<snapdata remixID="8920475"><project name="U2L3-dots" app="Snap! 5.1, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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F4a6GAuUUipT4XWc0OJ1t7FCr6MJkOTvH+Pe9NAEiSaOoIdzgc0xKRvMkhNFL1MplTZtLaIbIZUSewgADiYdgdRHZ5m4cz8Jl/NpadilxL10/CIwHsugLUvImApKRaa0mV/qDXkRDmtdKdio9F5dmknm4+PXoM3AV11jBa4xRE4UmBEGnb+4kpmLvPXSb63xnFCcVuyyNBCPJckjFChvrq4QP0pAd3L4nMw9ms5y6XfBDC9lm5jWNQQu594U+HM4BdfCGOFQxM/cz/sIliZdIg3N77U3da8QR/ilNSupH3FIy5mHPQ0VSg5qII5YyzP1u4x9BBITLNEGUgT1+Gw4yXBZdYAluI9h9p5YgFwCD/89tgKPGBiC8/QoAnogEL40HsGhccchko80/L60yMwcbkyQTrcfybRmMShJoGStCHxxfZcWltYv14TYUvzyjC9cz9Qy0wEuwYp7TAjfA8Lv4kZ9qTfP36OFKfv5SigP3Kfus1aPAzqiR22PshpK93RItfJupiuQycyZutXSm1SrCHpgWsKDPGMZv++sTSXi8wY9FpJ2hLmfSVuLl8aH7bxGmXi0hQNApWo1LTPkOpqIF25Kg23A2KL+MA6hcqJqIYuHGHFMO2V21u8WQefuxvuNk5iZOOM1QSd7dTPN+E3r2w+9mmMbzm46Lt3DaxrMhdf0zgWT2hrVdE4atJTmxmo4YeFLp/3H5hZ8hTfJD8l2jfEIpBae5zhWOj7/XmlCYOKaZaonwIuA6HjmXZhMRhNKNRp4+Vn3nEIrVRPJHxn85efs/npeBAgQmlaPEV80WpfiNBMUZwaySZYYAnywtNe7pMwB0q/mc0XlilNMLPz3MNMxYySc4Qp5cO0IrTWXUrDeWsT6XXqUHkaXzu01UXmZDPeoGl9aRVu1nrAeZCnZgzRf0j6RNXmNKUPo3ddYJsXhwgizoEuTSxgwVzoz34pWOEMtPhL273FntAuOkvI998LgiRj4kh5eSo1qxywlzcuiAd7fpejatDCENJcGwxZ238o1z1BrvK7opWkBHml+UVuq5pkk6bfSu16R+zdbEc1h+gFNT9+XFMhGNU5jMSIhovsAVXkrUNufXMLAukBfJjB0DC2zFBSP0FSirPkYsDM/bRFE9z4mz7gSiZkN4pgvohJYySzIPCouJSasYkVEmvVcpeR72Uzbq9/dA2dTFKCGz0kpCW4iUmam/QciaroEdcwPcKuHOIbxig8t364nojR+U9LrNC+ccX6YRDOvB/zgfGMUSpwSfpkR1MyzcHfjYcDSm9XyzRuYS2lBs42YDLjkjXrevDbGAweJ8GqdqzThXQqaKxQcvTWUB/nQGTxmJVC5dBuE7+E6vUEzkzuUlLBc6JAXChD1zeAxjWyVzm8jqt8BBG23MjhA1C/BGiYqYWBBu5dSIwHhxx5c5HBHiy2wlCXr9x6tiybo4LQPP+QtBq2AonQyxcQxOvBp0cdnfc9fHm7Him7M/cWc6SfO3/Pv8sX+8630UpQ8RMKjrXQaLhNFKNRKTveVB6w1kdyTKeyyUk48BFXBj0Gf5NBKMM8pzwHIaQ81wbWI+ItI9Pyke5CIf1IQFmOG24+Atw9azo3IaVcI2jC/coFAEw8h8OBdyRsPY600