Questão do Peixinho (ENEM 2018)

Contextualização da Construção do Peixinho (ENEM 2018)
[br](ENEM 2018 PPL AZUL: Q164) A imagem apresentada na figura é uma cópia em preto e branco da tela quadrada intitulada O peixe, de Marcos Pinto, que foi colocada em uma parede para exposição e[br]fixada nos pontos A e B.[br][br]Por um problema na fixação de um dos pontos, a tela se desprendeu, girando rente à parede. Após o[br]giro, ela ficou posicionada como ilustrado na figura, formando um ângulo de 45° com a linha do horizonte.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAV8AAAINCAYAAACZG3zgAAAgAElEQVR4Aey9BXQU2db+fb/1v+/7zr3jwODu7s4ACe4uwd2CBYK7u7sHd3fXwd0dhhFkYAYZGGAYeL717FCZTqe70510J12ZzVpFdaqrTp16Ttevdu2zzz7/gv5TBVQBVUAViHIF/hXlZ9QTqgKqgCqgCiAGwvc93v/6Hf68NA8ffv0OwF/azKqAKqAKeJ0CMRC+XqexVkgVUAVUgTAKKHzDSKIbVAFVQBXwvAIKX89rrGdQBVQBVSCMAgrfMJJ4/4bXAN57fzW1hqqAKuBAAYWvA3G88avNp+7Bp9UUrD942Rurp3VSBVQBJxVQ+DoplDfs9uxPoFjllvi/f/0LPXoP9oYqaR1UAVUgggoofCMoXHQcNnbxbpTInRVtqhRE3YYt8edf6nyIjnbQc6oC7lBA4esOFaOgjO+fvkH+IpWwf+lIbF4VhPwFi+H5i1dRcGY9hSqgCnhCAYWvJ1T1QJl9Jy5DslTpMHTVUTQbNAtpU6fH3R8f2j3TyRMnMWr4CPTr3Qcrly/Hs6dP7e6rX6gCqkDUK6DwjXrNXT7jhZ+eIVNOX1TNkhiNCuZB1ewZkDZFCuw+eCJMWR/ef8CYkaOQPHESxIsdBwnifIN4sWKjQtmyuHnjRpj9dYMqoApEjwIK3+jR3emzvn0P1Gk3HGVypcfLO3vw/ukF/HxxC3KmT4sJ0+aFKWfD+vWIH+cbJEmQEKmSJUfKZMmQMmkyfPXpZ2hYrz7evn0b5hjdoAqoAlGvgMI36jV36Yx/vnmNvdO64e6B+X8f9/4dTizsixsH1vy9DcC7P/9Es8ZNEOfLrwS8hK+xJEuUGCmSJMXFCxdDHaN/qAKqQPQooPCNHt1dOOsHp/d98eIFypcpiwRx44VA14Av1/Fjx8HQIcOwY+cubN22PWTZsHETLl66jMePn+Dho1/csrCsq9euY9PmLdiydVvIuSzP602fqQHrc+PmLfziog6PfnmMn376GfsPHMT6DRu99np5jRcu6sPX6RvKwzsqfD0scFQW/+bNG9Sr7Ydvvo5lE74pEidF5crV0KJVGzRu2lyWuvUbov/AwTj03RGcPX8Rp8+cc8ty9twFHD1+EsNHjka9Bo3RqEmzkHMa5/aGdaMmzVG3fiO079gJS5Ysw/ETp3Dm7HmXNDD237ptB/r1H4h6DRujYeOmXne9NWr5YW6QxRtUVP449VxhFFD4hpHE3BuC5s1D7C+/kg43S6s3acJEyJElG1r7txPQtOsQgFZt2qLfgEE4eeoMLl+5hvMXLrl1YZnnzl/EsOEj0bK1P3hOb1v4IOID4uixE7h2/SYuXLwcYQ2uXL2Oi5euIGjBIvi36yCLN11vk2YtsGTpMnP/wGNQ7RW+MagxeSkvf/8d/q1aifXLaAdCN2mChEifOi386tRDQOcuAkDCgWDYsm2HQMfd4DXKu3rtBvbs3Y/OgV3Rpm17r4IvHwjDR4zCqdNnQXAadY7M+tLlq1LWgkVL5HoNnb0Bwgpf77rZFb7e1R5uqc3r16+xfNkyNGnQEHlz54Gvjy8aN2mGjh/BSxAQPNOmzxRQRMbacwZUtCiD5i8US7tt+45eAWBa/QMHD8WpU2fcBl5DC1q/hPmcuUFyzd4AXtZB4euW28tthSh83SaldxY0YNAQef3t2CkwBHq0xvg3LVJ3WXwGeGytaQ0eOXYCXbr18ArrlxY4r3/3nn0es/p5zXS5DBk63GtcLgpf77pHFb7e1R5urc1ff/0lPl1aeZbWF63eUWPGiX/S01YvYcxz0P87ddqMaAcRLW/qMW/+QtAl4snr54Nt1+69AnpvcLkofN16e0W6MIVvpCX03gLevXuHvv0Hhnr1JXwIglWr1wp8bFmqnthG0G3Zuh3+7TtGa0cUr71nrz44cfI0aJ164lqNMgl2AniKFzx01O3gffepwtf72sRtNbIJ33YdJNph/4FDHolwMMBjvSboDh0+iu49eknEhaUlHpWfafXPmTc/Stwt1IDw3bFzt2ge3Z1vavm67dZyS0EKX7fI6J2F2IIvLb9effpFieVnCWDj9X7Q4KGhLPGoBC/h1ymwa5T5unn9ct0XL2PoiFHRdt2Gxgpf77pPFb7e1R5urY0t+LZs0xYjR40BB0GwV94SkJ7+TCtw/MTJ0QYhI8KBHWHGw8DT18zy6XKZO2++WPzRGe2h8HXr7RXpwhS+kZbQewuwCd/W/hg7fqLAJyoBRAgZnW7WHYCGZebpNV0OhD8fAlEBXeMcPN/6DZvg37Y9FL7ee79Edc0UvlGteBSezxF8CYbogC87n6IDvoQeR/ctWrw0yuHLh86Bg9+hQ0BnhW8U/v69/VQKX29voUjUzx58R44eK3kc/kluByPKY/Xa9dEC3yNHj6Nr957RGuesbodI3EweOFTh6wFRvaVIW/Blh1vvvv2jpcONlvagIcOiJdbXgO+69RujHL6M9GDuiO49eyt8veXm8IJ6KHy9oBE8VQVb8CWEmMFr/8HvojTUjK/e330MNeMDwNP+XevyDfiuUcvXUz83LddFBRS+Lgpmpt3twZfwW71mnUuDLGi1XohEdATzOzCJDyHIxRqOUfE3fb4L1edrpp9wjK6rwjcGN68t+BJy7PUfO26CjPByttONPfZcaMEyVMvoyXdmzXPwuGkzZkWLy8EAOzv6xk+YFOVuByPagQ+96HrwUAP1+XrXza7w9a72cGtt7MGXEGBqyb37DoQLIoKT8BgxfAQqlCuPtWvXuZyMxvB5RneHE+HLREN8eERlZyPjfDmqrpV/u2ix+I2Hj8LXrbdXpAtT+EZaQu8twB58Det3+szZ4cKXkCI8S5cshX//61/o2L4D7ty955LlS5cD89sSftFp+XGEGx86zOZ2NYpifY03iyHDRkRLiJ0BXrV8ve8+Vfh6X5u4rUaO4EsQMe50245duHbthl2YGi6DGlWrI9YXX6JMyVIuzXxBq5l5JAK7do/Wnn4DQnS5zJ4zTx46BhidcZ1EdB9avdSY59fcDm77aceIghS+MaIZbV+EI/gSBgQRX8M5bxshaQswBnzr1q6DBHG+kbnhVqxches3b9vc37IMWsw8fsTI0dHq6zXAyzVdLj169o6SUDtDu8lTp3vF9avbwfZ9El1bFb7RpXwUnDc8+Lb7mNuWnVD0g7JTzBKe/GwApE4tPySKGw8Jv4mLLoFdcPPWnTD7Wh5L8F66dAUzZs6OdneDJXzp9qD7Y27QAlzxcD5fWr07d+1Bh06B0W71UgOFbxTcdC6cQuHrglhm2zVc+HYIEB8sLeCJk6bg/PmLYSzgUPCNFx8JvomLEr7FZd4zAtYSuMZnQpzfzZw9N1rAyzhmWQI6C/g4fZIsnQIlsTlBRN8vZ7K4ceOWR5LK8/qZvCi6BpVYPnCMzwpf77qDFb7e1R5urY0z8OWNaViDHHbMKeTZQWZEA1jCN3H8BEidLDlSJUsh06zfvH03FHx5DI89dvwkJkycLLkUosrPSf91QGBXgWpwDoVgF0OTps3hV6cu/Pzqom69BmjYsDG4rWmzFjLNO4f9Xr5yHTdu3sbtO/dw/SOMjQdJRNbUgW6cWbPneoW7QeHr1tvKbYUpfN0mpfcV5Cx8DQDTAmY42IpVa8Rq42szIcK1X83a4u/NnzuPTE3frUs3AZa4Fy5fDRmwweG7zBfMsjwd2cDXeVqwXHi+2n51UK5cefgU9UGuHLmQIU06pEuVGqlTpEDyxEmRPHESpEyaDGlSpET6NGmRIW16FC1cBE0bNUH/vv0xc8YsbNq0WVwwdKsQxLx2PoCchTD1oOXP6ePpX46qh48BWEdrtXy96x5V+HpXe7i1Nq7A17hpW7dtL9DoP3AwlixdDlqGFy9fFfimTp4Cdf38BMJFvy2Ms2fPy3fMW0BgDx46XGDDkWRGeZ5Yc/JLArdFy9aoUb0mCn9bGJkzZESiePHx1aef4Yv//Fd80xnTppO6JkmQUCDMfQhjQjju17Hw9Wefy/5cM5IjXuw4yJYpM8qWKo3WLVth4YJFOHTosHQu3rp9N+RtwB6IpdPy4mXJ3ett4GU7KHzdentFujCFb6Ql9N4CIgJf3qSGG4IQ5YzDnGyzRLHiSJowEaZMnozSJUqCQOvXrz/GTZgckq3L03G8ht+WboOSJUoiQ5q0AtE4X34l4C1SsBACOnTAuDFjsGbVavTs1g1xY8VGgbz5sHnzFuw/cFDWixcvwYTxEzCg/wC082+LGlWrgRY9Hy6M6CC8CWReY77ceeDf2h9BQQtw/sJl0NViGRlCq9h4O2DaSEZ2UAdvsniNB6DC17vuVYWvd7WHW2sTUfgaNyshzIVWXJ5ceQRw69etQ9/evRHr8y9QuFBhtG0fHL/qSReDYek2bNQERQsXRdpUqcWyTZM8BSqWKyf12b9vHx4/fhyi34cPH1ChbDl8+elnmDJpMt78+Q6/PXuOp89f4MXvL/Hqj9eyPP71N3x/7wdcunwFh48cxfRp09GscRMUK+ojD5uvPvscX/z3UyRLlBjlSpfFpImTJUMZB5rQLUEXA+OYGT3BWOaocLcY7WO5pv4EvuVi3SYK35Cfh1d8UPh6RTN4phKEb49efdC4aXMBqOXN6uxnRg2wAytfnnxIGDceNm/ahCNHjuCbr2MhW6Ys0qnG750tz5X9eG52otGSLFmilFimiePFl3WOLNlQsXwF3Llzx6Z48+cFCTSL+/ji1u07IGTvP3gYZnn46Bf88vgJnvz2FL89fYZnz1/g+fMXuHb9BjZu3IQRw4aDZdClQYuYromi336Lfn37YenylTIzcecu3QS6fEi5cn2R3Zdw5dtJ81ZtQtrB8IHzgcXvW7RqI3UjlBW+Nn8q0bZR4Rtt0nv+xO/fv8fqNWsxbvxE6QTjjeqqayA0fOOClu/Lly9RKH8BgXGduvUljCuyILE+np1phHqNGrWQNVNmMNIiVbLkct5yZcujYsXKKFu2PPr06Yfff/89lJivX79GuVKlxXUwdeo0/P7qjzDQtQXikG0PH+Hxk1/x+8tXAmNaxksWL0HDevWlDvQrx4sVG9kyZ0GVKtXQtkMAOnbqEmXgJUjZjoR9/wGDMGXqdCxeulyyxu3eu1+GTzO+eM26DZg9N0jcRpw4tF6DRli4aHEorfSP6FNA4Rt92nv8zHz1vn3ne4m5PXbiFFauWiNxp7xpne0Us4bv8mXLpN6dAzqBr+TFfItJ55c1PCPzN6031pFRC4njJ8Q3X32NzOkziJ+3atXqAt4KFSujfPmK8PUtjuHDR4BWvvFv5/btiB87jvhrr167jid2rN4Q2NqwiI3vHjx8JJYxQUwLee/effBv3QbJkySVqA923hUqUFDC1wI6d5X44shce3jHst1o0Q4fOVrmhTt56ozkqWCIH33PdIMYCyM1uJ1+abpGOH/duvUbDJl0Hc0KKHyjuQE8eXrClzckR68xBIo3I3vql61YhcCPr8rh3ez24Lt923YkiZ9Aogza+LcTKzW8ssL73nAzNGrcFLmy50Scr75G+tRp0LaNPypVqoLyFSqhgtVSrlwF+PqWwLRp00OkbNOqFT75f/9Gvz59xXIlQA2YRmb96JfHUh59x3RJVCpfQSBP0LOetILZKUirPbxrdfV7Apf+5J69+2L9xs0SecH2ZLvai74wtjPumEA+d/4S7t37MUQn/RC9Cih8o1d/j57dgC9HWlneiLxpaQkNGTo83A4ia/iuWL5c6nz/55/FsmQERO3adcDXWleBYrm/gLdzF1SvXlM61L7+/AsUzJcfe3fvBq9j5sxZYuXS2rUGMN0PJUqUwvr1G3Djxg2kTZlKlgMHDgosIwNcW8c+fPhIOu1++ulniZrIlC69+MCTJU6M4r7F0eZj9jTL64vMZ4KXbga6jxjWx0RIrsQeG21/5uwF/PTTfY/+5rRw5xVQ+Dqvlen2tAVf40YkgE+dPovhI0YJgO3BwRK+ieLFw5pVq3Dr1i0EBnZB6VJlZdCCr4+vDNvlvvbKcbSdx9FirFihEpInSiKv8w3r1sP3d++GaP7mzRv06NELPj7FwsCXMC5TppyAu1b1mhJ+1qhBQ3E3uGr1cn92wtHKNRb+bQvC9Au/fPUH9u7bL7HBdI/QN50nZ240bd7SLe4Yw+KdNHkqLly4FCrMzWhLZ9enz5zHjz/+HKKpfoheBRS+0au/R8/uCL68YemSOHHytAyOoGVlC5AGfPPnyYdUyZKhfbv2qFevAYoVKyGugOxZsyFT+gxo3aYd2kcg6oHHsGOtbJmySJogoYCzT69e+OOPV2G0uX//Pho1aiJWrrX1S7dE6dJlkTJZcolMWL58BZ6/+N0mNO2BlH5dRjzw+59+vi/Lz/cfiK+X4WnPf38pYA51/MNHsv327TviC44f5xtJQJQlYyY0btIs0m8EdDXQV8v2csbF4AjECt8wP6lo3aDwjVb5PXvy8ODLG5UW8IEDh8BwKVudcCHwzZtPhuWWKlUGZcqUF+uTwCtaxAcpkyRFrdp+Llt6Bng5YIL+Y3ZejR092qEop06dFugTtJYArlS5KnyK+iJhvHgoXKAgnO1oYycaoyFu3ryFdevWY9iQoahepaqElzHEjFETHIgRNHcedu7cBVrGBDGtYksI//r0mURI9O3dR6xfZn/jiLrIAJgPxD79BriUP1nh6/Dn41VfKny9qjncWxln4GsAeOmyFQJfvuZaWsCW8OUIMPpcGeZF8HHNsC/6WDn4gVEKlsc6+iyuhk50XZSRwQyJ48dHhXIV8Mfr1+GKwKmMihcvCXa2GQDmgyBXzlwyTDiwU+fgjjY77gIDmoTo3e/vYdTIUSjh6yt+28//818Zcszhxxwdx2HHjO/lwodDreo1sGjRYgGvYSUb5dEN8fTZc4weOUr2ZQY4ArhRk6YuaUPdjHbYtHlrSEepI7A6851avuH+tKJ0B4VvlModtSdzFr7sDWdEBHMzWLsfHMGX4KPFmStHToEMX5GdGXAh4O3cBeXLVUDyRIkFVAXy5he/7dy588IVidc1duz4EP+v8RBIkzIVUiRJijWr14h1akDRek3rlS6J/fv2o2K58jJaj7G7WTNmQs3qNdApoBMGDRyMwYOGoFfP3mjWpBnKlykrDxlCmFCuV6cuLl66jGcvfsfPFqFqtKRZ9vhx42V4Mi3grJmzyGAHVx5OLVr7S2Y4RilEpHPNFowVvuH+tKJ0B4VvlModtSdzFr68URkPunzFqjDWryP4MsqgZKkyKFSgkHS8Oet64Ki1KlWqIkXiJDJsl6PnaLmyPC5HjhwNVyiOQgsI6BTse/7ocmBnV5FC3+LOnbvip7WGLv8meOnbpU+YUQocOpw+dVp0CugMZmRjPPSFS1dwnpnMLl7GhctXceb8RRz87giWL1+J1q1aS0Y0QphuibNnz8mQZfqGjfMRwLSAB/TrL/mPWa/8+fLLW4EzDycOouDAja3bd7rN6mUbK3zD/VlF6Q4K3yiVO2pP5gp82Zlz/MQpGY5sOUzWFnzpemCHGy1fjiBr06q1WINFi4TveiB4mVeXaR3p582TKzcqVqoc4spgyFiTJs3wyy+/hCsWIVunTj3paMuXN5901nVo206iHOxFKNAqpW+XKSUZzsbsbIsWLcE5wunseYHvkWMnYLkcPX4Sx0+dwWmG7F26gmXLV6JYER8ZQcekPD/8+JP4ew34ck0XBJcO7dqLNskSJpJBIozqoKaOXDL0vfMtxN2zLCt8w/1JRekOCt8olTtqT+YKfPlqSwBzRgtL10No+KZEyZKlBXa9evUBO7/4b/fuXRJhwKgHHmvPuuNrd7MWrcBIAA5MyJYlm/htafUavluuGU42YsRIcHh0eP8OHz4s7osM6dIL5ILmBYnLgRauJQz5mdbo+QsXJT75q88+g0/hIqBPlZYuAWsJXMvP/O7kmXM4c+6CLPv2H0SH9h2kY42+4bFjxuLFy1ehzkdL+NffnuLeDz+iSsVK4k9mLuEaNWqHGwHBfAyc7ZnRKLbcBxHdpvAN79cUtd8rfKNW7yg9myvw5Q3Nm50db/TdGpaZJXyZ2at5sxbYt29/qOG8L168QMG8+STEqlYtP5twIZDZiZQvT17E+uILVK9cBdu2bQf3L1UqdOQCO9JKlCiNLVu2OqXXnNlzJMsZoX748BFxA1iDl5YwhxkzT++X//1U8vZyuDVdC5agtfxMFwSBe/bCJWzfsQujx4yFXy0/5MmZS3zLjPKg9c4cD3SVEO7W56Wlze9yZM0GhqFlzZgZregbtzMKjhrR8uVDga6giILW1nEKX6d+TlG2k8I3yqSO+hO5Cl+GnW3bvlPSEhq97QZ86ZdN8M03WL48OLeD9dUwNpedVr5FfULmSbMEOLNsFS9WHHFjxQIzkl2+fFmKYOQCXQ2WkQu0fhnSRjDftRhoYX1O4+9tW7bKUOTKFSoK/B5ahYERiIxsIMwZscCcvQMHDBIXgiVsjc+E7tnzF3Hs5GksXrIMbf3bIV+u3AJ4ZjUjcJlLmK4TWrPM8BbQoaPECNtydzCUbe6cudIBx6xszIdBPQx9LNd0+TCHMkcgsrPNFkQjuk3ha/xivGOt8PWOdvBILVyFLy1fvlIz5pedPoSCJXwTxo0LY3ixdYV37tgprocMadMFW3YWAy449JjZyZicnNbz1s1bQg7/8AEYPXpMSOSCpfuBSXM4qu3t27ch+9v6MGLYMOk4Y4gZIWttfRKIdAF0bN9BQsbYUcYOtBOnzoSyeuleYOcat8+cNQdVK1eVCAfClSkl6VZhEh1GadSqXQelSpaW9JaEcc6s2XDmzFn8aiOJD2OCaXW3aNZcHhLMzla3bn0wEY8lePmZVm/ffgPE/x7ZQRXWkFb42vr1RN82hW/0ae/xM7sKX1paBw4dDpmZwhZ8jaxm1pV/9uyZ+FAZ20rQGmChhUcfJuNdGTM7csQI60Px/PlztG3bXhLkWMLXyFrGmScc/WvaqLEkTZ85fYZNlwNz+V65dh05smSVTrlBg4aEcTec+ujTpaVbq0ZNicRgSBktWyb5oSVes1ZtSctYt15D6TSs36CRJJRnfgvCefKkyTLazRr+/Jt5go8dP4HsmbOI+yF/3nzBMyxbdb7RZ840kcxWxhBAa4BG5m+Fr6NfUdR/p/CNes2j7IwRgu/B7+S114h4sLZ8bcH3/PkLktaxRPGS4Gt1kW+LSK4GObZTIBgFwal+GFNL/7Ctf9evX0fNmrUFcpYA5kg2dsidO3fO1mF4+vQpShUrLkDbvXuPTb8rB0Ns3rRZLG/mBl6/YZNENnB+OroYGOmwY9cecS8wOxlz9RK6DA/juZmzuF79YOD61akHY2HUBjvQaO3H/vIrtG3dJkzHmwHiB3R9vHwlAzroumA8MhMSWcf+Er79FL422zqmbVT4xrQWtbgeV+FLt8OevfvRMaCzU26HmzdvYtSoMRImxtCz8uUrIGO69ODElS1atZZpdQjUpAkSIU3ylDh+7LhF7cJ+3Llzp8CXsb6WAOZotjZt/EHr2vrfpYsXJQsaX/svXbos7gUDeMaarggO+2X+4YrlKuD4ydMCXYaWMYph0sQpKJg3v0Rg0DVCQHPgBoHLxa9u/RDgGuA11kxQXiB/AbGoGdXA6AbrocdGPej6uHnrtoS30ZWRL3detO/QKVToGd0OnP2ZDwZ1O1i3dsz6W+Ebs9oz1NVEBL60Cm2FmhnTCK1auVJicCdNmgImNqdflhnFCMvKlavi24KFwJhWWnW0nrNkyiwdVQXy5ce1a9dC1c/WH9OmzRD/r3XqSIafTZo0OcwhO7ZvFz8uh/0y3pYDHAzYGWt2eDHKgQMjOnboiEvsyLp0BRs3bwWzn9FlQMucw6dpkZYuXQYNGjZ2CN0Q+NZviFKlSksZTIF55uw5mw+AkLq8fCVpKBlqlyJJMtSr1zBUdAh97YwM2bl7r1sHWNBdoW6HMD+faN2g8I1W+T17clfhS5/vnHnz7cKXr+Jt27ZD4yZNQ0HXsFJpLdJqZa4HTq5Z4mPCHFrDhGe3bj3A1JCO/r169Qrdu/cM4/9luXRB7N+/P9ThC+cvwH/+538l+Q07tazje/k3Q8AIWUZj0FL/7uhxmX4oZ9bsAmROJ9+5Y4D4rGn50tUgFq+Fi8GArfWa+1WqVFnyU9Cfy7AyJls3YGu9Zh05P1zhQt+Ke8NWdAhD/VavWaehZqFaOub9ofCNeW0ackWuwJeDLLgMGzHKJnzz580vUGVIWOmPlq4B3b/XlcX6ZWcSe/SZa4HAZrYxAo3ug/XrN4bUz94HDh1u06atwNYom2DnAI8GDRqCqSWNfxPHj8f//b9/o0/vPpJb1xp2BnwbN2wkflnfIkXhU6SodP7F/uJLVChXHjt37ZZJNosVKSrTFlWuUhV16W5wAr7cj0Ol2emWPUtWHD16zCF8WT/mAB48aLDUh/5idkhaDkzhm8fU6TMl1MxdeR3U8jV+Md6zVvh6T1u4vSauwJf+3l2790r8qRFmZkQ7sOMsd85cAtLSpUpLMh3C0NZC1wMzlaVJkUqAlDN7Dtmf8KX1WsevLgYPHAjGBffp1dtq6YW+vXpj8ICBqONXR/y/PM7yPHRxMDJi8MBB6NenD0oVLy4g5SizV6/f2LQ46fMdMniITPjJsDAOdihcsBCmTZkq08b/8eYtbty8hdIlSkouBgLfFcuX0xsxgU4J32K4evWa3ZmSjQcDOwA5GIS5JTgjNM/XqUu3kLAzumu69+yNY8dOuNXvq24Ht99ikSpQ4Rsp+bz7YFfgywEWM2bOFivMMvaU4OXCDi3G6DJkjCBmJrPcOXLKmp9zZMsu/t1smbOCwOUABA5oyJIp09/758wFJl8n/Ji6kSPNQpZPP8On//sJPvn3/8jCsLT0adIha6YsUi59x1z4d+qUqfD5J/8Vi5dl8TzzOKzYaoivATt2dJ04cVLmWaOFOvcw+zUAACAASURBVHTwELF0CWXmX2AcMH3F9evUFWu0eLESLlm+HDxCn3GDuvXE32vt+jDqYax5Pp6XsyFz9gsmqjcedFxzgAutX442vH7jltvCzRS+3nW/Kny9qz3cWhtn4Uur98DB7xDYrYd0ktmEb7bsMny4WFEf1K9XX6xbdjRVqFAR9erWkzSMQwYNltf/3B/3ZQdUrZq1Ub1adVSv+vdSo3pN1KxRK9RSlVOw+7fFoAED0a9vP1noShDruHcfiVbo26dv8Lp3H8kYxr+ZBpIuDs7fxlhaA3CWa0YfMNTLr2Yt8fFOmTwFb/58F8o/TFfAgP4DZLRarhy5wFhep9wO9RpIHDCjFzhhp7PT1DOz2oIFC+V89Dm3aNk61Kg3wrdv/4ES7+uuqAeFr1tvr0gXpvCNtITeW4Az8GUgP5cx4yaEyulgADjE8s2WXeJky5QuI/OTMcSKS/0GjcHBBgxPY5jaypWrBIaMGuBsvo2aNJPIAUYP2Fv4is9Y2h07d4lF+ONPP4MLp/LhUGEjgoHJargYI9Z++OlnFPjoX+YsE7ZyKxgQJuw4xJcWNV0OnOmCs08Y39MVsGfPXol4oJ9aOt0aNHIIYF4/9+P+fABwWnnrBOtG+dZrPig4wSddD5w+yc+vLgKshhyz423W7LkS9eAO36/C17vuVYWvd7WHW2sTHnx5Q1+/flOmkmd8qZHPwQAv15bw5St7sWLFbb6S16hZW/ykhCEzfXXpHIjBQ4ahYqUqMhTXnhXJYboVKlZGn779JQaWM0vcvnNXfLEMHTt56jSWLV8hSW048otl0j3CSSsJUCb0SZUsBXbt2u0QvnzNv3X7jgzIoMuje9duMhrt0cfQNAKdFnLjBg0F0HSl8IHAgRS26m5s5+i3WJ9/IcexLJZjDVpbf3M/Plg4ZREHaHASUqbbtNSevnfqv3nLNrdEPih83Xp7RbowhW+kJfTeAhzBl+Bl1qx1GzZJT7sxos3y5rcFX/o3afFZA4nWK0e4MX41f+48OH36DC5dviJ5CqpWq4HKVaqBgCZsufAzZ8Hgd/36D5T42O/v/SAANtbMr9C0WQtUqVoDVavVRLXqwUuVqtUFjD179ZbsZHxt5+g2RyFeBCAzjHGWCyY3Z0jZjOkzJLE6LWta1LRGmbGN1iiT7xTIXxB+deqKZU8Q85q5pqVfu05dFMhXQJINcf8D+w/IrBa2QGtvG63xTh0DEOeLL5E3dx5xOxC2lm3Ah2LX7j2lM5TtxRmMIzrEWOHrXfeqwte72sOttbEHX/oQ2cEm4O0UKMlcLG94y8/Wlq8j+HIeN3Y8MYEMR3rRbcAogqXLlku+guYtWn2Edn3w84CBg8Sq5T7cn5YpLd/rN25i6LARAuzqNWqFAT0hWNuvrgzyYMdexrRpnYIvrU26Beib/fqzz2VABf2/T357KuDl9wTwnDlzpXORnXk5s2WXKI2atfxQp1591KzpJ3+zU5ERDoQ4U1oS7PYga2873SRLFi+RMhhyxgeNrWxn9P9269ELO3ftkTeViOZ8UPi69faKdGEK30hL6L0FWMOXNy2tpzNnz2PO3CCxsOxZvAaAnYUvLcLq1WvC16cY/Nu2w/mLl8R1cOfu92JVck0XwneHj8jCz5bfEbxc6GqYPWeugJcWsrWFbfzN83EUHQd0cDgz/bXhWb6E4C9PfsWjR7+ga2AXGW5MS52j344dOy7Hs+Ptj9dvsHDBQknEwzwM9OkyoxmHHXPNv+N89ZVEdEgyn2fPnXY3WIKYPmdmQmM+CUKcfl9mgDO0t1zTAuZ3S5atkHhsPjxd8QNz33PnL+H+/Yfe+4P9h9VM4RuDG5zwJWwNS/fsuQuSpHvQkGHSuWYZz2t5o1t+dha+xis5genftr24EQxrllAlaPk34cqFn7nNgC7XdDecO38Brdu0FReDAVpbawO+HMhB+DrjdjDAR/8vw8GGDR0mHWyf/u//IXP6DGjfth0WLVyEEydPyfcskz7gNMlTiCXMyT7pjmC2szIlS2H7tu1iKdvL5WCcz96ao92uXL0GRoXwIcBscJ0C/473tWwHfuaDklbwqDHjxApmInhCmNEqtqxhAtdoe+7DHMGnT5+Nwb94c12awtdc7eVybTkP2O49+2RyTELXiCG1vrHt/e0KfAlJ+nZ79+knULWGqyVobX2mm4IzRtT2C3Yr2IKusY3w5WeCl5EG9OVyZJw90Flvp5+XroKtW7aiZrXqkpvhs//7ROBKH3Lu7DkkAQ7jm+kjJnSZLjNf7jwYPmy4uEcYVxxeTK/1eS3/Zh3oZmFCHnZSVihfIUyWM+t2MdqP7TJ85GisWbteoMq3GQLWciGQmaCHms6aM0/afvHipS7/hvQAzyig8PWMrl5R6l9//SUhZLxRaTHZi2iwvsEt/3YFvvSLslNs1eq14u+1BVhH2wjfrdu2o2at4E45A7S21oQvlxzZsskosZkzZ0nnmSXcwvtMcBqxwZs2bpLZKDhKje4F+pKZaId5Kb7NXwB1a/uB/uELFy9Jxxqt5/DKD+97+pgfP36Ctm38waHOHPbMYcbU3LINbH3mW4vRpl26dkf/gYMxdvxETJk2Q4YmT5o8VYaK9+zdV8pj2FrDxk2xeInC1ytuTgAKX29pCQ/U4927d+DN17xl63BvZls3OLc5C19GL9DqHT1mnLgTGC5G0HJNF4MRt0uXA609WxDmfsdPnESz5i0lGsIWdC23Eb7MOUFw0Rq1N7w4PAgyRIwQ5kg4Rj2cPHlKXApbt26T6AemgSRs2UHGfcIrz5XvWedBAwdJ0h/mxDA0t9ce1ttpCRvuCAKWQDYW/s0HruFeatKsBZYstT0NlAd+flpkOAoofMMRyMxfE74cJcWb0fqmdfZva/gyHrWWX12BIyMRaOlWrlJdRoQx/vbmreCIBUKXwKUf99TpMxKXu2v3Hhw89B0uX7kqljG/s4RwMKh/kJhehqFZgtbWZ8baMnE742zZgUY3QmTcADyW/ltGPxC0T5+/kOgIugdopUambHtAZl6J4UOHCXzz5MztMnydbUfup/D1rrtZ4etd7eHW2rgbvvR9VqlUGR06dpLhsOwY696jJ6bPmCVQ/f7ej2LV0rIlWLds3YbBQ4bKnG4EJcPDGjZqik6du2DqtBkCZQLasJIJYh539tx5Ge1FADuKeGB5PkV9JLyteZOmAsiIdn7Zg6OntzOyQuD72eeSK4OQdMbt4Ap0jX0Vvm69vSJdmMI30hJ6bwHuhi9jeJlPgb5ZWq/MS8tXcsOtQIgSvNw2eco0ASddEbSQCVEu9Asbgy44hfr2HTsl+sHSAqZrgknJOfiCx3J/LoalbfzdoWMA+vTpK/G25UqXEYhb+mJpsXLxNEAjU/7rt39ixLDhMgddnlxq+Xrv3eT+mil83a+p15ToCfj279df/J6ELKMZuBiWK9e0ftnZQ6uVoLXlLjC2EaLM97Bv/wFxUVgCmEAnxGk9Dx8xCgGdOksIW7v2HdGjZ28EzV+IS1eu4sjRYxKPmyp5Cpmg0sitQAv49sdBG8a2yEDSE8fSlUEfMqedp+uEs4AYbh7DWnXnWi1fr7k1pSIKX+9qD7fWxhPwZcYxWpcErfVCFwLD2ghXdsAZkHW0tgxNI9CNMgli/s0yuXAUHGOAaXHTNSHbf74v8GeoFhPmzJ+/QDrOaO3yodC4YUOUL10GBw8clGxjhJ0nIBrRMqnjzZu3ZAYNxvlyRgzrCTUVvm69JbyqMIWvVzWHeyvjLviytzxH1mziW2XPPHMS0PUQarn/QKy4adNniIuAPl7O8uBoMRKW0/pllANhFKrMj+dgBAIBZ3R68e+fuPx8X2Dbu2cvyQvcOaCT5PRl9AJdF1UrV8G///X/iS+V2dYY0cCBDRGFpbuPY6fe/v0HJE6Z/nS+Kdgb4eYOCKvl6977K7KlKXwjq6AXHx9Z+BoB/T169QHDoDjIgLM9dOvSVV6V+boc0DEgZCH8/PzqyCzGtOKcXSqUr4iWLVqCx1uXaVl+mM8dOkr2NGYG43TvnJqeQJaIhV9/E79xtSpV8fkn/5ERaszpQHfG899feiRywVU4MzqD1/w1XQ4FCsrglPCGe0cGwgpf77pZFb7e1R5urU1k4EsIMEZ03IRJOHrsBMp+nKGX0/AkihdPRoQRxjLyi6O/Pi6cCTjBN9/IbBVMTBPewjKSJUokOW2Djw1bplG2seYrOn2kX376meRn4GwQnI4nQ5q0kuPBSHLDUDG6MQI7dZbvOWtGtcpVsG/vPrGCo9MXzDpysk0Oa2ZKyYEDBuL0mXMC4Fb+7SIcGugIzgpft95ekS5M4RtpCb23gIjCl+Blx8+SpctlEkdOZVOpQkWZyYLwqlO7NjijRb48ecHYVPbS58mVB9myZJX9RgwbBnvLyOHDMXbUKIwfOxac/HLc6NHoHBCA6lWrobhvMRTIm9+izOCyOW0RpynKmjkLMmXIiCwZM6NKpSro37cfRo0YjhHDhqJCmbLiehg5fISMQGNMLt0TjNklZDlrRK7sOfDp/30iyXh69eyFi5cuiwuFrghPxPDas4TpXuE5mzZuItnVmILz4KHDuHP3HrZu3S7gNQZGOIKpq98pfL3rXlX4eld7uLU2EYGvgLdDgAwRZlIeTifPpU5tP4Ev43zZgcZJLTmLAxdOAFmiZGkULlwUa9asdeoaHjx4gO3bd2DcuAno0CFABmswqbpRJsvnhJvFipWUiTQZphYQ0FnSPR4/fkLyOFieaN3atWIN00JnZ5wR70sAswPu5R+vxa/ctFFjsYI/++Q/koh94sRJuHbtOjifG7OMeRrChC59z6NHjpK3h7ixYqF3rz64ffeeZCljboYZs+ZEamCMPSgrfC1/MdH/WeEb/W3gsRq4Cl9aW/TzLl+xKmTqGmbGEvjW8pN4Wvp+CcbSpcuiWLESMp07pwvq0qWbgPf169c2r4ewZdrHadNmoG3bdlJGqVJl4OtbQuAqU9JLmSVRokQpcJbiJk2aYeTI0diwYQNu3bodptw//vgD586dx9q169Cje8/gSTsTJZZ6EKaWlid9wXRDEMQrlq+QrGTM6fvVZ5+jUP4CMjz57NlzAmC6BNzdMceHATsq6XPu0a07kiRMJA+zLBkyirVrTJRJrY8dPynDwun2sQfSiGxX+Ib5CUXrBoVvtMrv2ZO7Ct8Wrf1lcAStLyNFYSj4xo2H3DlzCxzr1KmLXr36YPXqNfj+++/x11/vQ13M8+fPcfnyZSxfvhw9evRCPU66Wbosihb1FWDTqiVgCWBCnAvz2Xbt2h1z584TqD579ixUmW/fvhUIb9u2HSNGjESLFi1lnjgfn2IoWaqMzJLMPA+tWrSUyAtGR9DKZOYyDmQgAAlfZiNjKNr48RPgW6So5Ib44j//RY7MWeDfuo3MQ8cpighwsYh/eyrHGdEWllC395kWtNHxR+jyWL4VVK5QUWYsTpYwERLHj49yZcqK1obenKWCaSKZhYy5GSICWXvHKHxD/Zyi/Q+Fb7Q3gecq4Ap8aWX16tNPrC5aX8ZUNQZ8a9esLZ1nPbr1kPCoe/fuhar4+/fv8dNPP4HJaMaOHYeGDRuhUIGCKF68lMCakDWA6+tbHMWLlxQXQ/PmLTF+/ETs3r0bd+9+H6pM/vHo0SOxmKdMmYpOnQIFtnRF0DouWbK0AJzllipdFvny5peIDKaZPHjwkFiaPz94KJ1sTA3JmFrCl8Ck35VgpUU9e/YcVChbDonjxQfdEezA8ylcRCIvOEvFseMnJLZYYP7id3Fh8FiCneFi9Clzzb+5nQnZ+TfPw6HSLINZ0dih+MV/P0Ue+rCzZJU0ksOGDcONm7dD9Kbu1H/v/oMS8+tO36/CN8zPK1o3KHyjVX7PntxZ+NLVQPguX7kaxutvGPjWqCXTnG/euDGk0k+fPsXx48excOEiBAZ2lZksCMKcOXIJaDiDcfFiJVCmTHmBZYkSpVG3bj306zcAS5YsFcuYaS8t/z158iuOHj0qZXbr1gM1a9YWwNK6JbBZPheC1wA7fc7t2rUXl0bNajUkCoKJ0f989xemTZ0mDw1GaXDKHlqhltaqAWHGBW9Yv0EiIzjSLM5XX0uIGqeET50iJUqXLCVW8dAhQxE0Lwjr1q0HLfD9+/bj8OEj8kDasWOnTGE/Z9ZscCRgvTp1kTlDRimLUOdDYUC//hg/bjxSJkkq0RmbN28NA18+8Jj4fujwkW71/Sp8LX9p0f9Z4Rv9beCxGjgLX3ayMZb3xMnTMvOBAV6uQyzfGrXAKXUmTpggs0YMGjQETZs2B321hiuBboSy5cpLPlzOdMyBA8yH26aNP2i5ElIPH4aexubFixe4evUqVqxYib59+6Nx46YCa8syWS4Xwpfb6XPmuQcNGowNGzbi1q1bMHzN169dE98vQUdIFin0rYTBEaKtW7SU6AdasJYA5me6CJ69+F0yo3F2CQ7K4AzH7MCjX5azV/zn3/+DT/79P5KBjNfGfL+cPDNbpsxyncwBzOmA6ML45P/9W6xo7sPYaML46NFj4vJo1KChfMdOTD7sqLEtzafPnI3mrdq4zfWg8PXYrRahghW+EZLNHAc5C1/6FmfPDZJZECwhYAnfOrWCox0KFSwklidBSOuTVijBaHS+lS5V5m8oZc4ir/BjRo4MJRhzLtByHDVqDFq2bCVl0I1glEmgG2WyXJ6D87X169cPy5Ytx8mTJ/Hq1atQZdIK37dvH2bMmIkihQpLRAPBnyxRYmTLnEXqlD1zFpkzjVEN1vA1/qav1phQ05gT7sjhI1i8aDHGjBqNTgGdUKt6DRT38UWBPHkFzOlSpkLWjJlklgvfwkVQp1Zt6VSbPGmyRHQw+oIuCVridMvwjYDxzdOmTpcUnNaa829CmW8iTAfKNxN7flxXtit8Q/1kov0PhW+0N4HnKuAMfHlj06+4dftOXLt2I5QFZg1fztZbMH8BlC9f8eNrf0mBLuceY0fZwoWLZfQbfaZ+tWpjxvSZYglygsgVy5aJK6EN52erVkOOpxVr+ILZGRfsSggus1at2ujatRtmzJiFI0eOwLrzjfA9d+6cWMzs+KtTpx7KlWNoWglxddAKTRQ3nrz29+zVB8V8fGV4NN0QxiAMA7j21gQxrWTC+vdXf4gvl24KuiiYe+L69RuSa+LiRfpp/87yRtjymFd/vBbo0qrmwiQ6nNmZgz04Y8bJU2fEv2sLvux027R5q0DXXX5fha/n7rWIlKzwjYhqJjnGGfjS5cBpyQ8dOmwTBIbbgZYv4cuBFdWqVUezZi0wcuQo7Ny5Uzqt/vrrnajSrHFj8ZWOGjUa9374CW1atZH4W1p7hb8tIhYtQUtrlmv6cglMznzcurU/GHe7d+8+3L17N5TK9A0bHXo8b+vWbeQhwONpNbMsWsu0mkuVLC3QZeJ3+ow5KWXtWn7SwcX52ghCW64HexC23M7j2GlHCHNhSJqxGNuYW8K6fHbEMdqBOtB9M2H8RNy+832Yh50BYkacbN22Q6YVUviG+inEmD8UvjGmKcNeiDPwpcuBE2uyg8fa92hp+dauGezzZRIbTndu/drPs9+8eVP8rbR02Rl19/sfZGgyc+2yA4t+2LIfAUkrlXG8hPT69Rtw7do1fPgQ+hpo7TJqYc6cuQgM7CKRDkZoGoFruCforuBCoDdo0EjcDkWLFEWDRk1Qp16DkITsnGaeddu3b79YpJZQ9eRnWrwcyMFRgRwSXbZUGdGbMwsbsLVeE75btm5X+Ib+ScSovxS+Mao5Q1+MM/Bt0aqNTEXO11xrAISC78doh/Vr14Q+CQBapQwT49DeL/7zKWrVqIlLl65I/CqnFdq5aw8K5csv/t/sWbMJTNnJZsuVcOXKVRk0wc43hqsZHXqEreFfJoAJW1q9VatWR4cOHTFp0mScPHUKa9esEcCyU65uvYYhaS3rN2wM36K+MpyX872xc41uBU9Cl2XTAmbYWZfOgZLDIWXSZJg/f6FdX6/RBnQBrVu/UVxC6vMN85OLERsUvjGiGW1fhDPwpeU7dtwECew3bnzLteF2qF2jlliv69YEw5eW7+XLVyRnQvfuPVCrlh8ypE0nHV3Dh40I9Up96/ZdrF27XjqnaAF369IFjAvmP458Y4gWhxlz5BvDxjjqjbA1/MFG5xvjgwnVhg0bY+jQYdi0abPUgYMv+O/PP9+iZtVqEplQqWIV+NUJnl6euYWbt2wDxhQz0U+p4iVkpBndD56EL+HOmF+G1SVPnETOzRC4W3e+DxnEYqm15WcO7Z6/YBH4cHSlU83RvurzlZ+J1/yn8PWapnB/RZyBL2/uMWPHOwVf+nw5Umzx4qUSPkYQ0gIlKNl5xsgChl7t3Lk7VHkEOIETNG8+0qRMJaFazZo0FYDWrFlLfLU+PsWlHMO6ZZlc2AlHv23Pnr0QFDQfzOvA8DRb/5ioh0OGc2bLjl69+6F5i1aSI5d5gwcMGirXmSVjJsmitnHjJqc73iICaIKXHW6MbmAkBLOu0e3BHMOTJkySkD5bbh4CmNsvXryM8RMnu3WUm8LX1q8m+rYpfKNPe4+f2Rn40vIdNmKUWGK2YMBtRm4HjgALHrUWnOyGFqksZcsjX9580pFUq3pNKcvan8ly6IIIClqALOkzCIBTJUshgCXEWY7hSqhSpbrAfezY8eKf/fHHH8Frsf7H3A70pTImt0tgFzDki6PI2rZtjzlBCzFuwmQMGTYCo8eMx7QZszFrTpBkQ/vyv5/JYAp3ux4IXGMaek6MSb83M6kRvKmSJZeFPt+qFSuLppZDii2tXmrHmOteffvLtPCOrFlXvlP4Wv+CovdvhW/06u/RszsDX45s692nn3SMWQPTsMIM+NLyzZs7j4CSLgBapgwbo8+VURAciDBu7PhQLgdLqBDA7OFfsWKVzC7B/emqoHXbomUrDBkyTOJ/L1y4iNev39jUhu4OxvlySDCznBnWNy1qJlQvW7oMps6YjanTZ8lC6HKZMm2mLIGB3SQErWC+/OBgCnaGRcSytTyGfl3G8RLmTJyzZfMWdAvsgkzpM0g8bzB4U8igkywZMmHF8pW4ev2mTR879aL/fe36jQJed/l7CWmFr82fVLRtVPhGm/SeP7Ez8GUYU4eAzti1e28oV4EBTcPy9atZW6zKGtWro2XL1pJUZ+nSZbhz5w7OnjkjUQ58vd61aw/orzSOt7UmgDkyjfkTCExCan5QkF1BOCru4MGD0qnGELdgv3Bwfgh+Lpi/IDh8mOUMHjocM2bNxeSpM2QhdCdNmY7Ogd1Qv0EjNG/eSvIFMyE7h0W/ev1GQs8sYerMZwKXsbyMGabvmOFxnAK+TMlSYuHSt23UKV2qNOCIP3a2cWAFXTC2dOE26s2H4MjRY93qclD42v15RdsXCt9ok97zJ3YGvrwp6XpYRmvMRsSDAV92uDE+deH8+Xj8+DE+WMSFTZk4SRLGcGQXy+Ax9uBibGcY2tx588HoB858kSJxEvTt1TskAuL+/fviLx08eAgaNWoC5oWgtc1OOMPdwdheuipSJU0mVmWLFq0wa+78EPASwLR6Bw0eJhN61qpVR0LPOAqPVjxD4NhpyLhdTi0UXhpJuhUYy8sBFzzm1KnTmDJ5Chg7zDA6zkjBkWu0dLNnyYZiPsXAEYEpkyUX1wOHGN+8fddhZxujHBhixnZxV3wvy1L4ev5+c/UMCl9XFTPR/s7Cl9PWSKzv+YthwGkJX+ZHWLVihZUCH8A51OjLZEeSdYYuA7aWawPOo8eOl9wFJUuUks46zkBcuXwFDB44SIYTE67Bw5bLSMgZ/2YkBN0UHJTRq1dv+BQpCnailShREkOGjsD0mXPCwLf/wCGoXqMWavvVAUPOCG8OdmAeBkY+tG7ZCkMHD5EMZEY2Mkvrl8ClhcvsZUw1yZwRzZs2kxwWjJ6g+4TRDBzGzKQ8rCdzHHOwR9pUqeV7/9b+MnzblmvH0IbunVOnz6L/gEFuTaij8LX6yXrJnwpfL2kIT1TDWfj6t+8o+QM4osraZWAN37WrV0tV6Xu9cuUK1qxeIxm6CJ7de/aGOd4Ai+Wa1vGOnbtlqqJ2HTuhY+cuAkZOD0TAE2acMog+5UqVqwp4+blevQbo33+gxAE/+fVXrFm9WoYN1/arC0Y00K0wcPBQ8fVauh0mTJqK9h0CZNAFoZ01UxZxkxRjastiJfBtocLIlSOXgHz9uvViBdOyJWyZ+5dDiZmwvVOHjiiQN59Y2bRyJbojfQaZXJQPELpAKleuispVqgng06dJK9dTo2p1nDlz3uabhaELO9+MWSz4JmIA051r9fl64i6LeJkK34hr5/VHOgtf3uC84elnJGwte+FD4FuzlrxSc6JHdnaxk43WXfZs2SVnQsP6DQQulscaYLFc83suY8ZNCPFpcr44TpneslUbcGQarVJGVqROnlI6+LoEdsWRI8fw5MmTEM2f/vYbKpQrB049ZExBzxwT7ECcOXueuB9mz52POfMWYG7QQol0aNy4mYS60UotWrioQJIddhU5HVLlqjL8mZYrR9XRj7t79x706d0HJYsVlwk+mbOC2czSpU4j9SK8meeCwOX0R0ZZHBhCa5z+bN8iPjhw8Dtct8rZa60Jwbtw0RK3d7JZwlvhG/Lz8YoPCl+vaAbPVMIV+LJXneCi79fS+jXga2Q1Y+eWMcKsTNnyoHVHIE2YMMlhR5IBG5a9cvVaOZd1T37HToHgUru2n0zKydke6JvlBJPjx43D7dt/TyXUq3sPpEiaDLR669ZrEDKSrXGTZujeozc6d+4Cf/92aN6sBRo2aIQa1WqKX5Z1zZs7LypVqiqwpLVqLIRokSJFJXcv/bhMB0krnJ1zjNHNlT0nihbxEUtc5pqrHLoMgW/FysiZPYeksWTC9A0bNomf17h+6zVdDVwWLl4qPl7m2rAEpjs/K3w9c59FtFSF1SLZfgAAIABJREFUb0SVM8FxrsCXNzlv/MCu3bF334EQAFvClyAskC+/wIcALlK4qPg6c2TNhgMHDtlMSWkJG4KXVmDX7j0FvrbAQis4ILAr2rXvKAl8CDwC8+vPP0fWDJnQ3r8tJowbJ0OIkyZKLLkimMOBLgdCuEC+AtLhReuW0/QQnHG/joV4sWNLxEHWTJnFWqW1a0DXck2oZkiXHpzYkh1ndKcU+ZgQyBZwrY/NnyffR6s9BebNC7IbdkffL/XgfG0TJ00R7d3dwWatr8LXu25aha93tYdba+MqfHmzMn8spxPiVOaEQyj4xo0nftH69RuCUQj169aTEWVNGjXGlSvXQrkrLKHLz/Tzfnf4KPr2H+hUZ1L7gM4yjQ6tY7oT8uXOI/Dkq7/RwcXQLboAihQugjKly0hkQaZ0GWREGa3PfLnzSgcYczpwIXhLlSodMuOyJTiNzwQsY5Y5So5REbRm6ZKwB2vjOFrNhQsVFj8ww8pGDh8JDqumfrx+rglc6kAXAzvWVq1eK1pzlKH1W4A1ON3xt8LXrbdXpAtT+EZaQu8tICLw5U1O/2/vvv2x78AhSepNYBihZtOmTJVp2zlzRJUKFSW8irNU2ItdJXQIccK834BBIX5eZ2ESYgl3CBDrlh1ktEbpF2aHF0GXNEFCpE+TRlwV7PiqWrWadM5xeDGtyU5duqGNf3ux2itUqBjG3WAAlGvCljM0+/oUE5+25Xf2PhPOxXyLiaXM0Wwd23eU0XxMiE6XAmFL8B4/fhI7d+/FgoWLRV+6ebg4q0Vk91P4ete9qvD1rvZwa20iCl/e5LSAA7v1EOuM8KzrV0cS62xcv17qeO7sWXEH5M6eE/v3H8QVqxhhQpfQJnRWrVmHbt17OmXx2gMMIdyxUxfpmGvdpq1ER5QoXkKG79LvTBAnihdPXvmTJ0osFjE7vegSyZ0zl0xayUEYZcqUDdeKzZUjp8QP0wq2B1xjO8HLkDJa4Mbw6z79BkiH4qQp0zBl2gxwPXzkaLFy6dPmw43QjQpr11JPha9bb69IF6bwjbSE3ltAZODLm5aAoOU4cfJUVKpQUYblDuw/AFu3bkXb1m0Q64sv0LhhI+nJN16raeUZ7gqmkhw3YZKU4U4LjyPyAjp3kc451pOdbNWqVhcIflvwW+TIml06yOj3Fes4QUKxjpMmTAj6ZOkiMOBpuWaImG/RYtKxZrnd3mfCmYmAMqfPKOClq4IPBtaJgOUDzFhatmkboqclEKPys8LXu+5Vha93tYdbaxNZ+BpgYEccO9poUTIUi51tzKXAjjBmKvv+3k/Br9UnTmH3nn1YvWYdRowcLXG8hJAnLbxgizhQXAvSUdexk0COLgemnvTzqysdd5UrVUH5cuWRN1ceFCr0rfh9pQONYWaVqgiQOVqOLo0SH6e1twddbqd7gmuO0KMOzObWtFlzeSgYukX3mg9OPvT4ACD86zVohAULF7n1N6aFRVwBhW/EtfP6I90BX8KNliZDzBj6xeGyjG+lr5XTog8YOFhSH44YNUY604zXat7wnu69twU3o74dPoat0VVBK5lL5y7dJD8uHyB5c+WWaA2OluPCh0v2LFll0EWlyk64GypVQZ5ceWSUXJoUqVC3bv3gKI2PQ3lt1S2qtlH3Fq39ZWAJkyYxppp+5uUrVuHs2fNe/7v9p1RQ4RuDW5rwpf+RIIzojW/ArNBH+DLsKn/e/PKazVAzudFbtQnxY3oSuCxbrLiPPlNadSGWnZN+VD5IgiMoaoI+4+D8vomRMW16cSE44+el26JQgUISZseOPw424SCRiGrsruN4XXzT4IOGuYCZI+LM2fMShcKOv0uXr+HBg0cx+BdvrktT+JqrvVyqLaf3IXzp64soFA34Mn6W/tP+ffvJzLvMm8sQMHnV96C1R6AQsIQKAceICc68MWv2XMwNWoA5c4MwZep0yWbWvWdvuU7u6+h6eU0EVJduPSRRO33DnO24ZMlSDsPQ6GZgB5tPUR+JbEiaIBFKlyotw6NZprsgGpFy6Brig4mjFBmnbYS1cTQh/fEMdzt95jx+/PFnl35DurPnFFD4ek5bryh5z979mDBpirxyR8QV8Dd88yN9qjRo2by5TAeUIU066VyiJRkRWDhzDKFLqDA2mCPA9uw7IPGx7NSzXK5evS6AOXzkGDZs3Iyx4ycKEHm9jvzNrDsXWvWMVGBkhDFKzZa/lxZvyeIlpTOPfl6+BTAemYsz1+OpfagTr2PRkmUCWWpjANcy3lrh6xW3ZEglFL4hUsS8D0z7yEB/Wj8c4DB9xiyBBKHkLAgM+BbMXwAZ0qQFk5BzpJtvUZ/gaAMPWHzG63OPXn0kTO30mXMSykao8FosgWJ8Jmz4as3wNu6zb/9BjJ8wSeBNONm7Xib1YcccLV9awD5FfW1GQ0hkQ5lywUOU48WXmGI+GDp0il7wSh0COstDh1EmtHgNTazXCl/vuscVvt7VHm6tDeFLYJ07fzEk2H/T5q3o2buv035gA77spKJ/kzkOmHuXE2Z6ws9JdwFhSZ/lkWMnJGzNHnCt4WL8TRAboOYoMg6ZdvTAoQuiuG9xsX7ZichkOUY0g0Q2MFKifEXJtEaLlyPlGE1BcNuDelRsN8C7bsMmeejYsnYNTbhW+Lr19op0YQrfSEvovQUY8D177oJYQ7w5aR3x9XzAoCHiRw0PEn/D91sJNaPfl/BhPKu7XQ5GhxqTrNOCoyVrCQ9XPxvXSx8o/cH0Bdu6XkZoEKYZ06WXKI5CBb8NsX4NNwRTTnIkXbpUqdGgQSOPPHhs1c3eNr4d8IHCTGhGXHV4+ih8veteVfh6V3u4tTbW8DVuTr6aHzl6HP0HDnZoEfLGD4FvoW+lw43wFZeDm3v3pWONE1/ODRLwOnp9Nq7D2TWv1wCwPQuYVnz5chUkdIxDlcuULRccC1y5qoSh8bqZS4KdjJ6w+O1B1t52Pkg48Snfapx9M1D4uvX2inRhCt9IS+i9BdiDL6FFIB04dFheyR35RA34Fv4IX7oeOHCBr+r2wBCR7Uwuw45BQted4DUAzTwL27bvlIeJrUgIWvF8jef0P5x7jcl1qlStjqKFiwTnkUiYSOBsDOSIyDW66xjWn/Vlngi2o3GN4a0Vvt51ryp8vas93FobR/DljcrXVQbeE772ogIM+BbIm1+gxBFgtB47urGHn+dn5xqt8ci6GuwBiC4IRkXMnjPPrvshILAbalSvKe4VTv/DASX0cRPGTLRD4EV3ZAMBTqt31JhxuHTlms2oBnsaKHzdentFujCFb6Ql9N4CwoMvX1cJJcaG2nsdJ3y5MDkNZ2bwKeLj1theQp8WJ4ck82FgDxzu2E6LmqkcGSts63rlWjsEiNXL0XzM58t53vjgYT3d7eOOiCXMevi3bS/RDa5YvdRP4etd96rC17vaw621CQ++vCEJvM1btqFNuw52rV9Ch73+WTNmls4md/by04pj59+Zcxc84m6whjavd+nylQJfW9Y+3SmclsiYcZhuCNbRndccEegax/BBxXzLx0+cclkvha9bb69IF6bwjbSE3luAM/Cl9cvx/px40pY1aNz0XHvC+uM5jR57a1B64m9av0ePnUC3Hr3E4ra8Pn423CxlSpeV7GaNGjd1q6VvfT5X/+aDgLM+843F2Y42Q0eFr3fdqwpf72oPt9bGGfjyxuTr6/yFi8P1/RJMrsLC0f7sOGLkAAeAeKKTzYCO5ZrQol956vSZkmTHVv3E/dCxk0ceNrbO58o2dkzOmTdfktxbXpcznxW+br29Il2YwjfSEnpvAc7ClwMStm7fKbCx9SruChxc2ZcdbbS4jeQvzgDEHfsw8mHFytXiTrB3vQaAXbkeT+/LutLtsGLVmgj5xxW+3nWvKny9qz3cWhtn4UtLkJEGTLloKwzLU1DhK/TkqdPl9ZkWqTvA6kwZfNhs37lbhkdH5fVGVkfCl8uatetdCjEzNFH4uvX2inRhCt9IS+i9BTgLX/oOmT+BVqijmN/IwsP6+OYtW0syGFqiBiCiYk0XB4cuc9RbVF6v9fW7+rfC13vvtYjUTOEbEdVMcowr8OUQ5OEjRoXb6eYqMBztT8uXr/9RDV8+bE6eOiNRA2aDr7gdVq5Wt4NJ7kFH1VT4OlLH5N+5DN+Ro/858D191nTw5YOMHW6z5sxT+Jr83mT1Fb4xoBHtXYIr8KXbYfCwEVH6Gk63w9JlK6Lc8qXb4diJUzKqzkyWL+HLt4VRo8eKm0ZDzez98s2xXeFrjnaKUC2dhS9hxKB9+kD5WuvIVeDO72jFzZw1x2NDiu35j9nByCTz7GCMyut1h3asL4diHzt+0uXwPO1wi9Bt5LGDFL4ekzb6C3YWvoQRZx1meBU7ddwBCWfK4ACL4SNHu5SZyx5QXdnOUW5r121wGNfsTP09tQ+tcXsDXtg+BDDrr8OLo/8ei0wNFL6RUc/Lj3UWvryJmWCHN3VUwpfn40iziAyVdQW2lvsypI3Xy5zBdHs4A1AjysDevuF9b3lc2/YBorMR4sZjWY9mLVpJmF/zlm0waMgwSRdJF4NxLPfnftSscdPmMmcd3Q7sKGVaSctrtPdZLV/vumEVvt7VHm6tjTPwNYapjh4zTvyJxs0eFWuCh1CJiBVnDzDhbTfC6pjL2JG/l5YnQceFEOS+dJO0aOX/cW189kfL1m3FUv37e+7jL9O3c5thxRplceJOZoUjTFn21OkzMHdekIB2yNDhuHfvHp49eyaZy1p+rEfnLl0xYeJkmfRzxMjR6Nt/ANZv3Ix7937EtWs3ZOaO8K5d4evW2yvShSl8Iy2h9xbgDHw54ID+T87mYFhjUQFe4xyED7OqEYpRMdCCVu/GjZvlWgl/ox7G2nggTJoyFVOmTUfHzoHYsWMnbt26hS1bt2Hjps1Yumy5gJBTFK1Zuw67du/ByZOnBKD8fuWq1ZJ/YeSoMVi8eCmGjxwlkCV09+0/gOfPn+PBgwc4dvwEzpw9G/IDevz4Md6+eRvy96NHj2T4NSHNc/Afocx/T548xqNffpHPly5dwebNW3ExnIEqCl+Ry2v+U/h6TVO4vyLOwpcTa1q+4hogioo1gc8cuTt27nbZhxmepWf9PeHOzkXmwrV3vYQvl0WLl2LUGE7Dvl8a5uWrV/j95Uv8/vvvoK789+bNG7x9+zcsue3lq5d4+/ZP+d7479mz58H5dy9fxvv373Hg4CFcvnIVTx4/wf0HD3D3+++xfOUqHD5yFD/fv4/z5y/gyNFjWLNuvTwkmPXt3bt3OHX6NI4eO44TJ06CYD579hwOHvoO3313BJ06dsK2bTscdl4qfI0W8Y61wtc72sEjtQgPvrQCCT2mjIwOq9eAO0Ho6pQ41mB15m92tK1eGww0W1avUR+uWSe6DCZOmoLxEyeha/eeMvFo9569QBfN3KD58upPME6bMRMzZs4CrWVGjPTpNwAzZ8/B/IWLMHLUaEyeMg3Hj58UaPNBR58tz8EyObknoy7o8+U5+Tc7Pg0XBdfcb8as2bK9ZSt/+Y5WNPP60qXBa2JmuhMnTzt8e1D4euQ2i3ChCt8IS+f9BzqCLyMcmNDGmVSSllDyxGeCkL5NI7WkJ9wPfNAwf4WrQ4oJN0KRPl9jMcDM74zvW7Sm7zd4P27j34Q3tzVt3hJTpk7H9JmzZBuvlw87lke4cqGu3M7P/I6L8YAQfVr7h2wzjuXaOHbNug0SL03L3t6DSOHrXfeswte72sOttbEHX+MGpUVGUHgCqK6WSYjQ77xx05YIjd6yBxxup1+bg0hGjBojMHS1bu7Y34C0AVR3lGmUYQCYk4/ygcoHja0BGApft95ekS5M4RtpCb23AFvwJYhoWU6ZNkNA5AkYGFBwdU1LkDNJbNqyTaw4WwBxBFlb3xFEBJIjP6+r9fTG/WkF08oePHQ4tu3YJW3Ma+eD1ujMVPh6172q8PWu9nBrbSzhyxuQIUlHj5/E+ImTxeLlDRtZkBivwHzFZq+8LB9ft2mRuQp3A8DLV64WaPBhYQuq4W0zrvfgocMhMbOu1iUi2vAcvAaCMESPjyFl3O7JOrBs402G4WgM4WMMNWOB6Wa6cvUGHj/+1a2/MS0s4goofCOundcfSfgyYxhvPMJow8bN0mlEMEQGAgQub3Iu7KzjhJRjx02Q3Lz0bU6aPBW8+elfNfZ1BTyENvcfN34iDn13RNwGhDCvwRF0adHzWmnxceABAc6OKV5vREDq7DEGcKkHO8v69O0voWbMVSx6TJkm4XSce41lcj9X9HC2HsZ+1JzXzHXXbj1kFOHcoAWYN38hDh485PW/239KBRW+MbilCd9z5y7IzMBDh48U4PKmN27SiKwFZO07goMBmA5y/4FDYl2JpXn9pvhrDfixg2vnrj2ShYsgJnQM/2R45ybQeK7Abj1kyh8Of6YFx7IZtUAYG4uxjXXg/GwcrceORAPi4Z0rMt8b18RBG4uXLse+fQck7wIfBKwnF9aPDw3WjTHV8xcsQu8+/QTAkW0PR3U3HrC0wIsVK450qdMgW+YsaFC3HrZs3hyDf/nmuDSFrznaKUK1ZEwpM2A1/zjKipaQo5vV0XcEGUFDiG/Zul1gQqgQgPQrWkcoEITBr7rBkGQimMVLloVYogYYHJ2T3/G8hDAt7CHDRgiIl61YJTMuc+qjrdt2yOs1hwuPGTdBks6wnlycPUd4dbD1vWFdErrrNmwK6eiypwf1oU7GA4P5hDkdUM/efeX6PFFXWuGsZ8F8BZA0QUIkS5QYSRIkxDdfx0KiePExa+asCP2u9CD3KKDwdY+OXlkKA/P5qivWaoeACIOX1hnhF7RgkbzO05qzhq0jdwC/I3h43IFDh8GRX67CkRDhMXyQtG7bXl7vWScuBJcR2uWsZW0LqM5u4znadgjA9JmzcerUGbmu8Fwi1vpQj+s3boo1PGHSFHnIRObhaKvu7LysUrkqkiVMjJRJkyFVsuQhS8K48ZA1YybcuX3bK3+7/4RKKXxjcCsTvgzgr1u/kQT2M7jf1aVh46YCOuYRIDDoS2XYVsSW8+K3Za87faGNm7ZAoybNXK4Tj2G9QpYmzdAoAtfmqhbcn+ds5d8OtL4N4EZMi2ANz18InrtuXtBCNGvRWsqPSL2sj2nSrIXEF+fNnRdJEyYKga4BYMI4bqzYWLpkSZg74DVH6n1c3oX5Vje4SwGFr7uU9MJy6HbYs3ef5CNgXgJXl81btmLT5i0yjPW3357i4aNf8PDho0gvjx8/wYMHD2XoLst3tV7RuT9zNzAnw6+//oZHvzyOtBbU85dfHuOXx09w6LvDEW4re5pUKFsOCb6JaxO+8WLHwcwZM0L9cn97+RZNBi1F2TYTUdF/Amr2WIDVJ34OtY/+4R4FFL7u0VFLUQW8UoFhQ4Yg1hdfhoFviiRJxe+7d8/eUPU+dPIyksZPhj7V8mF++8qolT8T0uSqiHsPnobaT/+IvAIK38hrqCWoAl6rwOVLl5AlQ0bE/TqW+H3pbiB4v/z0M9SuWROvX9PJ8Pe/WfOXIWPatDhz7QKefAAGjBuDYukT4cmPd/7eST+5RQGFr1tk1EJUAe9VYPu2bSiYNx/ix46DBHG+EYu3dvUauHXzZphK9+w3FLFjJUAW3+ZIV7gFkqXMj5VB4wAEZ3ILc4BuiLACCt8IS6cHqgLmUeDRw4dYu3o1Zs+chd27duOPV3+Eqfwfb9+jfLX6aFY6Fy4vCcSp6a1RtWhWVGk1MCSNZpiDdEOEFVD4Rlg6PVAViFkK/HD/MTJnzY2pkyfIhT0CULFBK/jmzIr3f72PWRfrBVej8PWCRtAqqALeoMChY+cQ9+u4SF+gGnJU64eMRVshT5Kk2DGnvzdUL8bVQeEb45pUL0gViJgCD6+fxv6JLbFnXDPsHNUAeyc0w71DswG8iliBepRDBRS+DuXRL1UBVUAV8IwCCl/P6KqlqgKqgCrgUAGFr0N59EtVQBVQBTyjgMLXM7pqqaqAKqAKOFRA4etQHv1SFVAFVAHPKKDw9YyuWqoqoAqoAg4VUPg6lEe/VAVUAVXAMwoofD2jq5aqCqgCqoBDBRS+DuXRL1UBVUAV8IwCCl/P6KqlqgKqgCrgUAGFr0N59EtVQBVQBTyjgMLXM7pqqaqAKqAKOFRA4etQHv1SFVAFVAHPKKDw9YyuWqoqoAqoAg4VUPg6lEe/VAVUAVXAMwoofD2jq5aqCqgCqoBDBRS+DuXRL1UBVUAV8IwCCl/P6KqlqgKqgCrgUAGFr0N59EtVQBVQBTyjgMLXM7pqqaqAKqAKOFRA4etQHv1SFVAFVAHPKKDw9YyuWqoqoAqoAg4VUPg6lEe/VAVUAVXAMwoofD2jq5aqCqgCqoBDBRS+DuXRL1UBVUAV8IwCCl/P6KqlqgKqgCrgUAGFr0N59EtVQBVQBTyjgMI3grq+B8BF/6kCqoAqEBEFFL4RUO3mL69QtlMQ+szcafPot2/f4trVq7hx/QY+fPhgcx/dqAqoAv9sBRS+EWj/gCFz8Mm//oVSJcrg+R9vQ5WwZfNmVKtcBdkzZ0HOrNlQp3ZtHDxwINQ++ocqoAqoAgpfF38Dh648QJ5chdGjTlH4+BTHtVs/hJSwedMmpEiSFHG++hpJEiSUJdYXXyJj2nQ4euRoyH76QRVQBVQBha8Lv4G/ANRu3Q+jO/rh0c0jyJk9Nw4ePi4lvHz5OyqVryDgTZUsOSwXArhZ4yZ49+6dC2fTXVUBVSAmK6DwdaF1Nx+5jm8SZ0DrgTPQM+gIEidJg5VrNkoJFy9cQIY0aZEsUeJQ4CWEk8RPgLw5c+Hnn3524Wy6qyqgCsRkBRS+Trbui7+A0nU7oUjq2GhSKhfq+uZA6oRxMHTcdCnhwvnzSJcqtU34Jk2QUPy/P/7wt4vCydPqbqqAKhBDFVD4OtmwMxbsQqZ4CXF991zg0TngwWk0L++LRrWbSQnPnj5FCd9iiBcrdhjLN86XX8GvRk28ef3aybPpbqqAKhDTFVD4OtnCRzbMw7GlA0LtfXnvIhxZOTZk24Kg+YgbKzbix/lGOt7Y+Rb361jidti6eUvIfvpBFVAFVAGFr9O/AXa3hf9vzqxZKJg3HxLHjy/RDj6Fi2DF8uXhH6h7qAKqwD9KAYWvB5r7wYMHEtv73aFD+PXXXz1wBi1SFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtcL5caSAAAgAElEQVTsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppVUBVcDsCih8zd6CWn9VQBUwpQIKX1M2m1ZaFVAFzK6AwtfsLaj1VwVUAVMqoPA1ZbNppWOSArsu3EeHWYcQMPsQAoOOYOnJB/jjQ0y6Qr0WWwoofG2pottUgShSgIxt5t8baWPHRUDJ3GicNzMSJi+IuRuORFEN9DTRpYDCN7qU1/OqAgCev3yNb4uWxsCuzQE8xQ+PLiBTykQY27+v6hPDFVD4xvAG1svzbgVu3buPtGkzIatPXZRutwBZK/aGXxlf/Hr7mHdXXGsXaQUUvpGWUAtQBSKuwIYd3yF10mQY3awEZncuh7Yl0iOnTyWcufNLxAvVI02hgMLXFM2klYypCgwYPgk++XIAb4Nhe+DEIXz9+ddYu2JVTL1kva6PCih89aegCkSTAu8/AFVrNcU3STOjUrclqNJtJTIXboxKOZLh4Y3T0VQrPW1UKaDwjSql9Tz/WAX+/PNPXLxwEWdOn8HL31+G6MDty4a1w8hGhTC0kQ+GNCiKuZ0r4uHptSH76IeYq4DCN+a2rV6ZFyiwZ/ceVKlQEZnTZ0DGdOlRwqcYVixbHlyzD++BD88B/AZ8+BUAlzdeUGutQlQooPCNCpX1HP9IBY4cPoz0qdPgm6++RtIECZE0YSLEix0HCeLGw8oVK/6RmuhF/62AwvdvLfSTKuBWBZo2bozYX3yJVMmSh1oI4FLFiuP5c1q9+u+fqoDC14Qt//TpUyxZvBiLFy6UNT/rErUarF29WqxXW7qvWLYMM6ZNQ44sWcXatYZv8sRJkDJJMly8eNGEvz6tsrsUUPi6S8koLOfpb79h4YIFWBA0X9b8rEvUacCHXrPGTRDYqbNN3RctWICpkyYje+YsduGbIklSXLhwIQp/NXoqb1NA4ettLaL1MYUCQwcNxg8//OCwrk0aNkLsL78K5XKgFRw/zjco4eurbgeH6sX8LxW+Mb+N9QrdrACh26dnL7x//95hyd8dPIQs6TMiUbz4SJk0mSxJEiQE3Q4rln+MeHBYgn4ZkxVQ+Mbk1tVr84gC165exdDBQ8ItmxnLevbshQxp04n1SwCnS50GTRo3xes/Xod7vO4QsxVQ+Mbs9tWrc4MCp+5/wMUnfxd088YNDOjX/+8NNj7JwIpLlzFh0mQ0a9EKDRo2Qv36DdGiVRv4t+uAmbPn4vVrjem1Id0/ZpPC9x/T1Hqh9hQ4/PMbXH70h3x97ckbzDv8I+Yd+B7nfnqOfWfuYPLI0Rg2dBwOX34g+7x58xpdOwfi4cOHNoskeC9cvISz5y7g2IlT6NNvAPzbdUTHzl3QIaAz2rbviKbNW2LmrDl48+atzTJ0Y8xXQOEb89tYr9CBAlcfvkKB4o0xY+Zi2Wvk2LkY0Kwh5vYNwImdWzBuwjRcv3IKWzeswOTJM0NKmjdnLqZNmRLyt/FBLN6Ll3Hq9FlcuHgZV6/fxLoNmwS4hG67DgGyGACeMzcIb96oBWzo909aK3z/Sa2t1xpKgd//AgaMmoP2tUpg1swZ8l1g9z7Ye+YEgHcA3mLfqrkYPXUxRo2ZhHN714Uc/+LFCwQGdMKGdetDtr179w4XL13GyVPB4D1/4ZIA+NLlqxg3YRJatWkbAl9C2ADw3KD5ILT13z9LAYXvP6u99WotFJi1ah/2LBqLTauCMGv6dPlmUs+O6NSqC/wHL8flR++A989xZ98K3D+xWWBscTh++vFHdOncGVMmTcbDBw9w7doNnDx1RoBL8BrL1avXsW37TrRt10GAa1i/lgAOmr8QhLf+++cooPD957S1XqmFAqeu/v/tnXV03FbzsP/6fi+0fcttUm4KKQUaaJi5YWYmh8FhZmZmZmamhjm2kzimcMMNN8W0851nHG3lza69dryO174+R5ZWK2mv5kqPRnMHfpTCJWvJws2HpVXP8VKrWXe5fOsXkUfn5Ncru2R429rSrucY2x6uF3///XcZN2aMjBk9Vk6eCn4KvACY9cdPBErffgOe0n7/AXBjmT13nvzxhwGwa0knvbUGvkmvT80ZeSCBy6cOy8ohTWTN5EHSomYFqVuumFy7EOrYc8bytdKhmZ/jc3QL5y9cVLhi47W0Xed5SGi4zJ47Xxr5NY1ierC0YDwg6jVoLPPmLYjRfzi6tpjvfEcCBr6+01empV6RwGNZMmuSzBg7VB7cvS99xq2WnpO2SKNaDSVoy/xof/HxX48l+EyIS1ODM3zPhITJmnUbFLyA1oKufY5HBABesHCRAXC0kk8aXxr4Jo1+NGfxDBJ4eDFAHpw7In/+/khOrZ0oP0zrLT8FMJDmPoLtr8eP5UxIqEfgBcQMuu3es0/823eUJs1auIQvIAbA9Rs0lkWLl8hfj93//jOcrtk1kUjAwDeRdIRphu9I4O+//5aQUNeDa84aL58xR4SERajfb6cu3cSvaXO38I0EcEsNzFiyZJnvCMW0NNYSMPCNtcjMDslZAoA3NDRcDh952qvBHXjx+V23boPahbt06xEjfC0AN2jkJ8uWr5C/iVM2f0lOAga+Sa5LzQl5SwJ//f23hIUB3mMuvRpcwRdzw/4Dh6SpXxPZt/+gdO7a3SP4WgCu38hPVq5cLUDf/CUtCRj4Jq3+NGfjRQmEhUfECrwWjAMCT8qmTVuEOWaHug0aRWt2ALzWhH24QeMmsmr1Wi+emTn085CAge/zkLr5TZ+TQHhE3MALgMnxcOfuPT3n06eDZeDgoS79fS3gOs+bNG+pCXnWrl3vc3IzDXYvAQNf97Ix3xgJCAbXiLPnVOO1NNnYztF4cTUDwr/++qtQBqpdh07SsHHTpyLenMFrfUYDZvsNGzfJn38+Nj2TBCRg4JsEOtGcgvckcPbsOTl02HMbrysw4+1wOjhERo8ZL6vXRJoPAk+elNZt26lXgz3hjgVbV3MCNLr37C1nzoSYUGTvdXmCHdnAN8FEbX7I1yRw7tx5OXT4qMeDa67AyzoG3Rik69i5q7Txby/r1m9QUQQGnVQviLbtOmiOX1fAta/DRa1X776auCcsLMIA2NcuKKf2Gvg6CcR8NBJAAufPX5BDR466DRd2B1pX6wktXr5ytXo5oL0S4RYYGCQ///yznDodLMA3usALC8Bsg7ni4KEjasIIDQ2Tx4+NCcJXr1gDX1/tOdNur0ngwoWLqvG6Amls11lJdfr0G+BwMQO+/u06SPuOnRXEfs1a6ABcTABmP5Kxb9y8VYLPhGrO4NCwcPnTANhr14I3D2zg603pmmP7nAQuXLwohw8fixeNF1BrQp05857ybsCDATMCOX7nzV8gW7ZuU5MEZYYsTdd5jm2Y7efMna/H5fgEcISGRxgN2OeuNBEDXx/sNNNk70jg4qVL8abxWuDdvmOXQtWVVosmC1BPnjylJ3Ts+HEtOeScdN0OYb7r07e/HA8I0lSVFoDDwyNMMh7vXBZeO6qBr9dEaw7sSxK4eu2aHD56PN40XlzLiGijfps7mAJfwIrvr/XHA4BBucZu8j8Aa/bbsGmLuq8BXweAI84aDdgSpA/MDXx9oJNME70rATTPaTNmSkDQKXUJs4AWlzluZaFhEbJ7737p2auP2/y9ljaLRjxr1hzZvmOnnDwVqQGvXLVaatet77ARW9tac2A+eOhw9cLApmy1ExMEPsl//WWyoXn3iomfoxv4xo8czVF8VAJ4DOBBQBKb4SNHq7aKnRb3MAtqns4ZBDt9+owWzCSM2F3idAui1hzbL79PRePDR46qC9nhw0fUvEDZeWs7a472yz6Llyxz2H6tNgLgs2fPm1wQPnA9Gvj6QCeZJnpHAqFhYdKhUxcN3QVoDf2aqi/ukqXL5djxAH2tJzgCELuqUoHWyXcK3eAQzdc7dtwENQu4MzVYAHWe8/sAeNiIUXL9xg09YfyMu3bv6dJsAXzxltizd38U8wMQBsDsazRg71w38XVUA9/4kqQ5jk9JICw8XDo+Aa8dhEANU0D3Hr1k1px58sPuvZowHdBiTggLP6uTFS6Mz+36DZtk1Oix6q/bqEkzha/9mLFZxp7bvmMnmThpijz+80/1N8b+iwaMJ0TjJv/kArYG3wgEoT2W9vsPgC8YDTgRX5UGvom4c0zTvCMBtMLOXbspzFyBES0UsAHiVm38pWfvvjJy9FiZOn2mTJsxS6eJk6fKoCHDNEtZ0xat1MTgyqPB1fGjW6e/3bS51KxdT+bPX6AC2LZjhwwbMVImTJwkAwcPiZIPAtNG3/4D5cDBw2qCsGvoaMDnz180APbOZfTMRzXwfWYRmgP4kgTOnz8vXbp211f86CBofYcmCoTROjEL2Ce0XIALMK3t42tueULs3LVLqJDM3+O//pIdO3Y+9Zs8KLp26yFr121wmEAsCANggkZMPuDEd5Ua+Ca+PjEt8pIECKDAhgpA4wuS3jwOYAesAwYOlvETJ8nc+Qu0uCbrLThbv892PAQwV+Dihq0aUwTmkqPHAuTixUtekqo5bFwlYOAbV8mZ/XxKApcu/6gZwXwFvBZUASqmhWo1asuQYcNV5tNnzHSZDQ0gA2FClxn4W7dhkwaNAGDSWV65es2n+iypN9bAN6n3sDk/uXz5R+nRq4/PaLwWeO1zTB/tOnaWiIiz2qMrVq52eGnYt2MZzRgzSYtWbdQm3W/gYBk3YZJqz6eD/wnoMJfG85WAge/zlb/5dS9L4MqVKzpg5spf1hlaif0zAEarPXT4iEptxMjRUrd+Q7cmFMtejTbMhAwoXX8mJMTLUjeH90QCBr6eSMls45MSuH79uvTu21+hk9jB6mn7GjSK1GivXr0mN2/eVFNKbB4saMTtOnSUkNAwn+zTpNRoA9+k1JvmXBwSALx9+w1IUuC1AA1ABwwaLPfu3ZMHDx7K7LnzpE69Bm41YGs/a87+HTp2Fnydzd/zk4CB7/OTvfllL0ngxs2b0n/goCQJXgugaLv9+g+U+/fvy2+//S6Tpkz1OJyZYzDwSGUNyiSZv+cjAQPf5yN386teksBPP/2krlmxeRW3gOZLc7wgAOjSZcvk199+k0ePflH/ZWzAnvods3/nLt3k7DkDYC9djtEe1sA3WvGYL31JAoCXsuxJHbzWQ8JyQxs5eow8+uWR3Lp1S13MGJiztolpDoAJOiH4xPwlrAQMfBNW3ubXvCSBO7fvyOChw5INeC2oAmAeNvgAX7t2TUsKYXIhQ5q1TUxzANy1ew8hl7D5SzgJGPgmnKzNL3lJAgw8DRs+Uuo1bOzxK3dMQPK17zE34Mv86NEjiTh7NjLJj1/TWAG4e4+e6hPtpW4yh3WSgIGvk0DMR9+SwL179zUPb2w0PV8Dq6ftRYMdO36C/PnnYzl9JliLbcZGLuxPAvgff7ziWxeBj7bWwNdHO840W+T+gweabQyN11NAJfXt6tRrKHPmztPLIzj4jIwbP1HzQHg6CIcJo1fvvmrCMNeYdyVg4Otd+Zqje0kCDx4+lFFjxqq901OwJHXwcn6EFrdo1Vq2btsuDEDu+mG3NPKLTLrj6fkD4N59+sm1a9e91HvmsEjAwNdcBz4nAcA7Ztx4A96WrV1q/JYXBOHFJHlnINI5C1pMIAbABKlcvx5ZVcPnLhIfaLCBrw90kmniPxJgQGnchIkGvG7Aa0EVABPJNmHiZFm6bLnaf2P7hgCACeS4deunfzrALMWbBAx8402U5kDelsAvv/yiMAEKsQWJBaW4zPktK0kN6R0ZmLImAEfSGr5PyDZ5eh74/NI+T7d33o4BO/IJ3/rJADi+r28D3/iWqDmeVyTwyy+/yuQp0xJU4wWmgAuAUU4IVy7KCU2eOl2mPJkY0Oo3YJBmCwPAz1rDzRl+ieFz/QaNZfCQYXL79h2v9G1yPaiBb3LteR86799++02mTpuRoOAFuAxeUb9tztz5WpmYkjyU56FChDVRvfj4iUCtobZy1RoZPHS4ghpoJ0ZNOK4wRwMeMnS43L1714eunMTdVAPfxN0/yb511C+bNj3hwAswMS106dZDSFgOWAGtuxLywNheQv7UqWDZtmOXDB0+UjVmAB5X4CXkfpy3q8neBlz6hg4bYQAcT3elgW88CdIcJv4lAHhnzJqdYBovZgOmMeMmyIFDR7QaMGC1l2SPadnSjANPnpaFi5ZopNmz2Fzt8IvvZR4MllmFZTt8kYNlL6Z0Pd/x+2jAw0eO0mxq8d/jyeuIBr7Jq7995mwf/fKLTJk6TfPUAoL4Bo/z8YAPJeDnzlugWi6abkygje57oB0aGi5bt26Xjp26PNOgl72tlAayT/bvPF0Gqmj3VLVAk50xa46sXrteduz8QXbs2q3Tps1bZcHCxTJ2/ERN2I582Ie+qNegsYwcOUYePnzoM9dTYmyogW9i7JVk3qZff/1VsK/iJtWhUxevv76j1QGXufMXOir+RgdWT79DCw4JCZPtO3ZJ+46d9TzcAdICasvWbaVlG3+1G7du205a+7eXNu066MRnBv5atGqrDyPa3aJ15LK749rXA04ASpn5WXPmqR2bh0zwmVDX05Pv6AvLns1voi2jAY8eM1bwuTZ/cZOAgW/c5Gb28pIEGFwLDDyptlagcPjIMZk1e64AHsBhh0l8LXPc8RMnK4Bia2awg9hu/7WgdiY0XM5fuCxbt+9UTRO4tgKiThPrgWNjv6ZSv0EjqV2nnlSvXksqV64q5ctXlNKly8r3xYpLoQKFJG/uvJI9azbJlCGjlCtXXmEdkyzQdgHnhElTtKJxSGi4avj29rtbRiZWGXog3KlLN/Uhrlu/kaawxPfa/MVeAga+sZeZ2cNLEqAiQ0DgSTl2PEC9CoAZ3gTc+AxiEXEFKIFITLDx9Hu0uK7deyrkPTY1oNGGRUjEuQty9twFOX/hkpy7cElCw87q4BuDdAcPHZE9e/bJ9h07ZfPmrbJu3QZp376jlClTVkqVKiPFin4vBQsUlDy5cku2LFkVpN+mTS9pv/5Gvv7iS/ni08/k049SycfvfyAfpHxH3n07hbxnmz5851155823JFuWbBpAgebs7pyRGWWD1qzboA8Yj88z6FQU04sF4QMHD8vwEaO0L8imNn7CRMEH2/zFTgIGvrGTl9naSxL47fffJSjolBw9FgleZy0MAAM1KvYCzPgAMMdA21y1eq0Orjn/pqvPPBCYli5dJsOGDZchg4dIj+49xb9tO2nSuInUqlFTKpQtL8WKFJXcOXJKxvTfKkiBKBPQ/IAp5TtPTR+++5589N77ut0nH34kn3/yqXyZ+gtJ89XXki5NOsmQ/lvJnDGTZM2SVb787HPdv2jhotLGv3204KVcEPbc0LAIbbur84rNOt5I2J6BScAOgCdOmiy//GI04NjcHga+sZGW2dYrEvjjjz8k6KR78FpgQGNDMx42YlS8DGAB8b4DBimQPDU3hEeck2XLlsvXX3yh2uj7Kd+RFG+8KW+++pq89WR6+7XXVSvlO2D66UcfS+pPPpOvPv9CvvnyK9Vu06dNJxkzZJQsmb9TE0KuHLnUnJA/f0EpXKiIFC1STLXj778vLsWLl5QSJUpJyZKl1fzA/MvPU0uqDz6UqlWrq0nGldaLqYFBtW3bd3r8cLFkHdPc0p6HjxytAK5Xv5FMnjJVMBuZP88kYODrmZzMVl6SQCR4T+sAGxqlJzc9A0DknQWerqDj6Tr2X7R4aYxgol3A5uz5i3Lx8hXZsGGzZMn0nbyXIqVqqUAQwGZI960A0Tx58krePPkkf74CUrBAIQdMv/++hJQoUVLNDqVKlxWdSpWJ/Ow0L1mqjMIW0FoTAGaf/Hnz6+9+nfoL8WvSzOWgG1o98F2ybIVqvDHJNS7fowEfOnxUyxA1atJUB+GI/MNF0PzFLAED35hlZLbwkgQALxqnFTnmKQAwQWzYuFldrjAbeApb+3aACRewffsPuh14On0mVMLCzyqcd+/ZJ+PGjpd2bf2lcoVKkjFdetVq0Ww/wlzw7nuS+pNPJet3WaRo0e+lbNnyUqZseSlVKtLGawGUORCN68TAGzZiwJ8zew6H25n93FjmwcIbAg8OT7V6T+Vv346+YBAO2OMxghfE9BkzBTOS+YteAga+0cvHfOslCfz5558KhSNPQnbtN3RMywAFrYuRe2yOzuDx5DP7kTDm9OkzUeyg1rHPnb+og3CTJk6W6lWrS+YMGdWU8PJ/X5BXXnxJXn/5FTU7qG021Sfy2cepJMXrb+j0yUcfS+aMGVXjteAbV9ja97PAnT5NWh18K1WytLqiOZ8vDyTswDt37VY5xSTPZ/keeTEoapmCgDAAnjlrttDH5s+9BAx83cvGfOMlCfz5+LGcOh0sR44ejwK+2EAA+KKNtvVvrxqXM4Bi+ozmO3HSlChwQouLOHte9uzdL3169ZGC+fKrPRfgvvHyKzrIlT9PXmlQt54M6D9A5s2dJ6tWrZa1a9fJunXrZdrUaVK+bDkdCHvjlVcFMOMOVqhgYcGMgJeDHaaxXQa+aNWfpfpEzRw1atRyae8l09qIUWNUoweOsZFrXLalL9Zt2KSDl8DXAvCsOXMMgKO5hwx8oxGO+Sr+JYA2dDr4jMRF47WDwaFxPfF+iAm29u+BA/Al/BezQmj4WXUb27t3v/Ts0VO+y5hJUr75lk54FZQrU1aGDR0mBw8ekgsXLsrVa9fl3v0H8vOjX+TBw5/l/oOHOufzj1euyqJFi6VShYrq1cAg3MfvfygZv82g9t+SJZ9AOA7mB+CNLRmPifTfpNGHDv7BzufG+a1Zu15d9Owy89YyZg3cAyk/hFxpjwK4YWOZO2++AbCb28jA141gzOr4l8Bff/0lwWdCnknjtQMETXXVmnV6w3Oz2yEU3TLbMm3YtEW9J1auXC1du3SVbJmzyNuvv6HmBNzCSpcsJQvmL5CfnqRSBLg3b/0k12/ekmvXbyiEAbF94nuAfPX6DVm+fIVUq1xFB8fQhD/+4EPJkC69FMhfUAfRGDyLjfaLvfe7TJnl/RQpJXfOXBqo4Xye2F27dO2udnRv2nrt/cAyQRvTZszSPMdWmzB/kHt5/oJFQt+bv6gSMPCNKg/zyUsSePzXYzkTEhpv4OWG53X3h917pV37jh6bHghGsKLlmjVtJiW+L65wfP1/L8v//vuCwhcAv/Xa64KrGKYH/zZtZdnSZXLl6jUF6/UbN6MA1w5fa/nGrZ9UIwbUmCZq16gpn3zwobz5yqvy0bvvy7fp0kv+/AUiIfzEs8EZxGi66hFRuqyULlNO0Jrx+aVdZcuUcwlfBtrI14B8EsLkYEEY+C5fuVqaOCWVtwDMW4YBcNSby8A3qjzMJy9IwA7ewKD4s0FanhK9+vTzyO1MQ3vb+EulipXV1xbAvvzCC2peICCiXp26CtrmzZpL1cpVJF/uPArj//6//5N333pbKleoKGtWr5FbP92W23fuxghgQAyo0YTRiNdv2Cj1atfRwbk3X31VCKpInyad5M+XPwqEsQ8D4nx580vWLNk0qCJ3rtzChEvbpx+nkjp167uELwOJ02fM0gdTQsIXVzxyWGCDd/ZAsQC8ZMky+eux0YCtW8zA15KEmXtFAn///bcml3mWwTVLu3I1R/sldy6DTNbrrqs5yWqAb6GCheTj998XzAB4KDRp1FhWrlgpp06dlvsPf5aHPz+SBz8/UsBSep3v2rRuI2m+/Epe+L9/qYtXsyZNhe/Y1p35wdKArfmNm7fk3oOHasLYvHmLNG7QUF3TGMgDwmm/SSP58uZTCBcpUkwyfJtBB+ty5sgpuXLmkmxZs+k2aL2ZM2SSZs1b6vk4nytyWLxkWYy+y65k+Szr8HggpBr3PUwfzu0CwA0a+smyZSuMDfjJnWbg6xXkmIMiAcBLWsXDR+Lu1RATELD7MrIfHXyBLhNww17KIFip4iVk69ZtcvfefYXtT3fuRgEpGiu2XrTWO3fvyYEDB6V1y1bqwfDSv/+jWvG6tesUqIDVgmxMc45rQXjb1m3StElTDT/GHAFY032TRqfcOXMriLHzMlmeEpm+zaj5HFq0jkwt6Qy5xApf2kle4LbtOsrRY8cFH+/k/mfgm9yvAC+d/19//S2hYYD3mIYOxwTRuH4fE3yx8ZKGkSQ2JKZJ+fobqu1euvyjx5or2i2Qxqthzdp1kj93HgHAuJJNmjhJPR8wK8QEXvv3HBMI3757T3b9sFtaNm+h2jUAZjCtdOlyUqJE1ICMyECNMvJdxsxSoUJFl2YH4Ltk6fLnovkS7eZO8wW+aMTtOnRSO31YWESyB7CBr5fgk9wPy80VCd74s/G6AjTwJb+AO82XYINSpUprBBo2XkwGaJ937t2PFSwBp2W/ZeCwSWM/ee1/LyvQhw0ZqhCNLYCtY1raNzkj0n2TVjQM2Y0rGhpwgXwFJFf2nC6j25AD3gXIxZW8vLUOs8PefQc0b7ErswPwtbxMyDVBO/B8Sc4asIFvcqdkPJ8/pobw8LMJAl4G3E4EBEnf/gNdRroB3mrVa8pnH3+sEWlVK1WWH3+8EjlYdvVarOFraa7AElND967dNKFOitdel/79+qt2HBsThHU85hxzx/Ydkj1rdjU3OHs+2D8DZ0KMGzbye8ruy4DbuAmTNHowIQfcsL2v37hZ2+M84GaZRoAvfsDkm2B7fIOZJ1cAG/jGM3yS++EiIiLB6y0Ny35cRtgJjCBlorO2hakBOJFFjEGtvLlyq6sbvrq4jNnBF5dly+Nh8MBBGgVHbt0J4yd47Irm/Jto4kuXLvUIvsW/L6E5JDg/ztOCG3Pg1qffAAkIOuXVnA72fmCZdJULFi3RhyCQtbfJvowr3LjxEx3eGOT14JcRFB0AACAASURBVE0iOYYiG/gmd1rG4/lHnD2nGq/zjemtz7xaEyjByL/9hlc7b9t26pqFzy7Zv3bs2KkDa87Qe5bPmBmAed8+fdUEQXazJYuXqNdEbI8LfPGCIIiiREn3iXew+5JikpSSQJgyQ/ZE6midbdt10BBpTAHekr39uFa04agx49yafywA83CgEgaeEVb70IBDQsPkj2SWC8LANx7hk5wPdeDgQS22mFBRVdzwvLKSXAdtyrq5mWNuoPzOx++9r366I4aPkIePfonizRBbOLrbHgAztWrRUv73n/9q2C+eEQymudvH1Xo06bNnz6kXRp48+RzeDZgbIgfaSmt+iDJlygmeECRkJ2ijYsXKUZKp8xBCHtRoI/DBDklvLZOciHwY/u06POXja+8XlmkfphHnQUEAHBoWlqw0YAPf5EzMeDr3EycCFH68Au87cMhtisb4vPnRmnR03cnkgEsZ2h8leTA3lClZSiEI3FxBLz7WEXCB9wT5HPAFrliuvFz+8Yr6Csfm+GjRc2bPkQzpM6h2C2hLlY4MuCCpOkl1yA+cNXMWnaiGQbWLGjVrR8luBnx79u6rlT8s7TI+Ze98LCA/e+58hb79DcQZvNZn2terb3+1+drbhwkCD5nHjx/H05WZuA9j4Ju4+yfRty4gMMgRrstNNXP2XKFopPMNGt+fueHnzV/4VF4HXrl5LSciDVewjRs3qR02NhCM7bZXrl1XN7RDhw7Lt2nTycsvvCh9evVWk4SnQRj8Jt4UgLypXxP54rPPNbKN0kH4/lLXzcpmVq5cBdV2s36XVc+Tum8NnOy/fs1aaLCFt70esLtjQujcpZv2hQXYmOaOa8XJKwMA4ymTHABs4Jvo8ZZ4GxgYdFIhwGskNxtx/bzyk0fWmzc95gbSSeIzamXR4veJYgNCX6X+QsjV0KJZ81gDMLbgtW9PQMasmbPknbfe1hI/W7ZsVSjbt4lu2fIn7uDfTr0oyAGBbffzVJ9oFNz7KVMKE8l5qHCMrZvsZu+8+bYO1LVo2cbh/YBcKFe/d/9BNc/E98OP42H6Ab5jx0906W0SHYAZICXHhqsSRwA4PDzpA9jAN/GyLVG3jHBctMyGjaMmMwfEg4YM0xvT/koZXzc/NuWTJO8ePvKpG56bmYxh1FRL+9XXcvjIUYVvdMCLz+9wMyMaDs31hX/9WyqVr6CmDpLsePI7mEbwFiHPBNWK8eetVLmqRrjVr99Q2rT21wALkrZ/+VlqqVWrjtSt10A+T/WpRu6VLFEyiv2XvsAHOuhUsGNwK776gePw9kHxUcw8TNHB1tV3aL/devTSaiLOD2sAjCyScjIeA99EjbjE2bjTp4O1MKOl8dpvLGvAZ+q0GaoVxecAHMdC6505a47wWm23L2JvRhvkdZ1ilvjgampHp5SPnkDwWbbBX/fIkaOqkRIyTIL1+z8/8gi+5Ipg+5RvvKnmC3yUmSpXqaZa4vSZc2Tg4GGSO0curZhBbgoGFsuULisfvvuumiVq1q7jiHxDPmjA1FVjUCy+HoZovISNb9qyTR/A9rcP+7XgyTLXEPZpBuw4Jse2HhAK4LPnkiyADXwTJ98SbavOhITo6767iDJuOG76Jk2bq/2X11Im64aK6xxwAN658xaoecNZ00LrpTjlu2+/LV99nloTn6OFPgtI47IvpgMS81BS/pUXXpQ8OXJKWHhEjINveEyQiL1sqdIaEFKxQiWpUauOar7ly1dUeY6bMFmmTJspw0eOkSKFCmtZI/IOf1+suOTIlkO15UzfZpCmzVs5zA/ICThOnjpdwYYM49oH7McDEI0XFz9ns48nsHW1DRowNmMSwFvXiwVhAHz23HkhXD2p/Rn4JrUe9eL5hIWFS4dOXWL05eQGs2768RMmaQ5fXiutGyo2Nz/7sC+uSJOmTNNgCmzL9pu4Rau2CnzKsRPyS8YwBq4YwIoLQJ91H3UbO3deCuTJq/Xexo4ZG6OPMXkjVqxYqVnTvvniS+k3YJB06NhFqlStrukj+w8cLOMnTpGx4yfJxCnTZey4iVKhfEW1LaMBExlH1Q08IEqWLBXF/GD1xeChw2XX7r0Kz9hqwfQD0A0IPCmz58zT4I5n0Xjt/ccyx+KhPWHiZNn/xGOGfgf2APjcufOaqMmLl3eCH9rAN8FF7ps/GBERoZFk0Wm8zjcUNxOvld179pZ16zfqa++ZM6E6jw7EfGdpumhCVComZy/HctZ4+U0CDSpVrqKDUlQTJvE5r/DPCtFn2R/td9zYcer5UCh/AYWHO3c3HhJkUKtbq7a8+uJLUr5cBZk6Y7ag6Q4bMVpGjh7nAC/wZZo8dYYMHjpC/XxxSStWrLiaKvD/xTOC9I326Df6oqFfU9VW589fqG56wA1NGFkDOeRun1iP/NmOByb9MGDQEHUpc44odO77uHymb9GC0ajHT5wsmzZvVfCeDo7U1nHfS0p/Br5JqTe9dC4MfPBa2CCGnLnubjhuKL5D82KA5vDR43rDE5JqAQAIsMw6bnjy/65eu14H1vDdtY7h/BtWNFve3Hk1VSRhxBcvXdbcC88Cz2fdF5gStZUrew71vJgxfUak54OL8kMEZBCBhwZLsvRevfvJ+ElTZcKkqTJx8jSFsAVd5kB5zLiJ0qRpC6lcparahWvWqqN+wJ98+LGmpiRBO6YYZ3kBTT9e87t2l8lTpsnWbTvkwMHDmiMDu7D9tZ/ESHiVkB8YTZxj0Q+A3Pm48fmZNvKgpW95cA8ZNkKmTp+pZYoCAgK9dJUn/GENfBNe5j71i+fPn5cu3bpHqc0VlxsNrYYbihuLEe7RY8drFNbKVWsUsoCWZV5px4wdrzedtY8rbddqQyvA7NdUvvnqa02Q3rljJ/U4iI1/7bOC1t3+aN9DBg0Wqh9ThBMN19kUQjsJLfZv6y+vvfQ/KVSgkGMws03b9mrfBbZ2+GJ+QCOuVbue2oQxTTAwV75CRXVN08G3j1NJ7dr1HINvlryYN3vymm+BlNwYAwcPlbHjJqjbGK5jI0aOlh49ewvyxSTAttH1g/348bXM7/G7XDe0Ac0dbZ6gnqTwZ+CbFHrRS+dApd4u3XpIg0bRV4mIzc2G1qQ3UuMmejOpFtWqjTRv1UahwI2GacOyAcZ0bG7GqtVqCOaG91KklBXLV8TKy8F65WdwDk8FJpaxGWMmeBaIc4yjR49pbgk0WrRbotjssGabY8dPSPo0afQccC2rXLW6mhPKla8ozVu0VpODpQVPmjJdpkyfLeMmTlEo4QnB+TM4R7YzqmIQYELSeN4G7KYHV7JE/jwQgRxytyYLeADQ25quq3a5W0e7OKeAQN/XgA18vQQuXz/sxYuXpFuPns+s8bq7iaz13Njc4HG9yQnqIFE6vq85s2XXxO0AzQ44V8tAVStK3LmreWW3bduuJd+pVszyiYBAHWVHK2UwzFljdXVM53XsA8Cp20bYce+evTTpjgV05rjDDejXX00TpImsWbuuDrKhzVasVEX9eEeNHS+jx4yX/gOHSNu27aVatepSMH9ByZE1u5QqWVr9gPPmza9aL0mEcmTJqqWSCD2uU891rTdL/r44B8Bt2raTk6dO+fRtZuDr093nncb/eOWK9OjVx+vgjY8bH3swmcB4Za9SqbIOXEUHStJJYo9Fu92+fYe0bd1Gsmb+TisYf/jOu5qwhuxkmjWsSFHp1KGjrF2zVmGO1hrdsZ3hy2fgOnfOXHUfK5QvvwLdGni7dfuOhD6xCxNU0fKJmx6ar2VKqFKlmpQqUUpBm+qDj9Sei1ZLFB1VL4Btzeo1ZOjgIbJw/gIJCgySu3fuSI2q1RToRQoXdWn7jQ/ZP89jAGCCfE4HB3vnJkiAoxr4JoCQfeknrly5Ir169/UZ8JLTluKWpI4ksIIimK4gyDrAe/fBQzmPOaVTZx3gAtqYK1J/+pnm/iX/L8sfpHxXgx0I2MBkgP/t6tVr5O79BzH67Np/Hy086OQpBTy/Q8J0y/8Yj4gJ48bL26+9Lum/SSt+fk0F/178eqvVqCUVKlaW9GnSyov/+reWnM+QNp22kfZlyZxFqxsXLFhI6tSpqyYN+3W2fu1a9QPG8wETDg+p5wlLb/w2JhL/9h0k+MwZ+6n7zLKBr890lfcbevXqVendp5/Ub9jYJ25UXMyq16gZqbW++54sWrhIbbZ2+FnLgBctFHNCye+L6+AcMMz4bQYpWrSYAg9tk6l8hUpSqFBhHcTDlowdFUCiEXfr0lUzmAFVT5KyY1oAtjWqVdegi2FDh2k7bv50W49TrHARNZmgdfMbaLNpvvpaMmfMJOnSpJXiRYvJ2NFjZMvmzRIaEiKHDx8Wf//2UrhwUZ1IN1m0aHEpWLCItGzZSiFMSC4VRQrmy6+h1qSdbN22vU/0aWwhDYBxTQsJDfX+DRLPv2DgG88C9dXDXb9xQysg+Ap4uUmx95YtV141VzKY7d69x21tNjTWoKCTWvySQAzsoQCWwarqNWurtwDLTHgO1KhVWzVPspQBX17vmb/y4ktSt3YduXDpssfliLAZDx82XL0eMBEAbh4Es2fNVo2WXBRotaS//DZNWj2fTBkyCiXkK1WsLPjl2is9/P7777Jhw0Zp2LCx5M9fUCFMJrcCBQrpPl27dpPg4GAZNGCAHp/S8zENvMUWeolpewBMEiHSUfrSn4GvL/WWl9p648YN6dd/oM9ovNaN36ptOyHPLaP7pF0kvaWrwTZsrOTbLV+mrNpBAS9JysmDC2wtjdd5DpQJYCCVIz642Iczpksv//vvC5o8B/uvJ0lztD7bjp0a/pszazYhKRHtHDN6jPTs3kM9NPBf3b//gMKXQIncufNoEnU8GAAsiXXWr98gv//+T8n1u3fvyYIFC6VmzdqSL18B9fO1tkd7b9SwkWrrhFs7p5y0ZJhU5pwf0ZfhERFeukvi/7AGvvEvU5864q1bt2TAoME+B14c8LFjahaz19+QIgULucyh4PAo6D9AgzDIhVC4UBGpUbOOW+jaIQygyZtL5WNy9K5bt15Sp/pEzRaTJkyMMWwYswcDfKeDz6jdN9X7H6jdl8E7NUncu69eF3/8+VgIxCABfOniJWXokGGqxRYsWFjzExcqVERNCx07dpYTJ05EucYwF02ePFUqVKikECbaDQizDzbfD955RypVqpIkB97sDw8A3LFLNzl3/nwU+STWDwa+ibVnEqBdt2/f0fSPvmRqsG42C745s+dUqFapWEmrR5CgxrLzMkfr3LNnr0KIIpfYUjErRKfx2uFbvUYtrR6BaaB82XLy+x9/CmWJXn3pf0ISG3x0XWnb9jbQJqLuKpavoFoztmkG24CvNdHO+nXraSmi6VOmau/jF8wgHJovJghMCyyXKlVaRo8eIwyO2v+IRBw6dLhqzGyHdp/x24yRPr958roMuLDkmVTm+KQTvXf+wgW7aBLlsoFvouwW7zfq5q1bMmToMJ/TeC1IAF+Wv8uYWe2atWrUVOg6l24HapgL8FrALgzAMCfYARvdMl4HaJK4dhXOX0C1WMCK98NL//6P9OrRM8Y8EpaG27plK/nv//s/jXqjXay3HhAEY5AkHchTkPP+/ft6ETx48EDmzZunqSMxLdAWygmxXL16TVm2bJn8+uuvUS6YwMAg6dGjl54rJYkwY2C7JrLNkpslR1+b4xfuarKfBxpw1+495fz5xA1gA98ol23y+PDHH3/IqDFjpXbd+j47Am5BBE2WV/VGDRpqPge7Hy5+tAyyZcmUWeGJFwGBC2i+0QHX/h2aL54FKd98S0oU+16LZf786BeZP3+B+u7my5NXfXUt3127xmtffvTrb5pmkiKbVNhge6utDL5h/+UBQZg0pob69RtpNWPrigQkgwcPUaAysMZDhHax3KpVa7UXW9ta83379kuXzl30ofPFp59qwAbVPuyg8oVlYIu7nD3qzgrMYW591/hJZjSujbr1G2oY+927dy1xJLq5gW+i6xLvNwhXpD179+lNSFipL9yAzm20w1dLBjVt9lSABZCkICVBCbhwAeqqsTA5AGFsvrlz5lKbb6P6DRwBGmdCQrXixJuvvS5r166LsVwQeR4mT5qswCYYBPDqgN3NW5rHF/c34JspQyatXIy9linSc+EfP1bqxLVt66/QBb6WKQJteMCAgUIuDvvfb7/9JkULFpJ33k4hVapUjVJo01mmie0z0OX6BK5oskOHj5TpM2fLilVrNPcv+X/JB0Jy/aEjRilsCZWmugqgXrpsuXD+ifXPwDex9kwCtOvAwUP6CsfFndhuvJjaA3yZiG57/eVX1PvArk3ySg/w+vbuo4NjuImxLdm/qtao5ZHma9mF8bcFjBPHT9DcDEAT393GDRtpuaDRo0arbdkyI9g1XmuZAbaVK1aqiaRyxUqqQXMcbL+LFy1W9zLyOzRq1FgH1rDxWp4LpUuXlUmTJsudO3f0qsDVbNWqVVKrVm0hrBhTBBOmCAbdZs+eLffu3XNcQa2at9A8x/gE455nly2AA1hcA0wsxzXU235c+7L1oLSvi2kZ6NI2Ev4sX7FKyLBG5jvHFBwiwUy2dWTCA8x9+w+UpctWJPr8vwa+jks0eS7s239AbzZfA7AF3yyZv1OzA763wM+y+TLIhXsZA3GU5UHzxV0sX558mgnM8u21mxicl9F60SgJxiDSjJpwVnTao19+VdssbmetW7WWn+7cddhwLeDa54D23PkLMmLYcHUZo31MrKeNRLGNGzNG7be4jxEYAUwBsGXjrVu3nvr3EkDB3/Xr12X8+Ama24EBNrYF2uyHDzA5KvibMmmSDuTlz5tfPUSAq6VRAjhctLp266ETg1V4kXA98BrPnG1igqXz9/QPvsWYOdjfUwCzLVormi6aLfmFQ0LCNAVpTEn4yT9s5SC2u+SpEBLhPwPfRNgpCd0kTBCW9uN8EyXWz9zMQAKTwJuvvirVqlRVbwfL7xZ775kzIZLtuyyaLSxj+vRqfsDj4esvv9RkPBUrVXYEWDiDF7sw9mHCjQlB7tyhY5RKyGjVI0eMVI3Sr2EjNUdEp/kCYkDLfgDcirhbtmy5fPTue6qd9+3d29H1mA/69x+o4C1QwO5uVlg6d+4qJ0/+k1Tm1KlT0rVrdzVTWK5pzDFbDBs2XNv5XooUGs3HYJR/h04yctQYzdNLPt99+w9qTl/y+lJFgurTq9askynTZuirvILYwzy+9At5hFu19ZdatetKjuw5hNL2VatWjzHQo+kT2+6YcRMcyd5J8h4TdK3vTwQEyangM/LLL7845JiYFwx8E3PvJGDbdv2w2+cA3KpNOylapKiG5RKGG3H2nCPvAr61J0+d1irGlNeZOnW6DBw4SE0PKV5/XQfQKDGfO2dujZIDtpY2XL1GbS1amTlDRjU3UIft1OngKC5lQBQtFpczv0aNPYKvXRPGRHLh4iUdxMOHGO0aT4ehgwZH6fW9e/dJs2YtHO5mlimiVKkyMmHCRLl585Zj+61bt6nGmy9fpGsa2xYqVFR9oT/96CMt6kkttz37DmjSdOuVnQTqltbI3FrPnFf55StX66s82jIPaVcPZAu6aLqYdvLkyq0l79XeniKFmkNcJXe3joXGC+SnzZjl0F4tqHoyV/CePiM///zIIY/EvmDgm9h7KAHbt2PnLr0BuAmsmyIxz