWGnOhg0bbq8oQihFRC8MKl94dfwWHmHn1c9qLzjdpS6WTz6g/BcFhUSVM68OfvP5V398fEf33M3ttyMjI2/m2NjExAxsLiwMawU/gNPtYe9XtDpCyF%2B570NHxxdhLVoBoTMzEEoKkYuDQxbJQ0WQrhU6mPX14VknM4jzfGrcD7FEZCKQNJo56ZUvUq/84x5OeMEZR0FULwW7YOer9aPSJWlR6YlCSIKzHITpTunu6XVQK056f/S26eJqvoek%2BRgcDTOgjPgyo7IuSMFQKAkAJb6hgpOV9VYwOXmRlgpAqQVh4HgvKugTncjI6XeoVoAJg41VPKGCyXB2kXmReXGxOaET9%2BZNaoQ/qCUE1OJnbl4cFwEJ8u2trvgaCg1LqsjNrWQrztDDXs4vPQ5kARVss9BSOY5Uvl%2B16nPQyp07G8FRRkb6RG7wyutvLgSnDYc%2BKCUsYRScWIIjVJKb931oAOYYNtNVMIMuC3IcUYVQKBA4OFSIHJpFhaJmW6BiVm8L2TDEeZAKX4K1C3DBYWICvi1ElqC2RbRSfuBe%2BdzMb2pccq%2B7U1STrVN6o1AoEoGfqk9MTHeqm4Qq9eFHH/Hd%2BMIKjkiETOLjTeONjG4aJGAMJJgK4hMqQF9cAW/SDahEEauNojDIwDpANkilI5Y0ftlYz0P5jq0VLOdxtH4RoQLJF2Ax7yydSE3VLfW3tgaxWPr5hRRbr0AqOalxIByE4lfCwMYB8%2BzZs5d7aCjn1dD0LkYFhyV9QrLiH%2BakglQoD3bnY%2B/Cx9u3glg2bMg5EQPiSICDDq7UuZNRKFm61q6FNAcSHYOEYS2oJxOgHoC6wEPA4wuEDiIo15oLhR5mfavrsX/u0Yjx3hZiPcnEEnlIRWJbn1ZtsphW7uFa1JpzK4CKmQWPawta8fA4JnQQ4op%2BqyfR3LwfTfKEQg4mgTOYA5oWQFjpguQ4YRguDabDDRVARYhY%2BG5OlFQ8ozrSjGWk%2BY79dxBNB7aFIaJUggPDGkVcJGdgTBGzWHIgAVVKUXEcWDFsxUW4gg%2BL8LcOGSNjx0PMIwiVnAnwbHEQfYr85PTo/rM3TuMpMArIeZzVlKwaanF44egxoEJVj/OofP7%2BH3fufLsv6zG6sMjt2336YwpxWZdWx1ZHAmTUoMsA2/jY%2BgoICB0NAyjDWmExouZCBwF/MtFW4tHs4NHoAVqp71tt5kEGXdeZmUGlkpgoQShuRCxCHIqEp%2BjnUym/Ry9XoTScKaaXzq9Lh3iSKBB61NsiZyhNJx9OJrpdvJj4SMATVoQlxEAEMY0vMNW%2BsLOsK9TAIH54uGG4oCB0uIVDLEsIkcWpvQOw1HakdciACpMN0gisxEEq2IpH3yUlNwZDDnGbFY5XOTow86m44s640ghd1ENcxARSQbV0d3f7ga1AKEAFTLcYCFK5WGVVVe7y0z29erDbq2%2B9rsI2/3HPHy4vHOqmjPY/7sYMjCzyQhwYobIKAgti8d63bEPkzQ3b4eKjZR/m6JiAsQTK%2Bq6uUGy4lAWUlW1/vHOnUVnocHxBvNZMoQhKZw8%2BDrzCnWZbjzPcRsz6zHBQicTWtrF%2BBEfEAw9Ixvh8ngTSW9t6p94gJRYND6ZG5QCBUt7mzhO6C7KyQGQetmZmOJoIoCTipEw38GM8oajBYBhHdZoWmN6EjxXQ1VUApRN8OO344dYKBygms7Icmnh1%2BoDDyipKJhuSDZF%2BcAo7UMoODAyE6jEQGyxSdF%2BwS1nZcVPmmHuVIJXiqbi40jjAgUNMS0vhWhphkzeRF2E95gtYxuJykIorUkmNiJsqhn%2BJVGTGxp%2B9TgZh9Nz6qUosl3d3p0grXcKPX55HRTm88hNMwQiVzz7TpILx/s7Ivg8jp29u2LB9e6SP1swwxhDQSGhAgLa2duT09HYcTAlULlwIMI2H1NhehGeUGvtwJEkdDk9sBBo4wKevHsUCsR4wNXtIGhELnwyrFAohsjirAov6GWKNaUcHSJxp08dh5NwsiFxCD0ACIcW7adx7Eql4S3gCIdSwXabxpjho/eYFowBthBIagCdNDcIKBzjkxAKUkYnp%2BuwSqbFnh2woEB0YCIQh9YUAQvr0%2BSwxcVss0AdkwphfmZOsCiJ98VRpBPIALuCmoE5JnbBxdXXNs/E3x%2BASkZOzwtVrwiY1AlSEri4b3rMSqyJPwJJ8%2BUupC0s%2BNtYdGKhQiFlnP0tejAoV7ZHKZzSVX9SoQGjpX7vPBxwY2LSPVigIBLyW6bTPVp9la/tv396AvB4/RrUUaJmiVJqPeZil66e792GIB6tfVz8ygiMXAArUKUDKA6cjolAaeRJc4VVoaztosUhcUY/0yjXH75W3QyTiOgghPEgw2/ZugoR4S9Mjt6S%2BQbPrIyPHgEpoAfivApzcgWcWurS1C24alWnHzxSi%2B3JwwDkbEn6ffmBpqVwqiw1kpwSySblIkl%2BoyVksssGSs7ANCcEEavjiqSkIJ3gDDsgES8iI0imUjv%2BEqysONLXxDxkzr0n1mnCdyEu1ifCP8C/FqM%2BAWjLWGBK89acur9%2BBUFg6YzopsbGVcrHL8cuLU4G4QrVasFahtQJJGHFhgOXOCi3Uw/bH2zdMT09rT0f6%2BOSsWBHTtHbfh1u3KqnsBCtAKM3rcCyPftqQk356uvsgjiRZN1JvVj94/dg6DCz1jWZmI9iztUUsfMgJJDzsu6RVv4vKASUVyMnsbLkSD3CSQgeJR2Mif9IbJy1zE5PcB6/PZobUZK6LMS0IjQeHVWZExqbh6Z6CsrKChjDI1x1EHBE5C%2BeB01Otc/KKWUx2fj4DMy3Mf%2BUlfuCrWHJLKNez4aGEUCkqxv1fGqcboatLiJC7NxjROzuLszsjJry2bs3xivZyzfMP8TOPwKiSl%2BrvX2oNlX9xJ4tpHJvbgQ2E9VXScBbL1zclRUdnFtLvbJb4xoI%2BP5lf8cnu76CGpB0Y7cFeEbEAlvc/Bvtiw%2BPH27fPaEGK7OUV4Z%2B6cePdtfv2fbji2jWCRUllWkurEJkMpgx1eLY76es7ubsPwvF7fV396sHBwXXHRiALw7PlIx7NIgwxAKOxETNjcGbuzuSLqkwWUqH9WLkSTHV9VrOtxMHBNrEuEW4C8IK8xL7BvcHde3VqMjN9917vh/xLq%2BDmzguPcYBHgHZ8g2mBVkILVjf0mVEH0IqZu1O%2B1wZXf1a%2BuSXsKZbYF%2BevkIIk2xIyYDzKs839ILxD0lVc%2BuYNqAOK%2BYmJVLyQ8hHysJKScHlnac7trVu3gvtAvYSMjfkBNX8bTM38suENsl0qczusMqxeeyqk4X7m2b6BKUOz3bMglhJ5%2BNlkehBYj4ZePv3xgx%2BVcUVJBV0Y8WHvo1w%2B/lj33LVra8nSYGuvw7M7hh8anjtHUUEs6MEeA5WYdYOD%2BSxWoKwjzTMtLU1fn8ICVFa7u5utGxnBoXFAZd0xUIsQW/mYP%2BNMXqjve9sW18rcIvD0hjsIxcwW52RLBDgmc5xX5z7braOjk6lTo6Mz1h0So1UAwX7nkSM7EUqowXCodoCBYwsWnaiWQodmwGNb564vK42MdI1gxUVYk468HAQCIDoxhMAxXlyKlSBA6YQUuLT0DRTyqRSWVPRdpDMpx5NenRNbt0ZuuH07ErCAWgCyvNi6GBIzbF1a%2Bk2Zl4gZ7FhP41gFw0XuVzM2OxsYGzs7mzLEFGeHv/q157BqtOsclU/IyS5lYkwyY1osFJb3/yD28R/XJ79du/bb61hcQnkJVADLNZVYgMoJgOLrFyLOlcnS2j3TZIH6gUBl8Pp1PO3n5I6jFwYH63HOiAeZ6c7HU8cQ7LFJ2ejkTE2RXJqK0ofZHcPz7o22zViq8rwnJ%2BsGZ2dnfXVqau7fx1N01w21CiCSbCeDOI0grgQEFBQMVwwMDGA3H6hUcBxEDh6Jffppctcc1wlzPz/ruGLLbD8/DOZFRZ3FcVNTnZ2dEDCmkA4p5kt1S8F7AQ0CJzUV1FDsZyn3heKyJE53xdatExMTK7ZG5nil2hRbssTZIX5Q6/tlW1rKi%2BI6s13EckUlOkjQYk2x72xKSkdsSkosszI7XPFMNQPpsHJGLVL5bjfpgt3QFAtGFnRiyIXYHyCb9/EZUvniC8By7prShz1GtUzfzXRnW7uas2VDQ7KOdmOZ/lA%2BiCVz8HomQHFyGgQmZoN910Er63A1CA8hGfeCEyZBNe4W4ME05tv/o01Jw2Tu%2B0XwW3j0RZzCY7Y4ql6I6yfbugMUnZpgEEpNMNzPZvZDUNkJWqEmcmiHamkbtG7evHnlwEAFB9upYRwHjtDWzD2tIx%2BcUXGcP5kSmZ3tV0xSLChDIIpDHL8DLIo7Yf8XmccVgzgiSqE0wVhvXRxXbA1SGOuGNE0cnk16yEVTH%2BtOTLhGWPvJxSXmOBm5pCQbJ2WXFuFkJTHEE7l8TMfXV6d7NnAopXJ2aEghDz/%2Bcs55UVToaP8dKe3VXJgmFmLvv6/Egy6NYNmodGJ0FuYV4p4fsXWiJBBKMexfAJuUwPzu/MzBTHd3p/Z2/UF3dzZggkCzbgRqGAwsk48gvxVCoiqoa9cjUOZTwUlhal/6gquO6F2H%2Bv0YFEN8j4GWzRX1s3u7Z9F51QAUa9jwNQQoRygoUNxDIRU66vgCsLS0tFTYA5awikIHDsT7oTQZO7zUK9W/2A/SLjE2uhALWlwxyGWqUxdKweLSiDg/c1LP%2B5NOpJzVbTkGVEhJn59SGYi5NMghO/vzos43K3ImOuXhxdgyLinqLNWFANQZjul2d7dvt052dzcugpOSBh4scMjXN/yn33aRAWBqVKhov/tHNQ9GiYX4MHRiwEUJ5itKNyTQIJYvaCwQWohY/DPzzb22RkB2HsgcGhqqzJVBSRaYD1zyISlrj2rX1x/SZ%2Bq7Z0JWhnKp5zfiDDDQClKxdXc2IWeKF2gFp%2Bu1qX3ry717zutaEloLw6BgrWhpad2bOauj4xsMgUUnuOZ%2BjU6NdaZN2ZEjBAskxAAloAuovGgh/Xw8kRpmXwhcPOoHA%2BFzyosi8mzizMfkcNyLSf0OOVdxZ2dRUTaWKpD5gpgi4qBOxxOPvixLP2t/f5tUG6hP7t/3t67x62b5MqDiRK7i8KK4jVtvQ466ImfFxJs43QnXjRCK4krYuQqxr85syizoBFxXoG/KkE6Kb2U3Q3oymTplr0yKqfOVEO2xj7%2Bcru1VVAALqGURLn/QWN4osdy%2BjXnz4zL/bnFIaoRcnC/FcWpDzFgZM2WIzcr3zc/XT0vD80tQRQ8NBQ5mYloGoR8qc/6jR1D4NUNFKBi0owrJReIKDYX%2BXrF75ffaKxxHhxuATEXrwMDq6zrdY92UWGqC78PVOqR/J6FihLUu5Mddjq2bWyqAIg4FASph9thD9RgZnA1MYctLU13B70Bozs4mFYqcxHhIxSBFkhcVQYAABYFIIACZW6fmuc4ZkrEOCbHEmtMXjJU9pZuD51huR27YgK2XFRBuQCxFUoWUwQKJMCtnIS%2BuHErxTZllzKZ0%2B%2BYm9yjntqjN71R6MLrjoipZKCwHCRbkokJDoj9S0SVObAUEOirebzeXh0AxW2TJypeycSyBzDiWmSvNRyqBMqBi4SnrAMemn2%2BZeX3ddbN6s9VQ/pMvpxBiYWcbRZ38WowKYdHW9hwXFsW1EZ1FjqNdXaOtrYXcprerdbqhKIMkrMb6vk5wdJ71fRtDQxsjgFJ2E%2BdyHDliZASJmH3hDHIR4Xk7PBkH8aXZ47pvPvh/czj2I/yhfC%2BmWECNQgVrOaEE127YYPlFQLGYAxbt5ZXjA5ecaCgcra3FlVDr5HePjVl2y0tK4UAFr47hNhKSMpwhrxtnLj7rImZ1g1oQCPiubrhnzHZ363juWmxCa08PycGUix0rxUKwnEEnRnH5RsUFqbxPYyFUlGnYtJ9fqc9Eapwly1fKrqyUyYxrq3KroDxjMdjsWJCKRZSnp6dMFsvu9gUsGPvd05PccI6xkCsUNEkCe9vKNeuVexpJWFD58/T2avJ1e9V7Ewziu7oaPCRNA4XBszWQecFfCFKpyYu%2Bfz/PNe%2BuYT%2BZ4ESmotFTOLqG7RtmCkUxDuQ0EI6eCitsNlzXXVxKig8I6uaQGZP60bLEMtsSwEAWwMpniH1Zcr/iCapmhiT4NvHZ2OyI9EotZhgr5GJLlp8fJOW%2B%2Bdj2LyqFoJ8DatkauTVn4s2b0jjzEhcXcbYvS6fbF5hASEmBrewanb3dlymVHJ4/f/UTkAqpV5SFJIUFI/6rV2pcvqG5kNiixIJUSMky7dPvF5Kak%2BNvLkf/Kh2SedaSDB2HUbFzY2txpY3a2loZ%2BLV8Fi6TlolTR/TTkx7iF4MJBVzBoHM5VJF6GlQ0uLQ5961u19PDDafWLoMG%2B2MeorDR4eC9IBPUy30QS17e/ejoaJt%2BQ8MTBWUBN8t2XiCOrCvUYHQ0YSYMC/zCihmtsPiZGftWgsUwJKQ4wstrIlUXqkKoGv2ySyzhDpJa7GpB0cfKZ1nCfiYuAdzS1pwVpGjc6pMzEVfi4unJLgLnxrD09cPQH4jeWyEtmcAe5YocoALvWwwViwtkaiyMfd2zvrOzLF/rMXlNjU5Kcs%2BuxagcVlG5oaRCOTHEQnsxNb18RZcwH5P8mI73125vdTU0HCv1ikyN87PEZd/YMlxvAxcWZYC8FfAM5xKSdepkTEZ%2BPivTD6joD6U5OSVdfDgp4AqbhGZ2uOeDlqbSa9fnzauzaNNrs0sXjcY3iApHh%2BPjG6CcHxsDqVgDFcASffNmdJ5r/13DEzcvHKEMgn6XAYAJKywUFXJWbg4bDdPuGgYD1QxrxRiG%2BJnHxU11FpWmKg2LdzjgoYrPc11xm%2BSYOFBi68SbUt0vSrFa0Y2L%2BNxlfa3n2aKp0qlshguDZYlQ9IfQFJAZs8RTK25HQszXhYIl3MUlHFJseTfIeu%2Bsrxzc3f2aseCa2J7Duw73LDLX%2B9M9c1RuaFBZDIuGWDDeA5Vz5zZ6RVhn%2BqX65MTF4ag1FoNpbOXZURubm8uUwpEjlRlbUZNurcCFVTLE%2BRBbMruhuJZFtbc7pSfxJVAR2kYRQSxVReJX7vU9EggS0y3s0i/aNsQPY9RuuKsVvHevTg1AwRVm7kdjIzXSC5cJMIzebnQEq3uQFcb34RmoJFdCLv3iRWvCsDYuo6ldoN1lkBCzrjuQKY3bCEf2CtKCBx5eEDq8vCCOXIOyHXuAt3MmSovkkGRBmVkEBHVLPzf29NwR3hk3ZR4ulrpIxb4UlDTIt9NkskCgcO5aTs4EQClxOXtj/dlvSlyqPKVjOjp7ZysZfn6QLgbrxCb3LDIZH37wyW7VWIrlquSY8mG/0F5MiUVNKwTLmztfgAtbgYpxTXWJg7S4uNNPHg5UYslkKRwAXSlTMBSyDrK2g4UVrkKD43hcIIpaivUxCSBcLvJ5Akk7SbWWzMHawIPxBG4XExuT3BL5YQZdCY6OraMNx47tRRc2dt81Ovp%2BXuTNm0Al0jX6xIl%2Bw7Kd5GRkQssAB7%2BlhwMyebH5hSOaVrx2QNnNmze1IWtuOZaZqQu5LLol9DuuE66uEyu8VuTkIBEStaFmt/ZjMcQlnZgyl4TnKop21Bp75objWbASMiYvsDIQE%2B20tLSOqI60/CLzqdKI1HNABaH8cPrkyxt7ft2169ef1lf6%2BsYul2NxFdydkbxLkwpZhwPjCtQrZNgRfvGFOpVffqGcGC0XCgtSmcvDvvgCCvwVUOWv8NLN193qE9dpbgnZJEsa62ncUevJhJpFEcsUsyHIYFyxqM2o9fRk4lKbUBHLLQOHOjqAFn6NW1Ijj5%2BO0ybmU6EHh1NUVgt4%2BGViOBTMYRSKkMLWhvj4wuuzmBVDlI92jfaJhB15MzIn%2BkRezN1%2BowtlAXjiHkVSAYU9hcTAoEsbU%2BbpaZxl0DUaZhjin7oV2yXAgQIBgtuwgWpagEx8vPJK/TBeKmKp2XjGuPShsYKpcMkG/SAUHPw6xAQsIJS0lG7MpoGLLghvKjxc%2BuNpXDrr5C2ygnXy68qU0xmQmeiMWSWTsd4aVJJpKj9/R43PU2rlOB3viVpIinzwoIZYVKGFhHuAcg6S8hKv2zlFeOqtRM4CceBCZwoFTjzIZbBzPWmtZNQCKwUTkvdwEAs4jg4rsrJTlFPfZKI7WZhygVaUNaSenl26RMJPdOPhyv3cCojfLa3xoQHaJ2ahXvHzu3/fxtUVz2ZHbgAseSfy%2BmOiAwpMG2ZmoJzHZkvWAFKhBq2j%2ByKLywO2mRh/mwlUCsgEbMILtn22Ex6AKmfCprTY0tdXbl5aBK6KiXPBqnDOkbGLgi3OthSTdUaQCjnDDAW0b3YIptV%2BoJY3mBZnuyz/jfreNOKediX/xKitrqypia263KNaDEHTgfV88sF331FDXJbfmMvCjqu%2BYYaKLqqC8nO1Gv8O8WDnNp57oxuRWro1MrWouLMI0n0GE1yWZ0euAqoWpnGuQoHnfHDdDStcKjBXkcuWkiFv8nw2BCD82gm7dqe%2BdCdnbHppUFEJBVv4zu3pjR58t0Se8FJT05ZLjlCwJBgUBBiVWbO6ra2tU/2tI%2B6DB/JBLpHR/Xf7T5zQ6go1NdWyL%2BSg/3JY%2BeKFY4KBAYSUm5CelYEHw7lqXWExISERkGOBo1qBZ%2BHj8Ix8aYQrIJnQRY345gcOwV/UAZ%2B6RMqsBA5SsUJRpRCzXcLlYilDwWaSmRQp0pSUFKzQ0D/7QQAqTX0TAUhdlv9Krf%2Bn/Dr0qqqnu4zHKue%2BHl1jAaFdPck9n/5IU1k%2Bl4apUTlOpcgHNah8RVMhHuzcxo26palerj6348ynirOL/MLZzA4yESQ3V5bLjDXGM3G41KndczJsVMauYkulLuJw5KfI7cCVa%2BwsotLa2%2BdpRXNJ1zaL9L70OonHardGoUiSxGsSFo4mxBfEw96NrPEL9s9LjcyBIt0nGg736GgfDCx5MaZGRjcLTO0LMaxkZa3c7Og4OqxNBhsYKZdsKOuKP2Hqb52aA1BwdAqeQDS37GZB9GZAsMCZLENDsbIOKLgsPDtk7Fgc7OKb7VKpcAkXM%2BTZLAYOEpfisDEpVPhwYfmKydnMInNcxROKlbOnTqq%2B4YYsT316D9BYv55ePE8Fh3rAZeGTqeFgP9BUFkChC31VU2yuXQlYkMqKc198UaqLLtmn07w0rqg4m8WGP6Kj1hjngMYymcZVCooKJGE4PFHGjFVIFUAlPLwkHDKB2igKS5RVdZtJuclSOVibk63ErK/Ro86tkevQmNbOezRZkRBacAIXkIm%2BG2IN7gviMmDJiY52zbOx6e%2B3udufN40VJMSOFy0c4cDmzS9GR4cDaBo4K30nwWI6HW0dlwpUXFfkeAGWOGtzqB4DA5lDOEzMmAwVwzIYV5uG4yy7tAY8NSPXRR4ulWfLWS5SohQcDyP2ZTDyoURDKDh2DDucReIffyML/Kqvtb8rOXnua%2BtpGirlKDv5qlHGauU94Nih/FqsX8CHqVf4GFv%2B%2BIOqWDZuvDMF9aOPz4rOKSiQi%2BViZmwsUomtYkJqDGLJzQXpkMWayTDeKhk4NSkZ3i4XMxQQc54DlYwMC%2BfFqBAPBrcgJ9tm29V19WZujRyRoNEpifdI2BpvH9MFfuhm/ImxYH%2BbvMhIPIHt4xMN1/67YCd8cMJ5WVlBoSjLIQtyYkecKWhEsFygrazM1HTaNcQa0mBXPJ9FTgDHkcIrH/az3NKy2xfyEoIFuSiksdlyBkNmrHBhM0pwdosYx%2By7MCg0lcxKKaQyZOQkRPzOovCqZ7/9RpaSP6m5mm%2ByJpa5rR4lFSreL1dCOY5fFgYiOU5/cxiO0l%2BlToVqU9JYPtbdCNn91oniOKiP/eT5QKJDJvMkU25hu8qYiYvRZZA16CGyyCDUMBViGos0l8YSZXFrfrS/p8qM4aLv1mhWt7qxzy2RI5JIBG5uiRJRq0hUUIZDJQoMx4LvG9rkRftQVAoKosGD2ZzweQz7PSCgQSRyEIIHa20dNdDeeYFqKNOGS5r7%2BFj72aTaRNiUxpFGPo5OLS6Oi6POJhb7dUuZoOkMC6vaXAuLDGNj2PVsT5yErwAnDX%2BKFAcT43i8SnDbuE51CWlwAhMoIG/8jt8l9tshAKNcSpYsm6laFDB5Hh%2BiFYwryq93m6OCiTHlwQgVHBCuxKJsiBEqG899UfpmwjXVNWeisxSogPbZKH3jDuNcGeRbTICASwbWWuFCQTgTAfJ8ZlUujlTH2CKGyp8simZhcRIXoVaPK/eUasFufjsOH19tlg5UWgVuPOGkm8QhLEY0XDYNQXu6v/t6cEiwoaHNiWhTH58Td0%2BY9vef8PHy2Q67XTvUHqlAetzS0moQcEQDyoULO8um%2B01tLP1cI6ytQ8zHLC2z0ft0dhZTYyTNsffSncLEyPLcIpfRYZFRxTDukDJrydqttZCPVeJ0CjSceaeQ4gwX/OfFneZQ25z58gPy3VEAhhYMWWJW9ZVhTxcymdMK/dV8N1RtY/Xv%2BNtBJk8ou8cUF4IFqGz8YmPqhH/ERE5qXOkb3WJwtNJAshyTjKy3lVsli2XnGmMWBns%2BgyzYbAzPKxGLC4QWKfi42ud2z0/Np6KuFbhZJJI1vpKSGjkJIo6AxxUKm8M4AwkFpmVlOy/cNBwzvGsYHGx4NybatMD0xF1IwXwKIn1wWH5oPBk7CFXkypbWhNALuGrWhZ1HKMnAbWeZj01/McvcNQ%2BU0S1nMVgY0UtIZAAnhD1K33wpeDHMJD0ZbCurDlZsR2ytFVmUB3wyOfAqEUwKm80g8446MZPrRCjLT%2BHCni%2BfgWBOn/6VuDFqCeO5hWYXUvl0D5m%2BskcZWFTnWJRUvjxOjwifa1ISLhQVxLLiTRzUsSsi4kp1dc0xULIDmcyOXFmlFDJfXD6AXdVRBX/Bc2rxX6Ai8/TE2AKZWEmJCyQHxiCWU/jNE5px5Z6qjgQX5rwaB4zXJV1MdBitaKnIwqWSGzgrE7S1wIdduOATEgwB3hDkYgjx5ASElf7Im9MF0QUBAaHDYSKOiAMFC/iwhFCjC0eUHTJiO488vtlv7W/p65cKd5DWiiEFDodYAQ4W0ndwYYAKsLDx8IHPn1IJ0R/H3SEVakGejg4ZUMGR%2BykMBkAp%2BWqKdNaKSr7Zsf6nn/BbEh9Qejl96BD9vXxX5y0ArE7l6e7vcJyxBhX1HIxyaHhyUqOpT8LLH1QvbEVq8VScf%2BqEbpwueDCo7n3FeIKlMlbhIq2MJVM/SQcm4zkd72s9ISeDw0shPeuCS9WCc7ZCsTgHzaNCsKhq%2B/S6SYnEDeKKZLQVsAyIOK1IJd5eW7ts582YmOC7/f7%2Bhv79/YAGmETjcmba8fFdXaENFSKOA8eBC1Q2J8Tv1EQCl53bp60tzVn5chvrbka%2BWMxgs8OLXHAmNzE8RQSw8qXSWJknSoOhqOwwriXTXizIrJfaDmNjZmAKwxdHX0K4/LxoKm5qyryo6CuXH3bv/p18d%2BWDB6iX30iA%2BfXXQxSVecFfVd9jH%2Bw7OgdTjysQ70lcIdOMqPGUyp6%2BMuq/j1r54tzGzqkpMmCqVPdNaWmnn1wuzscVBMBHkXUdKnMrq3BApxWuY06mUyEVT8iYFWxM%2BsGH5XpihnYyqG2xaK%2Bk4pT4COdYuLk1NrSGkS8YbQgbwNO%2Bw9oFwxUVhf02/XeDre/aRIOZmoIfg3ysQDs0NLSroYLDEWWJOAPYmdTaeeQ9NSLA5MjOx4%2B9Qiwtofwo9vPFxAtyKqgUpVIFk6SRQ5WB7BRkk88KzIUP3yHFEowsDI7a78BJMDIZZABSsS9c5CWf45nlTgguJcf3/Lz7J1otBMtR6kuWUDJXF9GKkgoE%2B%2B/mMuO5jst%2BEu2/JMP0MTemTrXM%2BTEllY13ICnH5sIbHJxTOgUpJVS/bJxzS1Y8xeiCB5YnielkAiKZFEqW0FJgLuYCYqkFLKeBismiVMi9k9sjPj8xCaiIhsNwVsowGU9UMTAzLBrYXDizfXtkv3Wwf7/rCR9caDGywKfAJ1LbwMAgNAy8l8hhoKLlxYsXCQ0X1EQC3gtHGD7e%2BdgmxJLlwmCFWKawpQwXlxIAQ77tg83ElSg7ZMyUfDTwZLgAjwwqGTjQajMATRSU/XjriCXTkMhEF6gR4jrBDn72488/U1/4%2BtNPgOUlFfbJd5JRIWahWvCOPr%2BipPKlulb2Ux6M9F0oKiowc1QQSifkxKmuQEUXp23g3AA2lZewK2MrgQroPqMWE2CgQtaVh0QMspdcNoABrUghdYZ65mRb2xI9YxLvndy8%2BYluSeDCGkftw0ApCfZYs6MOOC9aY7Rhb3vdNTTM0wIo5AIlfllBP5TzhQ5AhcPhtKzc3NLaYERRoewxxQTUEuHXjWOLx7oDcXJqNuzS8HCcJvymNFsMmeRQJTswXwxcxPmBTBlqI7bDsxY9Wm2UVVSHVUcHoJHh2H4GS44OrLh4qvPzs8v3AJaf6a/ifUC4HJ37fkLNLyRRryJ3qzLjG6rBxqrAclw1Qkx5pmXVKmVPjKbyx1Tcx51xpVOpXkhFF6hAjYVUpOB%2B2UyI6opcY7KiYwaJK5Dw1xrjHGpwYlC4nHXBdJ8ZW5txCr/du3zJ8ytA5SFvsq4PF%2BmxjwlrHR1tCEOttHAcRC2t9gUkm3IFD9afFw3%2BC6D4REdHmiYkJNiLcHaEA3qwzZtbZ4wopczJhLLtrn7ycLHcbwySFReGuLMo7s5UZ2ncxohU3Te6qaml5uYsRn4%2Bw5fly8hnV8o6cpk4pzUW3UCUlRVOGcNZYpWVClBLOLqPuM7PXW4s/%2BHH/6%2B9sw9q%2BtwX/M4O25GdjgMzoa31D2%2BRs72ckRIQl2Mrd/f22lPAtNgDuvJ2dWCdgdptYtVaDtELgi0li3WkxhBhPGiPZJKcTK1EEKIeilWoIr4cSQd7eUmtVqIlLeYgYuh%2Bv9/neX4vAXt7d/fP86iIioi/T77vL09f/SC/H7nfj1wIC7/CT0GF3Tisnl9Rykqp0toDJt4gRhdoy1wYlbgVxhXRk0AlydTgQjU2WeD0aDXY4e5BKq3oMJZnsx2ClHRZSiqM1tZl43hNJt6fBeCW1ZmLr/4clY9WX/7hr6ufXf3na%2B9dKOvuvnsXzMol%2BLampeXt7gSml77KAkN/9tbB3dshjMRsWPeuK2lABdzol7EjH8z924wKCshr2PQpYfmqwQ7PczQppTkz0%2BOxg1beGO2KplXorOneZEzxgKigfakFxxFcMW3rWGL2dYZlGcOSqakF19KO6itnczVQyScszLr0s7uISY29E4aFXQTNrkz81/ks48KvCFfUImUfDIPI%2B9K95gILoxK9Ijq6awDsvcW0DqlET9rB2mOTu87jbcUh3MyQlajgrgEMWPCSGUBCDkA2Os6NOm8jabmFMSoqX1xVXJqHVN6/jOt6nl197tS5srRdld13374EEcjtFqBy93mhldZSshhkBalsS9h99O20ozgFeAQ%2BbM1tEJcrD//weyYnCiDsLI5zevQpBQHwtvDlbsQ2VoPJFGcymTDHvzbL5LJoQGByc8EnaC0qT9RoNa2gzkaugxrr5NLiRTfHk2PJ0d/PKJWocNNCNn9CQeUdfheOuJ1byoMJDdbOR7uZrFQrqIBVuU9YZHEhWenq6npAVOxGe0pwncEYPU2uMe5o0uCADmZSwQ9zZ9Na8859iGUpyEt8/DI3mBIsVcBJbARPxx2fXRejiiKRCpXuWf0%2B5tnVl69dxlUwf93553tpd%2B8e3nXpEsrKyyAqz/%2BBW/DnD2%2B/lZVwGOIUiCUTth3efTTt6NG0sqNvQxy5AWuSl64kMIOiREItKzgNcmbSabcDFohv4eVuJJ08nRVJbd8mxGKaBDXnRTTNXpxGAl8NooCx62RWiAp4n7ifSr9g843q0vb2nvz8esmwMCwoLxyLlIThd3NzWRF9xtR7RJ4x%2BcYIhSQGPTLK5TMqxEXICsYrGLKssO8wBpwmTmUAhEXroY0ZmhD8AOcYvJZ4tvkBZQWokKnPJo8/3u3G77hAZeqmyq58cewqkxVGZRVQubz6MgQs7%2B18/9tFlZXPvA1hy9OX1my40P0piwtf%2B8PzT376h5NgT3bvTkjorkzoTugGKGUtu77HOBKh/P2lRwkPZR4r%2BaHqI75dHNnUhAV6j8cCOgxMpsu1oulMJFaQqKJvmp4G0%2BnUQVijzaTpb1wcRj28TFaugxtdq9F5Fmw%2B34hUQFhQVAZp/VpeGJVh7ohxLB%2BexlS/MuPCqpGKqle1iO1Bf/3jfcTCwKjsCna6TK/IsQ94nIa1BpcJvmSHPQVcfxIXtC1eXD1/PTueb6PlVNyYdemkDc5gXdxo/d3pU2GycqyYazBCs/T91XgB4ifPfrJz57kPTrx1uHLXFbwnueXIy2/9gYXrr9E%2B5T%2B8tm73E4d37%2B7u7l5UciJq/Rvr139eVbVhP1j8DftfPpp2N2GlRANRqM7K5DPJyZEuJ7zanfacAdTNk3HHz0TGgdDgJNE0HGy8G0ihab1E6xiN5ReBwDAw4KzVggiBc33/gKDCzT1QUdxzT1SGVcJyWvLC0DPOl3LGUpMLV2DVpL9IVu5zeZGpPGDxStMDJ1IpzGJUjEkWi9ODPMCT0WoojRqP6xz5kmC0%2BPFIxY3%2BPibGcCntstjs9NiYqyoqX6BHLOmxj86tvvzXy5c/%2BGD1hiPnPngh4a27OEp/6bMjp44%2BzzNar732GksD774FAeXZko%2BL9sAZ27Ondj1OzVRVlS1adLZs9xNnVorK/OIz4ScZF0qdMSGWvc6cFSsATdNxQBUHNpOfaVNcXDDONKDHO41GrK0hXPhSVNTaOlZevqe8vBXeHQPbch9lBaDko13pZzrsYv/FfgkLcsF4UqXCGJbf5kvJSWXvEZMVpPM/QVQUVDaLlhegwuZYmuaBLtY5XVkuI4g35sIter1GhyGyResVVwKgbaf7L5eCsGBHgtUqbmUC%2BxIPVNqnwqw9UTmG138ClFXv7QRZuQZUPvlp/3ufrN5deZe2ybQcOdXN277wMoWVHam7t5k6Zoqe2vPUU9hwMlb7VFHtzPqojpJejPoxzb%2B2gSTkDCHBzpbj9A37UOEcJziRTtyKo9%2BxMW5yXhyyOhPXFAxujEZR2WiKC%2BKZdmFVSxfSBSwBT21mbWJr0VjryNhYUS22uySWZ2SkMyqouvpFKClRqRAm/0/ydWsiG5bXp6LCzH0p2ZUM1uoCWEBYDjAqCmMPskJjLNM7gIo%2BYDQBFRMODkaDrICw6HHkMzMRhYVdx4RUYsnkw/sj4JmRrCylPrHOzgg3WPtjX6i2IFy9GXOs7SZR%2BcuXR7D9FXcm/nrNe6s/KUvo7t6168rRlpYqRgUTwb///cPR2pmZGZIROO/u2fPGzOcl2OXTe/bgum3sNBxfzIEcxxN5PDKSRqRw7gMVGEGInNTpGnX6uKbjKCpIK/J4w/HIYBzISVNWU7AJsaCRmbR7nE4nNoAXFdXW1raWF7Xiz0VjYPit6eno3PbVg6yosUz4wsMWquwLLGoNJnW5ZAjnmJr16HBZkc3KA2pyaYpzOi1GT8BhKpw0gAqbnjbCF6nX4A2ltF3GWm6l%2B8oYlVj0j9GMWEdGQHqWsj4xkKHsCNvVMCpfXG1ri3lpFaqwm6s3vAxUrq3%2B4KPLv7699a%2BfVHVjV37aZ2ktR4Ss4DdTyfrasT3vvruHVk%2BA7gIxqeotOwhigju1tjdgq0UDPmTOo0kcTgZlB6UmOXmjbvPeHRuPo/AQlkhChp1W8KFZSCUYHYQX5aRlwOJ0kntTq2muba3Fmyfh2xgEBnj9lNudHhELlqVf5F0uKmJ8Ji6KYFKmwq19hLIxX919xE3LebnxmAeRTccjp3VOu9HjKSg0GdEWBk24qQnrE05s/MZ1GeXu8vLseHCF4dlTiA86q9w94gZbs5TuXkY1FhtRo65FEpWXVt1Zir/9l2trLiCVTz74AKhsuPbXF4HK3e7ut98mKv%2BRNNjvf78yF4cxri%2BlxTlEZf25jpKOXqRyEN9sX4e9LDKQuDiqEMXhkFSTQmTwNO3d0cUFBbkkMylCCRNYTHFZ8LI0Uc5ei8tbNbmaWg1IygwjY6UVltaQtdrNwEhUhA6bFU1KVOolKorZIoFFSeW8TIUtSaCGsHmalAJnsybFGHRRzDXtsKRYtHoLXlFKezWtuNMRy3bgcMV2IpWldN0fChDrUcB4P7anbZasHFu19KW/vHrz2Bc3P/lhTdW5y9f%2BClT%2B5Y9Pr9l67f1HlYdxE8jdlpbu1yRheS33qdo3cFrmXaa/QJ1FVUWVRPUexMbwg1nbUY0lZ9ErHohsxNNF3zby8TUOBtunkyPBbh5nssPMD5MiYENKD7QYGBtQZ3FxKwYG8PZPjyfXo6HYfwbQ1OZqiqjzxdtKYPoIi0zFJ6swjoW1jQlZ6ZPKK3LSRSEsMhUJCk3jd1HnkdOTEmjOzNQ6giYI7oOmaIfdkqJ14h1/GEiCWRkZsY50xlPiOJtKxS/RBYuApZNdCnSHdNtN3KWjovLFqr%2B8%2BuonL109tvSHL1uq3rt87f1PPvrgN79%2B%2BvaXW99Pq8S5%2Brcqj67Z9VC0ef/%2Bq7GxkoNRY9ys7JmZWX8O7Dx8RyYgLJga27ZuLTBBIuDXr5BOV5cYLCQ2DE4T48NPJIOVLP1OZBPTZ/jRG5EL9Rxhp3VRLaDRaGo9uVGWjgItNoxpGt1YahFUuGlRUmHXyMo5Y75ep11ucymtFtaeY5FEZa%2Bg0kVUHmALa%2BJYYrPRlCVRwbEprw40rZdq2W4ITtANWxYbT9Wvl5Zi0jibihR08w9e6NtfvEQdr%2BCkyquvfrT6qVVXX/3NkfeqTq3eenn1B5/85o9P3/5pw/stlYdx62jlZ5d2PVz5e14zeW1mz8zZ3hmy9Cgv66NKqkp6wdaDsBCWg4jFRGKCTB48eMDHPR%2BwgU8uNEyfMTeA/wynKRI1H8cjH/7nTV3IBRcdQxitKYewv9ar8Vg6XL2pHSA4Gk/AaZ2aL0NhmZcKNRUKWl7/5rc9gwq7EiE7x1K7sYKKQlQElaZ5em1zonVkzGN0BaM5FVw2p9WhI4aFI6BCC%2Bg7O2NjIWCkmiTdMIfzFOw2M6QyXIx33qupHHv3g28/Wf3u1Q9%2B2nmu6sjlrec%2B%2BeDyb55%2B%2Buk/blj93DOH8QK%2BZ65cqnzypKgv/uHgnj2v1u6RXbD1JSUtjMhZ8MLI6K9cHGRQVgCRHYrpwh2irZ00GpMadsj6NMXJv0Ui0hQpH6YQu%2Bx6HbqeTktAg/njVk3AZTBM2nPRAxhLzNSl5/UrsJASY4mXd9Sh5HxmVqROY6KSLlORDIsKCu2tYAPeOdpMbGUrDxgHTEGgEgdUkhxJFhRn1GGtiVY3rgymG2SzicrSOy9lW7FQzKksXVq3b2qq7dhsKl%2Bs%2BujbP2/9aNXlL3eeOtqyeuu51Z/8y6%2BByu39q9%2B/e/jJk//8JEQtX5/8lAolKx%2Bu2937xsxHnAnAGautBSwoJN0oJaTAVq78qgGhrAAowCJHeXao53P4mWamR/p1HD9NcSps%2BJFdD%2BbZ94LAOJ36kNudqAk4wC1NArs/gz5zoqZ6UDYsnMpwBdWM3%2BE3RaMSA7uSV6/onYwQk0Wl1aIJnEM5P0tUWOPRCo/XPTLSmR0Czys6aJoOxhlwBw1uw9RS7pjuY6A8F1FxE4aXlo3QDb/iuvh92fl5MQjlizAqV//y7ftbt7567aedp1qqrl17b/UHPwCVH/%2B44ZNrFxJAWN7adWUXNqiu/HRbwhO3jh5dBEorav3MG2hT2ImqQibbWaiCVD5d3MQlhZjA/0cqGsnDufPEXC6cB/idgcIz3SXRkQAxKF0MdU7Ogs0QgzaGQs6CXoMpmDpa9FRtVMe4NpAUYlD6lSpsWBG08HwY94y5A8an8BgXhQo7QPUVYVVylFRyvFhC7RwJOPSTrmBkNMRWRuPkpGPAwnKU3laK7TkWcN87O%2B8glXjsS6DWHXabVqyveC4qX6z69tz/%2BOnatQ1Hdra8fHkrhI8//PHH2z/e3vovv9nfsvvhp5VXrnz/6fMnP32YUHl315VHaWUzYxCfVHWsZ0Ro3vvgQQGlAQKWk9si4%2BBFzaFwJJs3y1WKvcp%2BxHmquXY%2BQE18pjeGnWkGBajsXXD%2BRuP9xpDOYejdnrW9F76aN2ZSDcbUXutFpV2RQkkRtJyWqeTJVKTBIoUbdkNMF4mxLwZlHnV/b1zhSQQPqzM%2B0%2BHRxTmCyUbQYtQRiovOAvqADjUY3jEXT4aF7mG6g05XdudSLHwvXcqC%2B9gp85I359BgX1zds3rr1p%2B%2B3LBz55ELW7eeWg3G/sfbT6%2B5du3XTx%2B9sLuy8squyieByuHDz0Ck/6i7exGxWM/lBOdaSnoZlZO4QnP7uoYsE%2BovDoWInD%2BPuVdKwMpJJal3JHxcV55uJy3XxbxrdB7QeyBROX/gRnVGY6PeZYJ/ed323hL4gqJ6e10O98UJAEKtFUyDcWEZFlT4PfcU2yv8YkGlWnKO%2BRCLeriIqHRtXOHMtFp12Z1Wp7N1cnqyKTloaApG4z4gzFFCJOnx4ip/hiWbEpHYrod3LXZSaxjl9tEtjv3w2JxUjr307Xvvffnlhg0tR46c2nrq3Cc//PrKpUtH/vrDH//%2Bx7QLZbu77x5%2BCAcvdU3r3rWru/ssIqmtBZMyo9HM5GKcwrA0NGAUmWWajiP9JUFBJiJ/cUB4NvelugWK0Oa5Z0OFThOHuQ/wWe8fwMRuyO5IbaDZszLEMt7ba59ickJU/DKVCnXi5UMFFUXZq3SWtVdQyckR/axdXWDqE72J2fEeu9VjckUHk5NdWXGGaBc2VcDByAqDWyujgsVHHCd%2BCbCIPduMSnbsFJmVWVSOfXH11T%2Bf2vrlziOnjhx578h75y7/sOHKlc%2BOXNv59I/PfN9y4UJZwpOH6Vq%2BskeApfKtryu39/aOz7TWzkAMV5SbUrL84MFFJYClYXtW1kH4GtEEdHXRaxrVF0IhGjduZMgHf3WDH6X/qR5FfKBGw90H0F8HGoGK3tLrsJgaGrZtP1gSBXI74zLomamf4D8uysIiel547vi3EaoYMl3pGMtTqwoPLEchKvNAQ%2BkgdPdEh6zR0wPR0w3JBjAsKCsDfKGAFrfFW8vxVizsNhwpz8bryJcSDHYtI7w7ld2z8Fg4FaqrABew9%2B8d%2BQkMyym8M/fyD0d%2B3HX7NlD5p6%2B/TmtpKSvDFZM4rpK2u/ItvKQ6ISFh%2B9nUcTgp2tHRlPFNqampOIXfEJyGbxQ/0gNUQ5EbeMX/XXTzimwgQ6N%2BChwM2poVQlKQSkZ1ozYqqnd5kiN48GBqB6jUXEuu0ZUxcdFHQPAmbmZYfFLHy9A7NSJF%2Ba9SvkXoLznjImTlABeVzWQJ%2BeuEXiN2T2ZmaCRbkzRpDU26kqLjIpNNpizM52NNknYBaTWZiAXzK8twhjhxZCldRv7uUmo7BCZ1S4FKRM0sKsQEhGXVR89uPbd///4NeC/Y1mtbNzwNKmznl38PVHa1fLampexuZWXl7t27Ew7jXrAnuh/t7n4i4a3DCQdT8caHlE2phYblBuOAy4XeSCSFFV0rmKYRVEhQiAgeoS7kI60g4BkOGYyCDIMCVDbfv9GYEcidyUVT0juNG386OnDJbk6/zQco0Anz%2BxXmXqJC0oLZsFfqVdMr6elydjLMqoQpMKAyoG/ODLmv6x32kFWnt9incauMIcj69bDPFqQFr1nyhsrBT0OdlR0fagUqq9CyLF3Kr87cNxWbXccVmEqD4XoQVGHf/vnUixv2r2kBMEe2fvnT04Bl54ZL33/99d2WS59d%2BiztbkJl96O0Wwm4ZBEXSuO5W/nM3SfOpqZuchQWZjU0RMZNT083YUpSEpWcvTKUDAlKejrTGO3yedy8u5jflbZ1MU97wWYwK4254GyMdrgMXdOujo7eg8HIrOB0um1uKu/wAF/u23slnxRYuzRwrxqMFHpVVe0SVFbodZneVqtH620NefUajzMuOfl4A9u87MKOTtJhWj3YHrpUFuc/Or2tJCsvLaWcJL/yNzZi1ZI5qHxBwxJvvvvtn1984dSGDftfbmnZsPOnn56%2B8uOVIxtuA5Xulh8/u/L20W68g%2Bfto2mP0ugmJXzz6O73d7/vLluetXbdtodfUZGLJa6aNnK3mBQYvNrmgAK%2BqOqo%2B6/VZla1fIjCnwXn79/IaAx5NbWBcdd0MBjMOhgMmgCKvt%2BGJLDpuF/lGldIVPggBciKWoGVhufxDxzgzWC8riJTQf2V2er1lodCupA%2B5PWAsV8MKiy4Eez9JKa3QYmlWJyakHWEQQHZ8GaSrLz0EqWKqWa8L1ay9Sq7gmUvXKuz6ttnX/j8xQtHsOzesvOn/T9e%2BacrR/bf3oVUrhy9cqWl%2B3B399trXt5w5NSLL754717VhaNH394F59Hukzhit5I2S1BthIvKinmSA3ZfBaU0XSLSQye/Rx7tSZfCBf5SZXOJe8XwCAtJ0awcgE/Yqg0UJDkmJ7sOGg72piYZTPZ6H81M%2BFkvOE9QKvP5EOLzCcp6ZZNxuuJflqGoKsPSSNGKSZ0OQ0R3PATsVn1jYqY%2B2IBJJlRh0y57Em5xsFtSAh4vo4Lp%2Bn2dmqKlL61aReLCr9dAv9i8ZC4qtOno2LG2N%2BjW4CMt2NN1BKj80/fPtOz/7LPvv067AFTeLrv79d3PcPt71YUy8MpaWuiyFRCVR4f/QFCoSE/pdxQVHoBzW3%2BgUQkFqAgm%2BXTQ6ObLXNJVqkw1886ZoACCBruh13jthixwfbpcqY6OglH7ZKOfUbkoUWHSYoMjTMtQDWvVfyV/DirhlZUwKmyEOEeXCcGKO7vTbY1v3BuyhpzBhuSVKxsMpjjTtBGokLBQL3jIms1L9K2eRBAVhmXpPn4bDQQrb86mcpWwFC85duzV75798wvfvXjqSMualg0/rbn0feXXR1tuH931VlnVFdBWZXcP72r5/IXPP6%2B6%2Bz1eq3Bl167vK5%2Bp3PWoEkcgVzIqkqhM81hv7wI9iYqgUlqqkBWCAs4plc/xCfX0qEdJOBi%2BukOONvEhoVL0JBV4PY7tOJncABFTR5KjMQ8J%2BCYukrQoc2E2RaWFdeoLWVHb%2BgxlsnhuKvNyIBRJdLvLy91evc6tP%2BBOtMDXsO2rZOwANQwkJeGSwKQCqmhnWlnOfml5YuYI6C8lFVBrU7ICU8oKawcrLj629Lvvnn3x8xdefHnDy/tbflqz/5%2B6D6etWdPSklD14oW0srKqhN1Vn1fhKsnPyyorv38Gqy6VlXe7E3CnMddfKCrHqazSJWz9Xq7AFFDShQJjUDAZhdWnvnzGRtQFVZrsvmiR4%2Bk0NPY3Dliixi0ayyRYFcNkUkeHxdM46IfHX2HzcXsvZcKEsGCEPyxG9ICKYgWC8h%2B8cUDJRHLUuc%2BxQ%2B/UYnNkKDFRFxjQuxvjrU5cirVyW7AQzL3DSDNGDhzFxcwxXnCN3SyhwLur6OAkJHW5IpWaq0TkmCoPduwYk5aYqy/NfPfdCy%2Bee/EIQNm/4fbLl9K6u1tevvBi2r3PsZmo5FbJc1VHf3fqvXMvnABHDK96g3P3CbxTYuWnXzFROaOwKqpghVEpVVOhRlSgMoiDcH1cYoSNUU75iP12otEXHtP5fwQqgVxtIOCxd0WveOByuXotpfn9KCoVKCwX1VRsYVRQWn4bka/WX4q1baw9T9HJuleWFbs%2BxZmZmEmTzFrHgC4UX%2B1sWLftzOLFB42uaYMR3oB1wduVnNgDGkLLsqzT6vHckansIyqxy%2Baf5sFKeE8%2BazqKWVW0fua7z38HZvzl25/dBi129EJay8vw6xc%2Bf%2B5sVdSiko6zJfcuvLzzvfe/O4sbWt46/BYGk7h/Aq3KV4vDRYVRgQd4/37jnFR6qD2YqAwOcolBZ1XCIjvLcpaQHTBV4ILBC9GrdeYMdDVFNgVNLl3fhI0BkKhMCLsSJisEpj5fyIoiLSlRkZrA1NEKBE76gL7Zm4h3lXgCdqMpaLdWe7PWJSef2RZ0DLhw7isOvhqkEgjodSE3pYfji7TZq/hhs6uIKtZ3U4IS1pPP9lO0jX28vnb9vaqqqpaWzz5raak6Au9W3fv8uWdPnFgUVbKopKSkrOzCi6d2vnjuuYSHSAUvrHwSoZykHmJZVKZ5XUXywJSyooYihIVdpSmJTE%2BPbPkVWOgxUe6MxK9Rl9no1entkw8g2F5g7SNL76sYrvBhcD9BQNhbBmWYnXeGmLRwKtLKNhUVhaSEUcnRB7SZRdgtaG31WIwmU5IuVD2d1XD8zBkT2HkXjRiAIhsHKOiEYc0r25qoGbkjUXmJj3pmx9YUP44KwxJz/bvRmfXr711An/foZ2lVn9%2B7d%2B%2B5e%2BtPrD9xAoiUpKaUlHz8QtWa/Tvv3bsFyquyEkTl8JMPT356kjWvyrY%2BuktOjGzeLEJIpJLOoOA3sisSkzwlF4ElQrU8lTxV0WGKoOF3GzPu63FCckfO5th%2BPznBNqLCkYDRD6NSIbAM1YgbcaRcsbxJ7wBncl7OmvIx1Xk7nHpPJl1BDvZb5xwwuQb0OuuAKdjQsNhUYLFPdkH8hKM4BSkBzLngVcmtmTpdZh1aeq7BqJ0VRCV2i6TAlqgm8HB2uBjRLKtdP9o8ur7qbFUZSMoivAf9uZLnTkStH%2B840dGRWpCU%2BvGJtLdbfnfhwqKzT0BIWVnZfSthG0A5yZqJuVscF8cdMB7Yq6hg%2BMxiSA4F1BbDQuIyyKVFNM/J5oW1MnIr/I//SNJHn7A6h6aIF7j7Bnl%2BGB%2B9TQiJlAnz0bgky1KaBRXeYCyH9QpRCZuOkJJyOywBXVFiK84KJ4Y8Fkf0pMWub/S4QFq2GXBbxjQOFxiMSaTBMKXvxPvj9Nl3zOY7ZsLCFBhQyfZd5VTwkpUwDUZNrav2vfHx%2Bubcj08sWlRVVQaS8jEIztmDHR%2Bvj4oa7%2BjoSEodP3Gr7ELLrrtvdyegpX%2BrctfhhycfPnmStdtzUQmCAlOkq7ixv3GDKzB8ADyw5xqsng5JS/3goFKJCTUmY7khtzOy/uzS0lAB7kV23sgfzPPLhUeUlYsX1VDIsNgqzMND7DAq7RIVZaL4vsr9kvM%2B6II59RBBtoIKSwzpPAEI5JGKbtIQDDYYUuCLmQzSZYp09ShR0eNSAavtTt2%2BOpIX5hdjM1JE25tfPI4KysrNq3fefeqFE80gLx8/V1L13KKSF058t37Rwe0d65tpNWtSqmN80aLnnnjr7tGWlrLDePNd5aOHCcuffHLbypVnZLcYRaVrBc9XSS4YUWHJFiEqGNfnK6iw%2BZPBeqU3FiYtUt6ffz78lJbes6mpk6X52J7H4kXAQq6xCCFlH8zGipISFbaRQpmXlKnMKSoY2Q84PZmtRbiRFGdonEkDWEzx6i1Gg6nBleJwTU43ReL2IHTBsNACRIBcaGpZtTs%2Bvg6DlTtsr0NsZ3bdVZmKSoNdpYCl%2BObppWNj3/6uCmesPl7/8Yn1o6MzM%2BvPbjvpGtXmjo4XdKSmbkotKUt4VHahbFHLhUWLnnirMq277LknDh8%2BuTJ5JXPAGsgBk6yKJCqyApOpSCqsT/bDZC75PHRhir80PGuIUFjOyttRcvZsbyiijzdN%2BhFAxTBzw8Kp8MQLh0JUVG6xkMgDckVhFpUBu16Dd2C1FnlDeMUPJlecTo9eb3e41iIV13TymUgDmhW8R3HSOB2MbOrK0TXmePSbs%2B9QrNLJLzKNjTkmIsgwKnwzfkxbXfbYGy9cOIFz1bXroz5uLpp5Y6Zke3JkqiMpKRWgwCm8VVZ2q/sRxJTApeoCSNQTDw8fXnz8zGLZqpADhl6xFEJivCeMPWfCY3vMtXAugsogw8Kp9PSoOk1lLHzEt7pUl9p7dlEgHT8BNn8DFrTsFRTgK9SXEBaUFjOHwqmkp0sumFxLUAeQiu3s8wacWryZrLbV6231ejxExeLU6vWWJEfQYElKdUUnr0wuNOKFF8AkemNDcjJQyXEO6AdC%2BzAxua8zFnNgQMV39YvHUyEX7Oaq7PixNz6/d6K2GV4Hueub4V9uXt%2BRmtwQPLjWVAhICgvPLr/1REJCdzemjC9ceK7sFi7XWbeczagkHxeSMo9ldikzcp5nJrn%2BkpL3MpV8jO7rB4UOYwaGjTCoAhfF0DWJCjt7e1NLOjIj8mlOYsIPWJAKhPfhVBBLBdNhZgWViFmykjGHtd8rZYxBMDzY41yU6AVJ0XrAZODSJaASSClwmQoKHMboM18tdjnocpnouOPJx5s2wnPpmnQm6TqJCQ5KYgYsPnbLmz9LBSdYzPsAS9F3YPG9iWO1mbW1iWNFtetTXMnBOLoD0GDKAgg4dIdQWsp2H/5nLIDd2k0XjxEUrHWh9yU3tqD6apRtChZV2klcKFvMc5N9kisGojLIDL/KDWtXj2GJWVI4EY2TJR1RHaE%2BhOLnZh08LRSXCbL3mDMWaGy8Q98cTkU0gclUpOBo82aVZ2xPcWqbmzW1ia0aT4BdfQU%2BIO2XTikwGgosm4zRi79aaUQmLlMwGId3tSRHzrPr7Zps3NVKO0Nil8XGZrfblrz5BcdybA4q5IOZsQ1jbKwIFFjtyFhtYjOwac4d7QjGrbBvBJuR3LBu7a3lt8pAf6Xd2g3h48knEyofpd3aloyjQyQpwGTeg3kDkqSwvKTkFHPtRWwieAZfQGGmhUkKD/UV3fISFUFGxD4R7Y16rSexb0pQsZFZGQY0vgm/MriXrD1AMausfXi/UcaNWXGkXF6xQxACVIpaaz10BQNRKbDgHSajBYWGpJQkY3TyV2ccjlSXAeeiaJYqbgCCKl32vqX7rl%2BnrsnYztjs2KlvJChzUAEmMVeLY27uw%2BYYupGiuWikiH7Ozc3dZHANzDv%2BFfq%2Ba5ffwpOAl6ytPPn8k898v2tNWeE6HB5CKNNdYV15ihR%2BqYJKe7pwwXoEFdkNk2KX2VSUWOAzpvMkQT6zKQiFBYsQreDD9zF7T1D8E0oqbPdODfeMJbOi7KIQ7rGYU93Mm8Fw21RurkZThPv/ApaCAgsu9MON8rm5oymOwtSUJFfcma%2BOE5RgMPJ4JLxiuzwaj8eKJv56%2BXW88Rfdrx7QX7ICe3MuKggm5k5s9nV2005r7Vh50VhiUe7o6Ogmg8FlgGA1uK7h4Nmzi8rW/fPzK5//Cu8jPPz9lTVVixiUyLhg9LSiK49X6zGskOy8XAwWfjFP5aOxn4OKIiPWrng1c4%2BYwh6W4BycYuPcigjejPG9qHqRFmNSRL2tSKVmtl0Rn150djCBwYj1ANsRlpODe8y0tBpIq7VY8JpXCyixpCTLKDhJox8XbEp1OKKDixcHjYWG5SZTsCky%2BUxTjs6rySy/nr3s3ZEx3OCKzld2fI9NqnbNRYVDuRrTtoxTge%2Bt5a0oKqOjKalZJlchXhq0PAug3NqesHv74XXrDj988vDdK2suLFqLQ1qR0dPBJuYRq6BgwwOzKTzPQq2jynoX5Sf7FOH9oPRuvZTYV7Rq0Sual2iEb11PTrFwgDG2Bw1lrpgQyXzZORaJsNlU0kvV3BXpfNaZw1aCggUJjNItVVqPJUBQCkBYHAVa3AkEAYTRaJyOXHkmutAAVOKCTceTN%2BJqp9bW8pHszuvlYwCFToSy2vV4KiArMXdwwz6cRPwBph6lMsnQkJVlHI/a1FtYmLroLPpg4BmD2e9OO3rkd/eWH2%2Bi/gnRPjFPAeU%2BT4swKHKBvoczobBEWJRByTUW7w1KQUt7hBILnXZJUPpk9cXtOVCBM8yq9yxBCX/SP2HjHZScirArYViAi3eB7oYcGmVk4G/ex%2BWTOQNJBXhz%2BGiKBa%2BxLrAAEktA60xKGm3G13DKuDE6Om7xykgXE5XI5Ca7Dq8uDUHIORIPUDo7QYHFu7NjY/3FaiizbsXhWNrQ3tMS28SR8vIitCraFGPW4gaDJSWpt7C3BKiAC5awG6KWtEdpLVUABTTbceF9KbuKWfZLeF/C66KokCkvbuXzmaSIBQYKKoM8xBc3nYdRkZLOg8zOiyIwPXRgwrD4%2By9OcAXmU1MRUeQsKtUZuNJSd4Dmu1m8Ci%2BpUlJhYFYYloA2oIeovQCNvUUfACreIhSWAtf0dOTixSaIIgzByIYzkfbMUCaulC1KZKsCOq/j7Gp8ROzUaVRgCrsSToULy9U2M4U2I7RJEKKVXO3oeJIhebHBYnEU4n1BtCYXu8Ge6AYmn59IBa15ho3ZmVhIPycUOccSwTxi4Q9TFbJeTGSLHQYMj5yn7FNEklIfWbpCfREUvkJvWFAZxlyYD7taqYgvfDCeNX7HPIuKMC0ZoVBrrcZicTYKP7y6PSK/PeM%2B2PuBgaSOpPEoHOdCKMAIPDCIYCxJKc2gWkZHLdORxxcnBwtdhVkNZxYft0O8CVENLnJrLadNx9dpsjY9u%2B908Zs/LyuEpLj4UExNHW1LGCkfs461gqh8XJBkDJ7JstuNeJF5IeivW09AxLI7rexC1b17m9YlH8fp3jhkwhLFPHkv8sRKO49iQoGhHKPU8%2BJKHkuWKNggmD7pQ0iNyZmRdPYpSX8NDkpxiq1CSQWxQBzpmyAvwC9TYa4xSxurqWCKMr06UecM5GqjCjqMSfpGttOlFL5wRsWelNQxPhoFcSO2RmLDxI4BugAjyTEKvlFuICmYfKYBJMW07syZBpfe2%2Bxtbsbr8AAKrja/fj1%2BhI072w69GW5WZlMpJixttn2xnaDEEkM4zQ5qssBhaEg22h0GiCELl%2BNW1icStu9OW1T13HMli6JNoEODfAaLxfTzVMl7AUVKRvLXvpz7qu/j29b6pZNHcAY5Fenky/Feejr3iXvyuUs8wcsqggnKyhAVWcCcEBWRNa5gThhCo5xxvopKerpbP%2BCwg4ro6EjtdTmcjUzWAX979YHNm/HKkY6U0YIklA9gsmNgx8C8gXmT2D7hqC1q1gYmI5OPI5S1yQ1BuwfimuZakBZcqJE4BrISH1/OoPTfXPLmm7O4qKkQFzgxq%2BrIsoyR/hr9OGWT0bQW11oDleXLd68FUdl9tmzR2UWphVnJbBEIJe8jm4KsKW8AREUvDP0NtaRICeJBprl4/VGsJvT3Kw7%2BgRTGkMigfEVEpHMizHnIp4ykn9n5CSEsFLqTucffnPBLVGyswMJlCWXlt%2B35PIxknze9%2BvzGOEcSBOW9yw2GVOOkXX8DHT74l9Cw6HLAqKRoCxxJk/Af5Xn9gXnzJicnHY5CbW1uij0I7qjDaFjbMI3uADYekaQUUeYfdJh1xGp1p7fXxLz55s9TYfoLoshDEEiCvY8vx6UPzVoIVcaTCk1ZJqML7zMvpADyFhLZZMxq4DsM2FR8U1OcslVys07OEstQ8hW5YflnUkGyrPgZHMqEYXaMH1mNcRuFskI7QvKER6z0fIdqhlBibBXohMlUbDIViu0X1svzwwy2OyductLlcJiMdE%2Bi0TipPwD/iXaIrNIPoKh0pORq8e7RHdIecJSWyRVGhyspU2uMbkje6DK6TEGDPcWSotXo2D0%2BKCy4uslKE3npEebiJXNBUVDhlh4EJQaorALLMlLUDIYrKgVilU2mg0GIIZkCWw4Wf1NKSsoml4lpriYCgvPwG6WxrrA0C1dfIoQflJ1gsumU8lKoL0aF/gT1Wz33B2hZQZ904SbLbtLuKcrc4/NGM8KoDDE5ADCUdOF2hddd0K4MszwYqLD6esVUN1LJWNE1OR2M3BY0JTktEKMZHXbcCpcOvnz6fT04wAUBj8XhcOVIq41ZO%2BcOo7Ew2hMwRTaA6oDHZXCAycHZbryWBGvJia2tiSEc/bJWp/fUHDr2C6lcLT50tbjNXIfbXsZqZ6I6UschKEqFf8BojKbbBgoXwVm%2B/Na6dbRWYl1DA87DC0mJlkRFXaYXyRUWmEg4pISXUlAICzcu7KMkNdZXL7KVUso5vy%2BPxfN8vs4sVX8FFZAWKWJRJ8KG2Yfghmlpogip6KJdLrwRJis47UpKihof73A4HJbNGe7S0sYFeqfF4tEGHEZXjjT9xHoGN9%2B3GwtdDkswedtiiCMKDUa7HVc1teIugKLQWHmitbw109saarVWt9dtWbJkyZu/lAo6YW3ohWWXF82M9i4fbx4FBVbowI3jBlehcRNA2bSosHC5AV4Sa/GqoeMMC43VR3cJUZFsihAVHp%2BApPD9tnmKWooKifLwD%2BNY%2BupFpM8eInzOvvo8Pz5yzHuRjAyZuf/FEsIQJc6mIs3iITvMg%2BXzjnxWt95h6Ejdvm1bVlNWZJZrPApvwgaBsTRmWLGVBtxhHdXppcFO1jO4%2BUDGAryvbwCpnAm6XIUOu1PnDeECM7prtdxanhjC25YaM9L72w4VvznHOTYHFUQSczMmZpUN7P31PWNPRfW6mkc34V2oDjQrxqRNdFIKb2UVGnEn4ca4jZENx9mWlo0Uqwxw/UVxisr94m0TLGJnWwhZWKKA4leZ%2BzxOhtkXXjTuEYE%2BlWZE8CgCR6RC77LiyRD%2BGrvAJ/wsO8mo2CQq3DPukWbt29tLo1NTe3cf7HU1bOx1dYyORkWNl3SU9BqdeJuFXu/RW/Q6O9gaZVsa1vSq090Dhdhw1NCw%2BAxYexeoLy/bBpqZmUi3foRwo3aju30iBpdQ/FJZQbty82bb6Tt36vZ17hnDdU%2B5UUmFRgcgMBjwmvOCFOzQdBZsKlxuOghGphCb0aZxTp5mSB/My5GNihyoiBCcl0/yJOnIE0siSfPTNvWwwwWmTxj8fPn2BwpVROGRu1QIwixTqUH/uMLHS1/%2BCZ%2Bydi%2Bo5LNkQ7u4U8LSUXK2dzwKY4HlveMdAdBhqMQKtLpMvGDIDmQsA/r7YmUY5S0hnmnPj3ViwyQokcWR4I/h1ZWZrYCEoJRb8bYCnRegRCxsK8bHP7dZCacCogJUYm62tZ02L126bGTsqaKZXHCMIXg1ZAUN0S4IlPB6ej3eUOEZLUgtO3u20GTaiOPvNIDFO70VLcWlUqY9QnRIMgysus4kRexUvcim5TgOXkNkRiZvUOGHCSq4/FOyKgIKHabK2K9AdkRF0q%2Bo3TPpMvN4pUfKmILEhAo6zpZEgfMJvnHHeG6uJVBgt9gLHAUWTyDgBAnYq7NbDiiGblFVgzc4NXV%2BEqlAQB83icGM3htKDIVaQ3gJrBWX6AKTkDXCfDPmavGcVMLqK%2BATXwWnmLCAsNSgrHSWFxXlfjyKN9E6tq1MNkW77ClO/F6QYsRZTIcjOiuSFnrwjmI%2B1LWZD6pUVyt8YooeebjYT1TyuHaSJcd/kWD4J5RUUIIEFRbmCyo9XFQo0VIxLIw3I8HxgFkBaUEIE361rHAHmvWD5SvGmtIj3M2beguKRmdGPV6dzjkJYcGk3T5g7EjF/BfYej3ICyUuedoyoxS8ZtAC/XXtOUkDxmjA0jQJHD0egtKKy/BDXi82iocy3H2nD11dwk8YkzAq/8DsPJMVwHLaXBeLC5DRNx6HoMm4tmEtxPADFqfeqU8yGjeB%2BuyKjqYb3uVdEQr3S9To02Uq%2Baz%2Bq1Be/dIqQnHnAJuV8%2BdJTMS4Vp7UVCkzkfUXmgse0DMUCOc0/UTer83HdZiyoYISL8MKWZG36%2BiMlkRPSnPIDV/9gQUDro0mQ7TJmNqBF954tDonYGEvOj6Nkx7Rh6Gs3z%2Blc3qcoOuDcdgzqNO0kqig4tLp8KLLULW1/sOY4iUgKQDg2L9hV/7hajHDEhPDsNTU4cak%2BESNNlBQYHG40Cmm2UtUXjrnwI6BFdG0IwIveed7pqRJu/uKHsn0dqmUwlKQebIlJymg735uUyir65vo8wuFI6hI8Usfg9LDdkxySZlQZFpEP5HQZRBLVjAqPnWbC5Urh995h%2ByKYgIQvsNzjndqE9N5l1i1bjoySNddJVk8HnjuTowq5cobQKmfyuuf7594Jb%2Bxunog1eVy2fHCS3DA8KYrXLnuAW8MnLh0P0Appkdd/DjDoqByiDlg/LSRrES4rZk6MO3OJNBYDid8MTgb0Og9vyBnYN68eSvYHo/orq7oacVIhCL5pR6HyGeWnrtWgorYBt3v90uvZmaY1VT8LNTnU0ckKfW89sib8uScpAILOr8VLOpXYPFJCf93hodY97dCWFBc3HpwlaT0/nlXEJeAOCwWeBpO516vGCygVo6e%2Bn5Awr6OvPl1ifYk4wBezQvOFzrFXh2umNOh9ur5EM0EAKE3cyXBlDnjf4jBVMshJifwY0ubbaou220NaTQeJ1385wzgZ9Z5MjMaD%2BgW6HN2gBVZ0RXNsKzgDcWsy1uGQvorQkp/DUo3PuSJWJHJCFshISUPbeIBUmaL/rt%2BnoGRqOQLo%2BIXUYhUNkGzbxZmBakMoyvskw%2BnwrXeUL1wwqQ5YnSP9RlytjK9%2Bnz0tMHgKChwJOFrUy91PGEvR0/9VB17GYF1s/nqIlLA0uMSPYhNUHHp8K47T2MosTrCDIJytbh4brPCmMyiIqDg2w/barLdeNMkfhF6zwLvAW%2B1rroRqw037m/W04LSB2z1tVg%2BJLWzNIaliXlU3ycxEfLSz1QXIcE0O9tUwNImEhUmMFyHiQYxoIJQ/FJoWAGP2KbAMiSdGsrnV8ii4mMumOhsBSoR2AnIEgZSPqw0XVVvWTAdGYmOqMUJ/8sDov2TVEF%2BnqgQ2Oryq88vwIbigDdTR3fckbuKTmtmY3Vd26FDV5msLMEy45K5/GK1BgMskgIDKje3nI4FBeZln/e%2BNT2iOja9NBa%2BymoQls0LGJaBeSQmrEWSZ4lZnFKtYkLZ%2B/o8GYpE5aK/X67fios5sCRVwcCosbDQnlVmJKMyITKSFYpql6TEKHyB1/AEV2HcN/bZ%2BN96B7OT%2BYr1YPKGCkUzUmnG%2BZzJaZPJleNccL%2BR%2BfvMZmIqbrC/3ze/rr69tFGndzrP6/QpAWSip%2BstKY7QNTbGmm%2BSk4tQ%2BCURc1JRyIps6QWWLW015rp2t9vdCMc9lV8XG1s3VR8b0V6a0Xj/vI7NB85jGVOUEz0oL7QojSJOUULBRen1SvUlQng/5tgnxMOVa7cV1LvNwQjrImr4TO76uU/sU1VVWGVFQaUGIQFkSVR4t4WNeviwSsyuWhNYVIUW5caMxgOgIiCgb8yQ9AA78dXWdrDB1Y2hxpBOr/dmegJgVXSotvSk9hFK9RQzKYckSeFUlry5RA1FpcEOKQUFz5ZvcFtmzXzfwql8dPnx9TpV3xeRXo1YaKOJmLBewEtcjYpdIO2KWVQqgfASirqOQrIi9ZwqSuoVVJyycTIsnmSigj/qFd6X1JKnpCIx4QH%2B8LBPyIo0tsqT%2BkRFnvRXzOEpmSh7nSQm6SEwGxqP1mLR42rY1lZvwBNqpbvKQEbwsgt4JzMTVHrdhzeZ78X0F/nFx7hh4YqL/GXAdujfoNLW1vYhrgDEUMxshv9Q3fypvvz2UsBygO/wZ5k5vmAqrONeGg8mZ75fkWdR5oZFVDIhZdkZFTZlwuNw8spQVHgdM09COSG7U6ynhXthEpEhCiSHh5X60CdY4l8DDVavXg82G0qphETRZ%2Bi2ejWj46Ojo9gUlqtp9gIOTWb5SAhvHNMRE73uAEqQG6HIWJYojszkEGIBKDFqu6KGQlRwWSaOpNcMmc3oW87Pm8qPwDvhGm8cADWGw4n3z2PWoZEFuYrmSDn1xS4UkAJHRaq%2Bv583cE2wUiKED8OilIgVEBvWd8k0w4f0030chGUQP3oWFWbhzcPDSs%2BYqJD/QLISNl6Ef22IMvnyupLZVKrlxUyl0qKTdKtOg1lCoDKaGxUVGO3QjtYGWlvd8dbERHYrjA6ZZGRYI%2BrattzccjPmEKmwQ0tmHcaDwpgwKjGzqLQxKsgFqWBbwgQISw%2BYFrxTqRHIwI9GdLnEZim5mi45XsrIUU4Js%2BqgX3TV%2BaShOWazUUzYzxU2TsXXT03HlHWWJUWeoZcCSCmKxEwYVlmGuahMTISH%2BGSQFgoq6k16kpioNFipmCgo1Xkzx8YASlSUJUqbYhn1tNZivGh1x8dDRIEekhcfTbU1fep0202iEhOzhZEpVigzjF2YkOAfIQYFldlQvvlGQQVU2EL4b6Bp6cuPUKy/qZZu6pVfRspmr/p6ZaaeIhSRfaR8Fx8hpYCCUiDDSgtBRp%2BZfTIr1KbE1JdPUTDh9l4QkQRFeMg1Q4wK%2BWH0huXzqcVSiiJ/hkqpMmoEKhFuvSdzz9hoR1SUVotNxikeTWuoPJ5uiYh3tzY2IhKMI6ylUx9uASb82aIscJFhFBgceJf9Br5R2JVwKEoqHwIVEhb4r9Xl5ZG4SK3S7lJJ2XJPkXd0M5MyOKiQFSkZ7KdcsN8vbVMTlkSU1BVg6E%2BQCiVcQPT6xct9QowF0yuf97UolBc391SRrJBUnmrEyIeyolRf7elzGPuw4w45U3Jzi2pzZ6LGOwoKLCmBgEUb8LBL1Za5s8tDICSsCy4939z2zZYtW7isoLQwQAjnMWc2lZtzUznNXnj4AOr65%2BcpZqGlIzvCclMkLwYr8o88uSXl6/EXFAHyirts7oWwMH1mQw3G2i/6w6hICRSRbamZfYaGh5VUFHE%2BUclXU/k5LPCHifqCDrTxMzMzuR0lEO87MJWs1RSF6OaOzmxrdXtsX99UXn6%2Bv%2BY0MCEsnA3JDQJScij%2BN6goZUUBBbGgK0NYwOTT%2BkzFAk0hJOR2MV84v14UU0hz%2BSf6hS/LrDsnBA8GY3IK9SrwyVbI/XXDZmFlML/Yz0vK/cp8mU92cm1cXGaBIWGpEGk1NRQfsytqDZY%2B544/rs2qdXuTCkZx0WZtUe14akfBeIdj3GLxaGpby7PLOzv3dUbE9y3EnDUYtNNtbd/gQSqvb8Gfb8bA%2B4hFCaVYBWYWlZsKWSHPWLIsTFpo/NPvBy5TyuE4RUt3jzy2xbu8hKMlHomNVTv6/T5MsvgmqHOLxRTDwr9lVMySwOBfYenJvDz/hO/nqNhmKbEh3A0C3pzf/1gq8tIjMeH9WIGpzrCGPCmjzWPlM%2BNRubmjo%2BB%2BBQCKRlveSXdGREzxvWMQUxCU17/5Bh7hN6%2B//vo3BGYL6bBZiqu4%2BBdRQSeMY%2BHSImHB4GOqXpqHRzhi7ZrUFDk1JV9zKlERuUHfhDC7PlYUGeLiIXK%2BQwINszjwl/yUCGN9q5IKk9LyPk4FtKxckuRUKFU57FMqMAnNXD7Y7MheKSyhgNFVEGgG9ZU7U1uUOxo1Pj6KzXiZI8vis2NjY%2BsQh3yf24fyASyMCgYvh36BXaFfKqHIYaRCWGqYaUHDMB%2BwoMAQGIIjdQ5T81YftygSFaVLyjPrFSzpMSTcJcJQQe11Q5wTyyxyc0/pswmfTZ07YdzIsODnsNnEzgkeRtYwr2x4eEJ1xORqBaOi3pwrGo5Lw9CA/XYalh9cngqRYy0wGRurBYM/bomyWLR4wXhEbKzvT/S0/vQn6ZpwFRUSlS1zygr/eYuCCjoFP0PlQ0HFLIJtP4Hhfdly0pAVcvl0Yx4vo7CnIGwK9398PHyn/p9h3lhHeouV3LGIOKwI9GlhoWiQlNO/PN6UNRgIyxDjWiM3VSBkm8K0KHrDHkOlVN6Wr8Ry39h7EKh0QEyfi%2BPVo%2BNRKVHjBVFaTbwboNTZamo4k3f4Cth/laEwKnNDeYysxIQLC5opBRXiMkRdbwTGP5/kRdEBLDVt1YvmIhEz%2BtQOKS3vqqDBRZuwJqDHhsyik8vMXuxmGQsZfFnUFGPaDK6KitksUUEvTqQpfRPKyrOKSk%2BYYaH%2B8jmtSqhg%2BfKDhbhIsTY3pQPwdOA0njY30%2B2Oza4TaQVG5U%2Bn1aLyOph8blZ%2BqQYLNyzMN56FhfQ9/m8g0J%2BfR3qMt2phayMEjfVTSGUqb0pqZaGX%2BIQcwNFyAvYIqbGU%2B1zCjAyL4oh5WCEsNjlNoopVeAkeU2Y%2BHngOC8NCbqNvmP8KayzKw7vDFs7OTj7WsMBptCw/iBtHC0a12CoGxj5XU5tZ69GE3BFTNrMUxfI7j1VQgAo92Zgthw79e6jEPE6DycaFHpdtmJLIMhbRCYxMptQlx37ygIXnRFDguxQiqhLwfJ8aT2lJnKTKu5ATdbqFG3wfBzjMRG2IeRE2Jiw4I%2BnjJQFRehZU1Fh%2BnkppKLW3F0QkkDujoRvFNLlaj0Yb0GvcsRML5bYBTuVDlaigpUcqMf%2B3VLZ8owgjMXXMhYXraDPDwh4%2BsWAkpgan%2BMIP6eZsRQhPawdtfJi0gtoZwlIsoiOCR%2BVDogSGcuaXVddEuEpkJRNOBb06pMrSLrYKwsNUmCLDoKKi1GHps4YklVFkeqPTARosJQXvGdZ6EzW4%2BsASCITip2yswYyGYMna/%2BvpDyUw3KpgkL/ll1NBLmEKjLC0CSrM4p%2BuOS3cWHhU8/GA0gIE86d4/92gqj2Sht%2BkugZNKbDWhwoWNYoJIPb0le1DZkaFOuhtiMQ/oaRCyTHmINt4ZlmaraPGVpEPG4aXQI25AtSZb0LOwknj90oqyts%2B5qTCp448SQYDNnpbnF6dBQL7KK3WY42Y4C8o3GDNbncBIkiFLqHm0eRjopV/B5U2mYrCESNtIOVhsUaYN1%2Bq/cqTjYPcKfb7mANGsuJjVISNl2J5LiiKNZ1DrD0Ve%2BzNtH5NXvjBOiFt8o4WqeIrVe6ZpAyZuStH5bOhYZ/cMzsXlZ5ZUUs4E0y/pmM6w62zTzpcLofDbnd0jGoDtTpr%2BxQIpVjZw8JIhf/1oYhVft6mzEHl0GwqSpvClRhlkEWQB//ZCT9rdpTFQ2rvRsfYz/IqE%2BzVzEwJnyAROsusUmAizcsOZ1UhCwr%2BakKVCpPCQpsQPjO5dDXis9RUCJpSYXqCT7MwKuIi4vawkGWWlPBsH9b53TqchcTNX1qPrrG9L89XIb72mj%2BpqQCTDyVJ%2BbeobPk5z3jLLGPPI1ZhX5gaIzOLSfn58zGC6ffL4kJQZD/Uhi3aZtnTqhhW2BRu9vEnJRVmV8zUwM0mVGgiQjhTPqmdQhIk1awqhaFmsigkS76JCQUV5sNVLPxtvowlQnWRgoxGQqJomY4ozbiva9R5dCFr7HxyNYSoiBv2TiugSBHkzxuV2fFKWMJlS1s4FpFKOC3pMQ6GNBlugAI2otO%2Bn2cl5dhRmXhUVFCGzSwQrKhQND%2BiChKusXmIXOMKM4snbRXCN%2BaNFv2Kvkj1ZLdZDLJg8YvQSQVQkf8ZfqW%2Bfm4qKDJCRmYtNMOiN2YDe0rb8/Iox1rBAuAayaiI29qJCUChWOUXCIuCSvGsjMscVGR5qZFjl2Hmlk6gAfFTzwrvIFYMI8Kre5jGfsxKKKLHqMKmWP4sBSty3pi6VDgzak7h%2BQERnEoVTWJlCyvQSJ8Sv8bh/jyJCp8EX4gxVl%2BYDpuVE5P3mbFUHwRk88mdm89XLwyzpmU6p8OgvE6Z49eFrGz5pVSKSVbmdsIeB0YVU7JAws8LWv15fqElqB6PSwXlbRH007BZXlQgV1bEirsh5pNx6zXEE2RSU8SEwj/GsrOsJ%2BFRV8jOBO8KZwkc9BkrKvL65cQcJWwW7liRUzpYL2/xCSOjuB5GmgRgO2N4uyfb16MYL6tRm3qmvr7ZIjwwrLA8Ngum6p1cwnywWSmXuaRFKDIKBqj9RbIvcvDsz/NPSH2pLMBjDqvoZzSzxgdJjXGrXiFHlKK2yLGYK3iQ6BM9Kjz6ULbvq9d7%2B/xs3oj52mZC6u%2BXsaAU2xauaGqaVyq6MtV9raJ0JFFho52sGY1Xt30VfKmC0vuSJAUF5fVvJK%2BYasUU229RZ/GLpYrxkp/XYEJYOJi2WeIiW5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Revista Científica, FCV-LUZ / Vol. XXXV
FIGURA 2. Cuy hembra de 3 meses con pie zambo congénito (Talipes equinovarus).
A. Protrusión medial de los miembros anteriores. B. Desviación carpal evidente en
dirección medial
El hallazgo de pie zambo congénito en un cuy constituye
un reporte inusual en Medicina Veterinaria. Según Dobbs y
col. [6] , las anomalías congénitas en roedores del sistema
musculoesquelético han sido reportadas principalmente
en ratones de laboratorio, donde el pie zambo se asocia
a mutaciones genéticas o alteraciones en el desarrollo
embrionario. Este paralelismo resulta relevante, ya que el cuy
comparte con otras especies de laboratorio una importancia
creciente como modelo biomédico y, al mismo tiempo, un rol
zootécnico y alimenticio en regiones andinas como Cajamarca.
En Medicina Veterinaria, Cole y col. [12], describen que los
defectos congénitos de las extremidades, incluidos el pie zambo
y la artrogriposis, pueden originarse por factores genéticos,
deficiencias nutricionales maternas, infecciones virales o
exposición a tóxicos durante la gestación. En cuyes, si bien la
literatura es escasa, estudios de Usca y col. [13], señalan que
la consanguinidad en poblaciones cerradas puede favorecer la
aparición de malformaciones congénitas, lo cual podría constituir
un factor de riesgo en crianzas familiares o de traspatio como las
predominantes en Cajamarca.
Anzaldúa y col. [14] , resaltan que la importancia clínica
de esta anomalía radica en la alteración de la locomoción
y el bienestar animal, lo que repercute directamente en la
supervivencia y productividad, dado que animales afectados
muestran dificultades en el desplazamiento, búsqueda de
alimento y conductas sociales. Basit y Khoshhal [15], identifican
en modelos experimentales de pie zambo en ratones, se ha
demostrado que la deformidad se relaciona con alteraciones en
el desarrollo de músculos flexores y extensores de la extremidad,
así como en la disposición de huesos tarsales. Estos hallazgos
pueden extrapolarse al cuy, sugiriendo que la deformidad
obedece a una interacción compleja entre factores genéticos y
biomecánicos durante la gestación.
Comparado con otros reportes en especies domésticas, el
caso de pie zambo en cuy descrito en Cajamarca coincide con
lo señalado por Dennis [16], en corderos, donde la deformidad
fue atribuida a causas esporádicas sin antecedentes familiares
claros. Considerando que las investigaciones son escasas en
animales.
CONCLUSIÓN
Se identificó que la patología fue Pie zambo ( talipes
equinovarus) en cuy.
Se agradece al Laboratorio de Patología Veterinaria de la
Universidad Nacional de Cajamarca por el apoyo logístico en el
manejo del caso.
AGRADECIMIENTOS
Los autores declaran no presentan conflictos de intereses.
Conflicto de intereses
Dobbs MB, Gurnett CA. Update on Clubfoot: Etiology and
Treatment. Clin. Orthop. Relat. Res. [Internet]. 2009;
467(5):1146–1153. doi: https://doi.org/ccw9qx
REFERENCIAS BIBLIOGRÁFICAS
[1]
Zionts LE, Dietz FR. Bracing Following Correction of
Idiopathic Clubfoot Using the Ponseti Method. J. Am.
Acad. Orthop. Surg. [Internet]. 2010;18(8):486–493. doi:
https://doi.org/f3wckf
[2]
Tickle, C. How the embryo makes a limb: determination,
polarity and identity. J. Anat. 2015; 227(4):418-430. doi:
https://doi.org/f7q52s
[3]
Pavone V, Chisari E, Vescio A, Lucenti L, Sessa G, Testa G.
The etiology of idiopathic congenital talipes equinovarus:
a systematic review. J. Orthop. Surg. Res. [Internet]. 2018;
13(1):206. doi: https://doi.org/gd468z
[4]
Collinson JM, Lindström NO, Neves C, Wallace K, Meharg
C, Charles RH, Ross ZK, Fraser AM, Mbogo I, Oras
K, Nakamoto M, Barker S, Duce S, Miedzybrodzka Z,
Vargesson N. The developmental and genetic basis of
'clubfoot' in the peroneal muscular atrophy mutant mouse.
Dev. [Internet]. 2018; 145(3):dev160093. doi: https://doi.
org/gc2k5r
[5]
Dobbs, MB. Gurnett, C. A. Genetics of clubfoot. J. Pediatr.
Orthop. B. [Internet]. 2012; 21(1):7-9. doi: https://doi.org/
dgk8cs
[6]
Vega-Vilca JF, Maguiña-Maza RM, Cipriano-Bautista JG,
Vega-Cadillo CA. Modelos no lineales para la descripción
del crecimiento de cuyes (Cavia porcellus) de saca
temprana. Rev. Investig. Vet. Perú. [Internet]. 2023;
34(4):e24409. doi: https://doi.org/qmvs
[7]