L8++rHdb8nvJeqx7I1Qwq+jFqWClMIrZ1vr3Jmdp8DiVHq8nOEqWhxC93lhUQC5mMZY+OxlwKNF768AMnioZXF7w7KRWdLhYWnNGl/CdAyEecdt6vfE2CxclPNKi6z1vxkMPGzRpGXBDaGeIQ38uNZj3IL0mHXPh4Z7HYUUmW8xB27cHmOF7zaSb+6TZdncEBwkbCTEA+QAAfQoR7o5MXvJ7XHL9plvT/XewYBnsoJ9zz5yolJCTQcRExo7JtesJKpz2hLATCE4QNuL24Q4qIRGF/qSvl3yoGm5wUZ1jH3S6jsaAwxvRzX+6uTAXGi1C4Hl/6d5ZBpBpUeZ7FbTnMekjHpoUxlhwiPN46YFAE+I0bDs8rhRl+wEjgHYnywuqDHzvTHMYPX+Wgb+ksRvn7IN/WI2ql4p5+bm7v8o0ZIlz9CxJXFWudDHNnz0jsbMANO+953jE75X+6pLrjnteCY5Y+NlEQWvtsvJOFJ4DlWzQGrtIkIl1eI2xutKs7I4k3RYQ4eMA8B0msX3exm4Cx3oFIB5uw3aIWnAF9oQCHlqWVOuBcT6mwBc8hx9jlvZK5pw2IqUnaVaOEkLOCk2taZpLzyCAB6Y0fV5pk5JSBsrdl2QFyN9+uxYX5BimNQOaDKLZEOBBYJiz4YQXDy36ZdGjfB0OdmKFK96a0fKLpu/639dE70wC/+q0OAq3t8ZtRPTTYXAS9nr9mgIgo7En8SIQszYY+hWnbu5/BVaOEqtqcYU55htr7t+Lz/rb5yvKeWqZJ/j3GsCZ1SP+Rd/+dFrv7gniThctRxNchTgSwuOqPOIFYpjX8kGxvVWVyGQpAV17oNajbPbJmE8QcVhPV15IK6nXEDBPa7I4fQNjq1nEbHDPhKVpV0Kt2sNyt4SUO+mBoyT0MNV8OEj2mjDkxECoAzyYR8KRvJtVY8kg+GOs4A7P4+U2LAfNNIQqbUm4d6OenmrlLXuEGU9uaz6P5806BB418lf5XjLR9oh7ChsvrqXn9FiZPHCwmL0haAy043Y+KY3SjBNpvzf97j3agb2CN8M9CbWVmxa0bTvVkOIHQH+FCLvi+7CD1tJCRh0krUAxXwAl4neB4HshMryC6r7S3s6mVt32HL/42k0vU2JPigTRHgOWkNojuebc3TIhKMjgMZvKQQUAbPlH69FYv19+7u5PENFb03GI+NdE9IvMtz2TUmBsjJloyBgKO3qwJQgZSVYj6vmdh01Fk74U2bhB0+d6qlNppmoO1+K/KVJ2Y1oCSgPJOl8x1ATvRIAnWHcpFSkwTGTmw8rfQANHoaIPRzRL4i3iWqUamwQbzzyPEANeA8LTg6vFmF+tbe1xiwhBSL3GEAE+lhXEwq/wu+SKC8JfTfgw11/ditodZnjMcL9uuob1239K8Ohp7ESPA8ATAOlxQNBrYM/Gi8yY8huTokaQd+ay8MiycEha/vuu3fQbhjDV0Vwln36gkKRzOvA7DL8fED8yWYcrmgCwEXWk0286EzSX+xUv0fswwu6GzFoOphmYb7iyaEqXC0ULdOfgeR5T8ygZ/0WrAQe/5ZPbeZp+ybBON9Ckei0gnAwIt+N6/QVYqf5DnoQ9WFuROjk/d0nASEcUjI5CJkIi3DJZx9fn5skxiKjBXiRggpBSIT6WSfjXlhjgiMGA1cdrEId8H2LRGAAQS5hyh1mGxhbm9dyfJwhQE/ak99q4STbq/914I6YmaPmQLd87T79s07qEZBot5ArxFLnbgvuoooeRsBU4RwQtQmj42eW524qPHKexsHAUYdjCgM0xz3FLi4dRHr7IG3hrLBAFsT/7a5g84auF9qJuS1AMwlLNn5bpaEwXH555wNVMXeWZ6XaVzueSrT2F6L1MVht3+bm7rhzUlEbYMlnH39eCwDxmjXbdRnNP/S7BrKMJRjlT1aprWYSa00hLoiY9BDyFr8eE6MYRhC1I8HbGVC5eKVcdLZigqxq/xj24MJHVbzUuZgislrk1TNNphRbuBjjOTYJ0H27Qv/ZWXjKEBiPyFDq/YJjHG/wlvNcwhRaI1NtLKa5lxF0t1DN2bumeFKtOd6b0LUhv2KmduQk/t1+jGIdbmPXGFEgTWu038++csAmfqVYsjt5QTe/ASfWfgajp3pX9Me6Euf/ZI5h1ecBCikpkfsH3+x4AeHRkFlz+VvjNAQwtJ21QizZq4RIDCWtmkaldUFOupVnETANYnrepBc2k8yjwSAmOqPV4BQyLwdq+Gb4JgqSJ5n5Ga/0xxD58k5sD1yf13jwSGQG/RJC5B4L/lpFcw5yE8ABSQ/Cf2O6rq/RDRCcCYMjlPSTDB1eBCuMN9O5ZgW2TxrJRD039DBwH2kIjmTNpMxb+e4Qibo78u6kSTOgVSBHgZkK8BZkgrBJcGxBroVqflr43xqfuZBJqP3InHUmHLcSA2XgRvWzlwASdCTs7EuugKdB5/MiNwBnSrQhOBoLbQ9/iXElhTNCNZbJaxw9bQcVh/7lC5eBp8ztoO5pZsRzxzcwLcTDmTzkwRubyjgem+W87bTecKJWqJd8AAf2g6ewxpcdDBaF04GMiUfX4hSyiJBFUBPjYxdcd+w7re06a60xuq3h68/06beP6WJaY2C3JXft9kW/T83sJuLWe9YhzK0G9Cp/O0xsQcDdBaEnX+LhCilPQYU8Ij7aq4LCBubrnO5+Z8whwGtg08h1jZFPWkMiLRLJ9L1Jk8TiC2o8DEImPhbue35n3vg8JDpun3HWz9AuWGIQdlL6xYUYL17Tf898YK5Nb2LL2EU8v4Xz7uxlAxcJ5VrehEyItejfGhcDum+gWwOpBANoJiA9yQpJGryNtl6x74Xcu3S/8u9TcYXVaPSktzxmCsKz0VK8g1/jegW6CLo10RrXDdoQ3YrpAcwbciy6NABIikOOag0VSBztWeBpR/ZLeBhOp3nt4FYFTQrNAwQLrQQuPxwz28vgzNDhY6/ZMV6Q3bZ+t02+lGLvGWAyx9K40wi1pfWkeYieQCAFMua9PqWbmzh9m9jzK52gJoGwd6RnD3sZo3eMYMH8BRUFkHuYrCaceomTBSesba+2tFF9535+cxmMJiJz2I+3JCrzSBNzwm8Vkclh5zN3pNwWWR9tNkAWIalkfnKYr8aOQ4kkEr7a07XguzXecv0/m/EGUjz5hyW2ivtt0zkEecAr8hYKvGIaYdkyxmF6OOAwgpHD+9FOXJGKFq5doohb8chiUaqYxhaZUIm7PcBvXrs9DsJYRGaoQ3bwRiKswQZ8QsukNYQhXKjKvg83h0qjAEuPN9ANdkgpL9ZS+ixX+cYkFhxXw9Nxu1sLk1eI4xucyzwnmdCOIRrSGWQzYEijz70vHa0qBFifgjLN4RAQlC2am0JwFb1ow89Brye0p5QML/bMDO3S3TzQFvzkgZnnNOAlW1dxCkYBrUHvhISLYsjIdmrs5vFHzgJXNemuUrnnKAXKXzyFrjwkA3UsAb8++VYvWO5h6NyRPCfH6Yi0GnPtZDFON2CPUY+JJ/R3Wg8kl43kUN+2EKT2OKjgfAaNfdBSREM3xUH+TAC9xEIleYYKBdqBUWBrgcpI8r9X7HUjNTMCRdeczfyYcDQS/oOEr13vXgkmjKUzgwhhxDzV8CZA+n2gD8ymYqmaMm6nobh2CoBnVzQmAs31VNwDQk2YHkN1eOa2gVbikpAWeRwAdIXz04CgJOfn9xfQW697/R/9u0ZOwP9NCx7g9uzfAWb9mwZZvTMzuGhhY5cslMM5n1bIVrCsQ7z/temYW4vBGtBkHMx9hehr5QeLnEsKSa01my6wBMeVNnOlWOiCOeaSeb0wCJlRZKRUIPA8mHJzTqgRMM60LzJ2yEajtOEXK7O1AXHcISzxAQLch4ddZvy+vHQ8ieq2XZuCuu83nmCIykvA6ncC/AaQLU3MZAl41CFYrzD3P1+NMhWHMIqbREPsxXaXfBIL39dZrywua8EaoiHr54Ps2aHqKVmWsiSNp8mnpJ96iK5Y2lbhVWEE6nCMPII3BQmNgWIKni4710DaLpgcNM43nYAThfJuNVWS6Sp/N85YBwKV8lTDgoIQRwe9mAm1qxbKssGx1rzRIzGTA3osa+hgHX7oJtuCTGRT61uqXSvu2Hg3zHWfC7BHpkoAPLjLblBSzalbhDFIwghR9xzAnttmBF0Eb5ES4rYklDn9VSOafBTmFyMR4TtXM2JomGUJUZIJO7yysF1wKFcJ7s7Sk0Ghi0KnFyh3V8F/TaoxiJnmx/rjMIK5grHmYfUMcs+VzO823GuGcFZRYWgaCkHe/LVQhSu/Eg6+SYKO5Zbx0z8JvqbOVVEIyrMtE8bqsEmNxJf9OYv7ecRLsLP+zcZeqMuS1HjH0X6M14Sg9xS4NmFXazEYQiAHHMQ2yY8BjL4lAmeoAACAASURBVC+uNEDm4S2Yjzp+wnYo4qPO3HN2c/OVS9qfh7WUrRSEUknQRE5H4BEvoNDmi6877v1xfu4+478xlaY65BZy8Hrb5ppNZOdqNA6Gsfbnwermap3eEJg19zi1fWoEUnnIrJQ8Bve99y4F+DSS9RJ6REtwYGEwNEHHz91Rv+EDhxDrMr+qd8h1zmEioz0MWHrDUhu7S64/9mIvA+7Rv6S8o1lnPcTI1HAlU/eAXdqqkubFx3zy4XeBBjZiQIzwlfLWXUIBdxhmr02kfnBx5a4Dyac+5s2mtHHutqGdUOODQqZDj5FyZ2H6z8dhrvKaKEiyxcD1SC95+oiUpytGtRaWWWQBxjDgcMk10V9CBe/ExHSVl1nzzmcxbfsR9IoSeP3t7qAhyRy9QdOrVnDSyystJUTJeK//RMW1MT4yCRej1JkWdPH4fxe5d40wWm4Er9vASeTmmQ58N6pbEOCLHvOrh+lFhmEVkpHwy6ud5vAN+flIdCggtp3H5OILXi3b+wYSpnAk0MACM5xGFoikJUU321hc8dxloGfthsx0KQ+s5PcJ+5pswYLUKs96DnobBIBrB4WW5h+Kil7PBRPSsggfzN0YGg0IecA/ZAM2CvucSpJ+bOzdPMRqwkbh5gCSLmiMydkBfDHaLY9YXoQQa4hiwU7oSiMmuVvzSQ0uhEe2TkDfRsB/WoLsgQBz7dcQ8R/y3p2awDJGstdM9OEMmd9NjYCWzlxC8CRpXdIEYsGAkjXSfVpxG8K8Zlqdam7lAVXUYCQ/g7eevGLZCXfba/uZrqH1fC3BdQ/9QoR1okHeaOPTZNqZ5oxovoSghIzFlf+ZGHBzSIRboMabS3zxnrtyuPkeapu5xLzqOK2oIJTQJokGzAtxZKewTB5exhZ9kiXmnrwrzexe4IF1mj7Po0Vb5gnu97EIXHIJIjHn2nQxAScckQ3/lmstljVCinyVQu6FdAET7zlflpBKUFSf1WNh4IKDlOLp+VlM18Yy7j0sqlmgGGHBrCbk0ehb