7mZy5YtrwlkMqX/VgKDTurrP5ADvgyKZc2UWTXf+QsXSVjEOdm4eat0aN9RsmfJprADeJ9+nEq+y/Sdeg+QkLx0mXLq9gUQ0339jb7q45FghyeDeeR5wN2MzGf4+sak+dr353gjRoxUeFMqvkf3HpqjgvwOLZu30ArIVtejyWGKIFACk4LdxlunTj0d8Hv8+LFujmvarFlzHAEXkQNyBSK1/3TpFaZh4Wc9rqdnFcwEbrPnzletFghb1wXQJdKQByGRdjzMPv/4E3VvIy8GWj3Jf9ieba397HPAyzGp0Wc9BDwBrrWNgvcU4P3ZEplPzA18faKbEq6R23Hsf2Lrs98giXGZwSNSLlr23IMHDzlsspbNt2K58prQpv+AQRJw8rQcOR4gAUGnZcu2HTJgwCApXLCQQg93NcKUKT2f+pNPFR74BVP8krwQwBZgWrZabMu1qtdQWy3l3p2TpNtBa1/G3MC2x4+f0HwODBaOe/IbJN0B+Jg5SPjTv/8ACQsLc3Q+OZYHDRqsiXQsdzNMC5gYiHwLCPinwgMFJ9H0ixcvITmy5dRzJPvb3r37VbO1wOXpHChS5mnb9p1qjwWWPPww/QBd8kcgLzRdEhClev9DBX7hQoWlZZu2up27awgb78BBQ9S8wO942ia2iwRvsDx8+NAhJ19ZMPD1lZ5KwHZu2bbNMSDj7oZJDOu5+XnFJeUj3gyrVq6KktUM08DA/gPkpf/8V0p+X0IOHj6q0/6Dh+XIsRMSEHRK9u47IJMmT5GmTZpK7uw5FRjk1mWQDhCSmJxkOARTLF26TMIjzgo+uwQykE+C3yUvMInZ7ZB1t2zBG79kygtVKl9Bc/xevnJVfrx6TQYNHKQPE2zTab5OoxnWpk+fIbdu/eS4AsgB0aJFS4cpwnI3wxQxbtw4uXbtumPbAwcOSDv/9vJZqlRa3Xjbth1xgq8FRLRmZNen3wC14+bKEQldNHZySBDMQQg3Gm+hgoUUugDa3fXC4B8P0R07fxCKq1q/48kc8KKZP3zge+Clgwx8HZepWbBLgMqxaCTubHzubqb4WM8NaQ0AomHZJ7RyvuNVlZu6abMWesNz8/fu1TuKvy1RZNhMsfmSsnHa9Jmq/QJfawLIQPh44EnZvmOXzJk7Xzp27KQ113JkzaYwfuk//1ENFw2bATzMDdSKIztaudJl5Mcfrzi8LNxBl/WYJTTD2dBhmkYy1QcfqAvZ2XPndbCQ6rwAuH+//sIAGVpkpoyZJH/+QppYh7wSBMjwh//qokWLo0S+We5mtWrV0dzDuKTxd/v2bcmRleoWH8iatevkTEh4rCAHCIEc4EX7pcR95YqV5aP3PtDgFTTdxg0bSptWrTQJPXKiugj9Ex14uVa4xvDT5bh4NngCXbYBvGz/wEfBS78Y+Orlaf65ksDGjZsSFMCAlZsRF6WOnbqoj+e4iZO1jPiESVNkxKgx0r1HL61gAIDZFu2X/A68qtesVl3uP0lYY8Hu9t17mjMB2ywl3Hft2StHjwc44GtB+MChI3L42Ak5diJQTgSelKMnArV0OfbT/v0GSO1atSVj+gyamQzQoxWjIU8YPyHG8GILyGjiJGRHU8fEQVKgevUbSstWbWW6DjQFK6B/vHJV3dg4/vvvvCvZsmRTFzJMDO3adYhiD7506ZIMHjxU7cD/mCKKqimiffv2aorANa1YocKqUS9ZskxCQj2HL9ANjzgnp8+EyuJFS6Rm9ZrCQ+PlF15U7TZ92nRSpHARadG8hWB3jzyvAtKidaQ3SnQPY/qwXfuO+vbBoF/swBusfe3quvWVdQa+vtJTz6mda9et16KK3CjR3UjP8h3QRbulWOfUaTNky9btOjBkaVwAgAlNB42H0frFS5ernRD4klaS8N/sWbIKqRntiW6owYYtOO1XX2s6yRbNW8rxgCA5dOTYUwC2QMwcGPN6fSLolGrGlLvfsWu3jBs/UW21eCjkyZnLZSY1C7b2OXZequ6iTb/16muCfzLRdhTALFuugpQpW17a+reXvfv2C7mVMUP06tlLNcsPUr4jObJl14Q5AJaEOcOHj5CLFy86rgrMCyRT53t75FuZsuVk5MhRkjt7DtV8ly1b4RF8VdNV6IbIooWLpZZC90MdYMQmThKgEsVLaIRdntx55L23Uyp4KVnPwFpMGi/XC30+asy4WJlBLI2Xh6yv/xn4+noPJkD7eVXFPxRzwLNA1nlfy6GeSgQLFy3RKCZeP3FxsmALcO0T6xmUsbS3bTt2SbfuPdX2SvKb1atWy8NHv0Sxv6JxkjvhjVde1Vf5nj16KVSBqx247pYBMcA+GRwiEydNlq9Sp1ZNm8g2Zy8IO3CtZfx6yWpWtVJljcZL89U3T+WYAMJ4WTT2a6o+t1ev31BTRI9u3dWbg+Q4ABi7brHvS0jevAV0sJEcE9YoPwl2Fi1aoustrwjczfLmyaeDYZhf1m/YqK/47rRM5KuabnCoLFy4WKpXrSaffPSRthuNvV2btnIq6KRGj+Hali9vfjXNYGoggKV5S8/AS9/zQF+7bkO07bG3U8EbdFru3YtMOpQAl75Xf8LA16viTToH53U5PgEMyNF4hwwbIXv27FOYxnakW7Wz8HNy6PARKZAnn1aZ6Nyps3on2N2+8EzA9axls+bq+QDI2rRuI7v37peg02cErdYVeLEHYwvGS2Lt+o3SqGFj1R6pZoGJA6AygGZB1tUcLZxIuwb16mto8eepUknp0mWEhD3OgR18BsBEm4WGhsvlH6/qvl07d9EBQAb3cmTLISVLlXEk1iGyrUmTZlFquGGKGDp0mG6jwRYFCyt8qcaxc+cPLjVNhe7Z8/pgmz9vgVSrXFU+fOc9lRcuY4RYY1OeMWOWw5d286ZNOsimbwG58+iD2RONl4ewDrS1bSd79u5Xn2M7ZF0tA17W28Omff3uMvD19R5MwPavWLkqXgBsDahNmT5TtVo0XVc3nKfrzl+4pH6yr7zwoiYsDwsLdwRbAETcu4Dv9es3NAcE9uE3X3lVqJ82Zsw4jejCvIB2a03YfYHvwkWLxd+/nebuJaCCHA/NmjSVs2fPqXkjujpugJdBNDwbcCnDFYt6ce7AC3zRgMuVr6gJY9gXwDN17NBR/ZIZOGQwC/9mK8cvpgaWe/bsLSEh/9Qyw9xC23PnyiMfvf+BBlkQzWaXNw88NN1TwSEyb+581c55OL3wr3/JN198KcWKFJVsWbMryDF3APvmzVvKtClTtXDpW6+9JmVLl5WWrf2lRTReDc5vPTx4e/buq+almB66ChEqIQAAIABJREFUFnip3JGU/gx8k1JvevlcGLhZtnyFNGgYdxMEr5vceISuWpFVnkLW3XaYIHid/vrzLzT72JRJk4XcC3ZN1AIw4ceUWecV/IV//VveffttyZMzp9SqWUs6deosvXr1lq5dukmjBo2kaOEiqtkBa9zCSJ4+efIUofil3a5s/x1rGVMDA2dNGjWWV196ST58730pWqSYR7mEy5StID169lIXNDwhgC/RcO3btdcqzeSoaOrX5ImNt7CGIGNewNRA2SOS8Pz0U6RrGl4RlK5HeyXg5OChwyp3NN2Is+fVvDNnzlypVKGi+udyrl+nTi3t2/rLmTNn5Oq1a9K7dx8pXLiYDuJh9sieLbv6QePtQXIh3iC69eil/eoMWXefGSwlSxl9ilnJXd8C3oCgk3LnTuJNDRnX287AN66SS6b7AeDFS5ZqEva42IC56fBa4OaPSeNxd0M6r+fmxVZcuUIlTSCDbfWGi/pqABgzAXZawqnRSIEwKSnJs4s5AaAAIBLmAFz8fbNkzKTuZQyYYT/GjBGdxsvg2oULFxVMaOMEN9Sv30DLwbsyNTivo2Q8tl80VMrcEzYNgFnu0L6DtunrL76QaVOnyuLFSxzRbADYSsIT6W62Vq/S3T/8oOdYqngJCQg8KecuXFLZz549R6tr4JNrhTiX+P57OX7s2FNX9w8/7FZPC4IpcC3jzaF2zdoSGHhSzoSGaw1A+tYdbJ3Xs+2wEaMc9nznPuUzbQ0MPCVUXEmKfwa+SbFXvXxOAHjBosWxBjAaLxm0nF99Xd14sV0Xfva8TJwwSf1n8WfdvHlLFJ9fSyO15gCS/ApHjhyVIUOGKoiBdoWy5bRcULXKVaRVy1ZaYZj6awRRWBnNrGM4z7EzkyKS6DWOQ9QcCdwJDQb2mBQqVa7q0tZrBzDwxQXt+IkA1XiBL8Ed/N6effuk+PclJOVbb8uXn30m2F0xp5DLF/Ba7maRidYLq9bq36atPlz82/hLSFi4oOkS+ccgGS5476V8RzKk/1ZNCmRT692nrxxzAeB1a9eqmxwmFGzex08Eqq2eB9/YcRPU9c8Zsu4+A9/hI0e7hS/gZUqq4OUWNfD1MqiS6uHJJQBUqP+GKcHdTWatt8wNi2PpZ+ophPFDPXz4qOTLnUd9UCkrZM/v6wxKPpNlDPMBIAaa+ASzjgnQoiETWoy92D6A5+pYaMMcA99oouKwD+MP3M6/nT4ESCfZuUs3HVCzg9bVcvkKlaVhIz9N5mNpvpgfOEb/AQMV4MWKfa+uXeSl2LZ1q15mBJS0aNFKIWq5m+Eb/M2XX+u2uIvVrlFToYvJBY28Q7v20rRpsyc5IyJdxwA4WjThzdSF42/P7t3qYvfqiy9JtSrV5OixEw6PEzR0/JR5uFr9HdMc+A4ZOlwBy1uQvZ8t8P700+2kevvoeRn4Junu9e7JAeC58+d7BGB8Onv17qvakvPNZr/xnmU54twFHeUnWQ5aHeHAnriCWTAFsBZ8Y4KttQ9zQM00deo0+eLTz9RsQT022kD14JkzZmrY8w+790jNWrV1QM0VdK11eDz06dtfYXv23AWH2QGvDjRiNGPCqosVLaZ+wLiAbdqwQTubJDxLliyVatVqOiBM9jaqJmP3ZcAQ6JK+MiQkRPeh1A4hzFYOYTRofKfz5MknjRr7yZLFi9X0Qpg2bwdkOgsJi3AAMy7wBdTYiQ8dPhrF/GSBlwdnUv8z8E3qPezl83v812OZPWeu1GvYyK0GjNYLfGfNmefQlp4Fsu72ZQAPMBTIm09dpLBx4jEQkzuYHaSxWQbUaLuYJajLBvRfefFFad2ihZw/d15zAKd4/U358rPUar5Ai169Zp16OxBU4coEUbZcRa2svG37DnUzw+TAxHmQda5K1X9MFwCYlJoEmHye6hPZtHGjo7evXLkqY8eOk++LFVfo4jbGQB1J4RmUo6Kz89+FCxc00xrVkfFqYHANT4lUH36kDxQG5Q4fPfZUHyp8Z86OlebLNYFb2g+79zpczSLBG6T95dy2pPjZwDcp9moCnxP5BmbNni31GrgGcJPmLTUk2FOfTndw9WQ92u/oUWN0UOrt19+QcWPHPRV0ERvAutvW0naXLF6itdz++3//Uh/gEcOGyR9PciqgheJBkfabtPLV51+orRUAk0SmfYdOGmhRqnRZNUWg7TLVrlNXk5wzwIapwYIvvsK79+xVcNuhDYCLUODzjbdU67ZMENYlEBQUpIl1smTOIjlz5lKgFi9eSl3TSMAeGBhobeqYnzp1WkOWC+Ef/NHHOghZoWx51VLtGq/VH9h8x0+cLI1sqSZjMjsAX4Isli1fqYOlCt4AwPtPfmJHg5LogoFvEu3YhD4tyrZMnzHTJYB5xSQLFm5D3jI5WCCwPCjKlykr2Cdxrwo6eUpf+6PzUHAHWef1uJnh8UCidv+2/prj4cV//UdzJ+zetespsc+YOUvtqVkyZxVe/+fNmy+EPDOAtmr1Whk2fKT07NVHp/ETJgplnQCtHbwAGFczBuCaNG2umc4sEwVzC8Bo3mQW27E9snyQ1RiKDlFSqFEjP9VorfpwuKaVKlVWxowZK1eu/GhtrvNjR49KxrTpVYYkDzp48LCE2kwNlryt6MMBg4bEasANOPM2NHjo8CeuZifViyRKI5L4BwPfJN7BCXl6aMBUjHDWgBlcGTt+oiNk2LpxvTUnaGDF8lWal5eBr4b1G+jgm1ViyBmonny+zoDaw5/l0qXLqk1n/y6LDuwRkNC7Zy9xVaIcr5A+ffop8CiCifZJ4MLChYu0PfgB80BgII2Jz2i8lrbrPL90+bIOUqEh2+GrAK5dV9BU0fb5jR9cPAhoIxFqFNkEvHbXtBo1agkljX777XcJDAgQPb//viClSpQUCq26Ai/9x8OO8kPk5YjNgBvwxVURDXjTlm1J2qvB3T1o4OtOMmZ9nCRAfoEpU6ZFATBhyXPnL3zKVugt+KKNhUecl04dO6n/KjZRcjtgn43NQBpQVi+Ghz/rHDiV+r642nbxcyWRz9YtkZ4GroRFgm9KAOFxQHQYAKZiBkl+GBQD6Gi4lieDM2ydP1umhxo1a+mg21MArlVHq0YAYFzc9u/dJ3/9/bcE4ypnq2YcERGhidaLFSsRxTUNjbhli5aSJ0cudUEr8X1x2bfvgISGn3UMrjn3GSaHdRs2OUAak7nB/j3XBZWGeagkxz8D3+TY614+ZwA8adIUB4C5yRYtWeZWe3K+oePjM4NADL4VLVRE/W0JptiyeYvH3g+Mtt9/+LN6P5C/tnqVqppCkYxkDG6lTZNORo0aHa0kSWqOlklOBOBrARjXL7TTFctX6PHRetF4GVQDsEysc4YvkOY7TBkM2FHg0w5gSt1jgihQoKC6uWXNlEmaNWum29av31BWrlwZpeLDvn37pXXrNpEALlFK50TivfLCC0JNPGz05PB11x885NB8yUzG240drDEt46LYu2//KInfoxVmEvzSwDcJdmpiOCUAPH7CJAUwN9rCxUsTFL4AQ80PK1ZFViD+38uSL1durevGYJkr+y9aMX6/ZEXDxspgWuUKFTVjGi5aRHZlypBRB6vwBiCjWHR/J0+e1JI/vN7b4VukUBHN9YAGTBY2zA24oc1fsFCWLF2uy2HhEbre2faL3y9gRrblK1TSdJQEb1gTMCZ3BDmOqepMPmBSPkYGYBSUpk2bawDKn3/+qU1nUBDf5PLlKmgtOyvnxe7de6MFL/LlAQeg27broINnMQHX+r5+Qz91OyR0OTn/Gfgm59738rmT6pDIp2o1a8uCRUsSHL5oZQzyUWQS2yxgIReBlvL56bYj9wNl5qkwAZSJTqMqMUl3eH0nDSUJcYAuGcJwvypZsrT6wK5duy5aCW7atElzIlDmx4Ivr/YEpzRp7Ccv/vs/kiVTZulHsvY69RSmaLOAtEvX7rJl6za5eOmSI8TY0oQBMA8HEh21buOvGjDJeKyJPMGjRo/VdJA8NHAxI3E7bSeAIjIpe3s5cOCgtv/Hy5f1wUSC9CIFCsquXbu12Kg7jZf1aL249pHfODZaL29BPXr1lqtXr0Yru+TwpYFvcujl53iOAJhIptFjx+vNyk0b3U0dn98BB9y6CGkumL+gvPd2CrXX9uzeQyPXGEBjCg+PkLVr1qqvLtWKrbwOeErkyp5DChYopOACXkAUTZYIst27d0cr2WnTpiuw7fBFYyZHxK+//So1qlbT38IEUbVqNc39YIUgY1Zgeeq06XLhYqS2a8GXORoxZorgMyFaGmjylKkyYuRomTJ1mvoDk44Sj4wK5crrAwRTCeYIzoH20w5SU44cMVJNDOS2KJgvv6acjM7UYPUPyYzWrNugA2ae5vgAvFQiuZxMbbzOF4uBr7NEzOd4l8C9u/dk6bIVmizd265mFhyYA4gVK1c7gj9y58wl77z1liYnHzxosJZcJ+8BQRkk0Pnv//s/jUrDtWrh/AUSEnxG/Jo0UzODpbky5xWeQAV7tWBXQiMbGF4F1r5ADxDjR8vfnTt3NGIMjwwyplWvXjNKukki2ahyQe05bL3OJgggjBZs2Yntc7alHlxAYJDWo0OD//yTT6VY0e8d7eGhgimFwJACefIKlavDIs7F+HDE3ICHA3mHcRezzAnRzQEvSe/xFjF/kRIw8DVXQoJIgEKHmh6QTFVBpxJkAr7kHODGb9nGXyGcPWs2zXNAYnLCclO8/oaG3GbN/J209/eXXbt2iWUPvX//vtSuXVe1XAugzDEdULL+3LlzbmWH33PLlq31Nd/al/2qVq0epfzPzZs3pVKFCupPmzlDRqleIyqAsesykIYGj6Zr134j4XvBAV8G7ZwH6q5cu67+wbiMkb2N6sKtW7WRypWraFAGppi8uXLJ1q3bPQIv3g3k0MBLwVNzQ8PGTdQVzV72yK3gktEXBr7JqLOf96mSKCWhAIyGfex4gCbstvxPKcxJVNV3mb+Td99KoXkRcmbNLuvXrZNbLiKr0NLQRoGmBVDm2Ezr1auvVYHdyRSbZu3adaKAm/0aN/ZTjde+HwC2gkJcAdjK9YA2a8HVMjuEhoVrJY/9Bw7JseMnVDtmAM+uJeMyd+zYcSn5fXE1QRTMm0/y5sylg365c+SUzZu36uBkdA9FzEU8zMhIZ4G3WcvWMWq9gJeEQufOn7efslk2Wc3MNZDQErhx45ZWiyCcNLqb/Vm/U//T9Ruf8j8FwMA4d87cOgiHBuzfuo1L+JLRq3LlqmpmsMO3QIHC6jVgaciuZIinQ8mSZaK4mVECvl279vLnn5Hl3+37Xb9+XcqULKWpIilPD/SrPSk1RDhxteo1NdgB0wIAxtywctVq6dS5q9StV19dzPyaNJVevfsIRU/ZhsE6S1PGuyMwMEjtuwwkkr8XP+VNm7ZEC16giyx5mBEKTFVpT00NgLdj5y5yNpo3BLsMktuy0XyTW48ngvMlIQ25YL0FYICBpwOhu65ejQEwSV3wWviM3AUvviT5c+d5KmAiODhYypev6AK+haRjx07RSnLHjp1R7L3AO2/e/NK7d1+3+12+fEmqV6su6dOmVy8IBfCTCsfYf4GqFY03a/ZcDbRAK8ZDAkCzjfV5wMDBCkxgTSgzwSIkRKd6MvDNmC69LF++Ui5c+lFlBVyt6fTpMzo4CnR5CG7avFVz7/LWEBvwMtAZHhHh9nyT+xcGvsn9CnhO53/9uvcAzOvxylVrntJ67QNClDdv7d9eiBZLnyadvoKTcrFpYz9HJYfQ0DDNfWAPkgCiaL4kYI/uDx9g+2Ab+/GZmnHu/sjBQLKbgoWKCOYHysvbAbxx81a5fvOmLFmyTB8IgBZ7sD3QgmVATMKeDh276IAbvstkRKMiBzmGsXW3b9dBqPyMny7BKEePB0ROTyo6b9m6XeYtWCT9Bw5W0wIPMUKB7TJ0t9zQr4kmDgoJ/aeenLtzTs7rDXyTc+8/53MnqOH4iaB41YAZiT946Ih07tpdGnuQ3BsAo83lz5tfs5LheZA61afSr08fmT9vvpQpW05KlCwdxeaLvy9uZNH9UT0Yn1rLXIGXAzZf8jq4+6P0ETl1KQ1fulQZDUVmgBCg4npGuHSdWrU1eQ7eGfny5Y/iHeEMYQBMXmCS6qDxMriW+pNPdbCQ88ZFrHXbdtKjVx+142LLJeqsfcfOClq/J5qup65kwLihX1Px79BRzjzJFezuXM16U8nCXAPPWQJXrwHg+DFB4NcbEHRKho8Y5dLc4E5TwwzRqm07TXSe40lxyNdfflmDE/CCKJCvgFYLxr0MEBcqXFTWrImsj+ZKfH/99Ze0atXGkdMBAONmhovalmhyQTAoBqSLlyiptuJ8efNpLmDyAZOkHXPBi//6t9qq0dbx2cUW7Axd6zPfEd6cOWMm9erA17dS5SrSxr+9arBosoAVGzgPICaWMS/wnaeariVXtGP/9h3kdHCwK7GYdU4SMJqvk0DMx4SXAHbMZwUwGi/FHAnmiM0rsgUONUO0baflzytXqaol6PGBJTCDApNUpsiS6TspkL+A5MqZWzZt3CRkLXP1R8XgWrVqK2wBJFPxEqV0bpXlsfYD1CS9CQsLU802XZp0kvbrb7SwJ7XoaAODgu+lSKlRd0OHDJWGDRtrNFx04CXEGFswrmXvvPmWfJYqlVSqVFlNLZyrdd7xNUfmQJ2BRvPnmQQMfD2Tk9nKyxK4cuWaAji2Xg4MEjEwtO/AIccAW2w1NjuAHBBu1UZDfosULiLp0qSRD1K+owEY2IWBIa5alIXv17uPzJw+XTasXy/79+2TwBMnZOOGjVKiRMnIUN6ChTXVY/58BTTKbuqUqTJv7lwZO3qM9OrRUxo1aCB5cuRULRvQv58ipeN3vk79hYY2U9wyXZq0Cl9yE0+YOFnNEJaG6zzHS6JSpSpaFJPjEV6MOcPSeO3nGx/LgJc3h8AgA97Y3CYGvrGRltnWqxL40Qbg6MKQ+Q7oMrB28uRpWbZilXTs3DVOGq87+ABhzBEAiyg3giNIiMMr/Fepv1RN9LX//U/Ly7/83xf1M6/11EcjXPizVJ/IZx8zpZJPP2L6WLXYd956W0vUE85LLgUCH95P8Y7aYtFS8+TKLSVLlJJaderp75FXonChIurF8M1XX0vpEiVl/PiJT1W0sACs4K1cVTKmz6Ag53cxPXAe3tJ4kdOJgKcrYnj1YkkCBzfwTQKdmJROgQABRt4DAyPDg9FqMSkwscyEGxkj9PidDho81GG3dAfSZ12PWxqaHYNTLJOlDf9fXNUKFSwk2ImxwWKbBbYAk7lOqT7RFJQMdAHlb9Oll2xZskq+PHkFrbpUyTI6AFa/QSNp3tICfgc1C6T7Jq1mZON3mLAdA+AC+fJrIU0LuNbcAi+hyhTvpB3ly1fwGnixESMPgjvMX+wlYOAbe5mZPbwsAVINAtaFi5aojyl+pkzr1m+U+QsWaaY08gowMBQX++6zwBjtEeCgSbZp10G1Y45HW6yBq0aNmwgwpdJwg4aNhc+0Ew3a8hzgGMCcY+B5QPizpZm28e8gZUqX1YG1nDki664BXoI2mGOCIGUkdl3L1Qz7Ly5mCt4UKRW8ZcuV95qNF/C2aN1Gjh477uWrIeke3sA36fatT58ZPrbtOnRSaKk3Quu20qx5SyFqikKN1oj8s4A0fvZto9Bs0bqtQhmo6kQgx5NgDse61m11QA/IWqB1bgPbAmiqDGMywEPC0nojAVxaPSIYAER7rlGztgK4UpVqkjlDJjU1fPLBh1K2bDmvgpd2Hzp82KevsefdeAPf590D5vfdSuDcufPSoVNnTcgOkJ5lIM0Zcon1M1pwuXIV1GyQ9us0Cl+ga5/QgHFJS582nWZka9mqjQZkYGrAO6JMmbLeA6/6TrfSUGe3HWe+8EgCBr4eicls9LwkgGsWYaoNGjeJd/eoxAZgtGGS1WRM/60O4FWuVFndysjDS8AGOYTxFwbE6r5WvKRui5aMFwbgJTgDgLvTrJ/lnDE18ACkwrL5e3YJGPg+uwzNEbwsgbDwcGnfqbOaHJ4FHol9X+zIuIS9+3YKIak7hS5v3Lgh27fv0IKXNWvWUk04T558OsemSwgy2+MTXKpkaWnt384r4MWezdvHnr17vdzbyefwBr7Jp699+kwJQmjfoVOSBbClqVJW6JUXX5Ie3bs/1V8kX9++fbuMGTNWmjRpJnnz5FWNF/DinsYAnnWc+HzQWOClzpz5iz8JGPjGnyzNkbwsAfIF+LfvmCQBDDirVKmq5oZvUn8hYaFh0UqzZbPmkvLNt+STDz5SGzGucN4CL/Dd+UP0JZOibaz50qUEDHxdisWsTKwSOH06WKvl4roVn9rd8zwW0MRbIut3WbSiRedo0lUSjty9azcte4TGS8pLbwVQAF2mbdt3JtbLwafbZeDr092XPBtPDTSAk1QAjNZbrVoN+fC99yXNV19rngdXPfv48WPp1aOHZidjgA2viOgG1xgcA54MlDFZMLWvw2XP1YOH9eyzdes2V00x6+JBAga+8SBEc4iElwBVGYCWrwMYrRffXlJHEpKMC1n37j1k5cpVgqvdb7/97hBun1695K1XX9PcEtH58TIwRmrH5i1aSacu3aTfgEEyYdIUmT5zduQ0Y5aMGDVGU0lixrHgbLnyAV7kuimaDGyORpmFOEvAwDfOojM7Pm8JnAgI0EAGXwYwDxACJQiMIEyZHLzkC2YqXbqsdOzYWRYtWqwDcCneeFOj3oh+Yz9nGy/wBKS8FYwaPVbWrtsghw4f1TwYhGSTctOa+EwlkR9279Wk6b369FNvBg1i8WsqGzZtet7dm+R/38A3yXdx0j7BEycCpGXrNj6pAQNPovdyZc+p0WxUzChZKjKEGA2Yz/j2Zs+eU95L+Y58+M67Urp0GZfgxZSAxjpqzDgFKnC18mCQiMg5UZG1Dhiz3fGAIFmxcrUmoadckfnzvgQMfL0vY/MLXpbAkaNHVQtE63Nlv0ys6wBvrTp1NQ8DFZXReu2RbGi+wBdzBOBVP14XGi/nTfUJsrsBXZIQOcM2plSd7MfEdgzqmT/vS8DA1/syNr+QABI4dPiIgteXAIzpIE/uPPLxBx9KkcJFo+RwALys+/yTTxW87vx4Mbl06dZDdv6wR1Nsxha6FpRPBAQptH///R8bcwJ0W7L+CQPfZN39SevkDx46pOGvzwvA2FytQauYtG38cuvWa6BpJ9N89Y3kz19QJzRdBW+RYpL608/Uxlu8eAm3pgYG1LDbYjqwQBrbOeA9fSZEfvnll6R1QSTyszHwTeQdZJoXOwns279fmj5xsYoJgM/6PaDF1or2yUAV0Geyf27SvOVTphBsvWi9BfMX1GTqtarXVJeuadNmSPfuPaVokWKq8VI9o3ix4ppL2HlwDY8GvCQ2b9mmGm9sgWttj633dPAZeWTAG7sLLR62NvCNByGaQyQuCezdt09H7gHjswLW1f6WKxbfde3eU4YMGyGTp0yTWbPnykymWXNk7PiJ6uJFWkzLrxZgsg+23voNGmqS9Xffels22zwLJowbpzXj3kuZUooVLSat2kTWlXNuB4CfNn2marzPYmpgwO3Ro0eJqwOTSWsMfJNJRye309y9Z68jwbkzuOL62XLlwjd2zNjxmuAdVy7gR0kj+8SgF0VB9+47IIsWL5U+/QZEmkSaNlett3DhIvL6y69IhbLlHIU4p0+dqmYGarmh/QJpZ42Xtjdu2lx9dI8eO+EYJLM0WU/nmBoYYPvZgPe53RoGvs9N9OaHvS2Bnbt+EL8nFSbiClxrP7RXNFc02j1796u/LIAFYO40T+rMoVmyHVBcvXa99OzdV+o1aKjViSkFT7FN/ijCSS03Kg0XLVJUwYtZwfp9+xzTxqIly+JsbogEb7D8/PPP3u4Cc/xoJGDgG41wzFe+L4HtO3c5wmrtAIvNMrCjQOeq1WsdQQqeapjWdlbBz4CgU1K3dl2hgGb5MmVVwPPnzlWNl0Q5FOlE43UHXkwe5Dfef/CwtsU6vqdzwEtbHhrwPveL28D3uXeBaYC3JbB123YdCPNr6jqPQXQgxrbavWdv1XYxK7jTcj2BHx4JBw4ekpzZssubr74mmzZulDWrV6uNl+g1inECXXfgpZ0M7I0bP9GhTXvyu9Y2DvA+fOhtkZvjeyABA18PhGQ28X0JbN6y1VH7LTrY2r9D42VADbst4LUgFtd5xNnzMqDfAM1cVrF8eTU1UG4+xetvqOdDTOBV74pmLeJkcrDA++CBAW9iuZoNfBNLT5h2eF0CmzZvUTcwXt3tkHW1zDa8/m/ZtiNewIvt9+ChI5I7ew6tz1atShVJ99XX8tr/Xpa8ufPGqPHSRmzOtGnTlm2x0nxPBJxUjf3+gwdel7H5Ac8lYODruazMlklAAus3bIoRwJZXAy5jmAqexdRgaclnz12QoUOGyTtvvS1ffZ5aUn/yqbz12uvSpLGf9OrdV8Hq6iFgX8cDAde1AwcPe+zlgMZL++/fN+BNbJevgW9i6xHTHq9LYM3adWo7dacBY24gy9ex4wEeQ86CrKs53g6HjxyTgvnyO+qtvf3669LUr6mEhIXLuvUbFb6WH7AduPZl2ksOhyNHj+ugmavfsq8DvIFBp+Xe/ftel6n5gdhLwMA39jIzeyQBCaxes04aNPJzqXEC3yVLl8eLuQEYYusdPXqMvJ8ipWNwza9RY9VILVsyfsD479ph67xswReQ47FgB63zMukiWXf37r0k0FtJ8xQMfJNmv5qzikkCf4usWLnqKQDjz0u+BOyzVpYvZ7DF5jO2XjToYoWLaOkfBtca1m+gYLTyMTBfsHCxemQ4A9f+2YIvgR3RtS1S4z0ldwx4Y7oKnuv3Br7PVfzmx5+3BJYtXxkFwGi94yZMitWAVnQwDo84J8OHjxACKrDx1qtdVwIDT0ZJhINZgsANTAquckFYAMYsQU7m9O+QAAAFzElEQVSI7Tt2ufXxZXCN9ty5c/d5i9b8fgwSMPCNQUDm66Qtgb///luWLlsu9Rs2VhMEmi9AtqLSogNrTN8x0BUaFiHdu3XXcvDVq1bTkGNL47X2twb0+g0crIOBFmyd5wwEAmDa53wMjoWpgem2Aa9PXLQGvj7RTaaR3pQAycMXLVkq9Ro0Urht27ErXuALEDEPkGdiwoSJaspwBU22Y/3YcROihS8wJshiytTpT9mjFbxBp+T27TveFJU5djxKwMA3HoVpDuW7EkADnjtvvvrb7t1/0O1rvaWtejoHigCYQbfo7LRo2nPmLdBcFGi4zlqv9RnNvFuPXurxYB3P0nh/MuD1qQvQwNenuss01psS+OPPP2TlqtWOGmieAjY+tgO+CxYt0Uxs0cGX7xh4w1sDbRnwMsB266efvCkac2wvSMDA1wtCNYf0XQlQRgcbrOUxEB9g9eQYCt+Fi2OELxowg4KDhgxT+zHHvnnLgNcXrzgDX1/sNdNmr0rgwYMHEnTyVIICGPjOm7/QI/ii/TJASJa1u/eMH69XLwYvHtzA14vCNYf2XQncv39fXbYSSgPGhDBh4uQYfX3RfAHvwEFD5Pr1674rYNNyMfA1F4GRgBsJRAI40qbqiekgrttg5mACqKSwtAbXXM0Bb/+Bg+TWrVtuWm1W+4oEDHx9padMO5+LBO7dvacaMANbcYVrTPsRBbf/wCGNrMObwRV0LY23b/8BcvPmzeciC/Oj8SsBA9/4lac5WhKUAPkR1KvASwDG5LB8+UqtuOEWvI38pE/ffnLDgDfJXGEGvkmmK82JeFMCd+7edUSQxaTJxuZ7zA0kycHkgBeDK/jWb+Qnvfv2k6tXr3rzFM2xE1gCBr4JLHDzc74rgTu378Q7gNF6N23eqlWKXaWUJPNaz1595IoBr+9eOG5abuDrRjBmtZGAKwncvn1bAgKDFMKx0XBdbUuEGt4Umk7ShdYLeKkfd+XKFVdNMet8XAIGvj7egab5CS+Bn27fVmg+yyAc5oaQkDCZOXuumhuco9oAL/XjLl68lPAnaH4xQSRg4JsgYjY/ktQkQDgvWmtcAKzgDQ3XIAlsvM7mBsDbpVsPuXDhYlITmzkfmwQMfG3CMItGArGRAGG9sQUwg2tUr1izdr0Ww3R2LSNrWeeu3eX8hQuxaYrZ1gclYODrg51mmpx4JHDz1i057oEGjLZLCDG2X8KIKRPvCrwdO3eVs2fPJZ4TNC3xmgQMfL0mWnPg5CKBGzduudWA0XTxaCCQYueu3ZoQB5cyMpPZ3crQeDt06iLhERHJRWzJ/jwNfJP9JWAEEB8SuH7jpiPLGBouE9A9diJQ1m/cLKPHjpc2/u01fNh5cI2Q4vYdOktYWHh8NMUcw0ckYODrIx1lmpn4JYANeMfOH2Th4qUye+58GTFqjPTs3Vc1XADrPLCG5st6//Yd5cyZ0MR/gqaF8SoBA994Fac5WHKXwNVr16RPv/5Sp14DBSsmBmdN1zI3AN627TrI6eAzyV1syfL8DXyTZbebk/amBABw7779NfWjBVrnOeBt066DnDod7M2mmGMnYgkY+CbizjFN810JXLt2XXr16Sf1G/pFGVizTA2UgA8MOum7J2ha/swSMPB9ZhGaAxgJuJYA+RjIy0AOXkvzReNt1cZfAgIDXe9k1iYbCRj4JpuuNif6PCRw+fJl6d6zlxC11qhJM2nZ2l+OHT/xPJpifjORScDAN5F1iGlO0pPApcuXpXPXburbe+To0aR3guaM4iQBA984ic3sZCQQOwlERJyVo8eOxW4ns3WSloCBb5LuXnNyRgJGAolVAga+ibVnTLuMBIwEkrQEDHyTdPeakzMSMBJIrBIw8E2sPWPaZSRgJJCkJWDgm6S715yckYCRQGKVgIFvYu0Z0y4jASOBJC0BA98k3b3m5IwEjAQSqwQMfBNrz5h2GQkYCSRpCRj4JunuNSdnJGAkkFgl8P8BnCzZBkxeKD0AAAAASUVORK5CYII=[/img][br][br]Para recolocar a tela na sua posição original, deve-se girá-la, rente à parede, no menor ângulo possível inferior a 360°.[br]A forma de recolocar a tela na posição original, obedecendo ao que foi estabelecido, é girando-a em um ângulo de[br][br]A)90° no sentido horário.[br][br]B)135° no sentido horário.[br][br]C)180° no sentido anti-horário.[br][br]D)270° no sentido anti-horário[br][br]E)315° no sentido horário.[br][br][br]

Information: Questão do Peixinho (ENEM 2018)