7fIOxj9ZEODWs9IcnNUd67TODp5aqkk8fx6wNRa2Ft7nhSqGcSt4gIg+qKWQcEif0xNOwGVyVXsFUlj/qlWsZLYZNtDHKrsYz+FwHf4sTNA5WIstsBoxYvCJDZ6KCh5X8jifv7mvJfS1Fhlwu2ARIDTGV2LukXyc61R/0GqIPvrxCiXqrJJiKRHJLy785okGLRFOTK7n8NEFRMN12MwSPq7FodCBiAh+BQBO1fYUKoYR4DGNELVRX8qVktQq+EjafLUBb7PKynEuDqGh/IGEGblx3hL0PHcVxmjCn7XGAN+dBWks83e+d8uq0uA6Q5AGjMeR/lVSnCLdp6XNcUpFC19Xm1VOAObiFCQBNygPVs2BdA0n4zCDRG3mxObQExBegdP6k7FKn1Zr3ovrcZwgeKbTmEKwd00BL9IU2TiVa00jBsI1R1wwY8DlQUhuIDi0PM3E1UgnBM9lOgr1DjxGk+VMgUD4itAizSKAPUkyDcII3TJmP5ql4sbs2YK7ai5MCiMMpHehjq/QJKJfh5gvAjHIBfdYMSS4JufuMUqP4NWO6e2ZkB7AunpVqJ08JhXFugfP76XF50uYTjt2QBQ88LLWyRmaZPqHeW3qPB2HJYLtusX+RkdwWJjaFVOhuZ8c6xSV1NUsOun79Fg3PPhm3yvcSQh/hgAHiPCCeS72+M5Q3L66+I6KzmFy5IsYmXZuVnicVc86t6TwjcMFYwrvOb3tMWAEHKT6eMx9nktnzMq9ogoGUteI8JMst4+VWjzMzGMyCudug5LMguJhI5b0LRHC8O8lxNArEGQMjM2/5c4Xwvmhglelxc45TVJB6rQkHIcaxQ9LMvcgVDdXG7Moas+9C1rcwXXaOCls1LKuePC8dIwkFECNH60quF8LilLMYK6cyBJcUt5nj+homrX3jZS8uxzeyZlyZp8OtYV2pRmG4xxLd6nEzZfcmYaLloAupU8tix8w+FQUiV/yziT66lEElPiCfAtmBzNuH30NWOm9W3JgbqxFIB1IzU07kDgsZsb9LvklSyRx5/7VaLoud1RrzpBo2V4/j6RhsedzRppL99m0jlR8V2MD6RT4NilPHrOlMsdSozxL3ookFBCQGsWrMURvTmTJPsNYy+8102jqzwJir7l7JNqON1ID4Uexoju95k6NIVn79QipXJ54qa85hbNFn0rvRNIsC1ukFheXWHSflktjjHtJE1LGCC4OS0cOhuLa7SkDnqcpFDRt917EshmwFiQmAVt8kEyJPqUOKAvk/LL4ACQ802oTpz3QEn+o59HbdU6bWVhzWuk+2/0MqpdZHVwcRLLZo0dravfsrsY1VljwvgmFQZgPm31PiN+FGq5PC6GkE40hQvlGpHcspbClqXyFBM3s4qS5jjK8Sa1YbFW+EjfAcN1Z9ywA2WKRwt4rXBThUUuzPWZqjfkBsU1d2q3Y5/Tu2eIHHvpV0vTCE8vjxHXtiD3e4LG0Ns0Ywoye/D9pZc/Dth7L7PdeMEAqlY0m3MpDTI9TzGQ8kmcYEyVRz8MI46UAtFBko7Trj0V8fUEeuB2ATuZ8JdK9c3dNBB+qkA5laj67TdJKkZBmDg8eMonzUpTnwjinvVSJGQlFTgYwKtXCpHOXEiZJ8JKEOa4BCxOIpIFK9KvxQsiwj/Lg7Ex511LNNMe19K3ntLR0bi8TC+MYwf9gVgGuEVBTTV5jfoO9trAKk2AFF3TNXIzm9tYZSmBSoi2XMHZrj8YbU+kDdz6uve/CpSiLAMlEGkdzWRtN+A4gOLIBDML9VMMfRj+YhuARkBoBVoBpFoLwRDKPvEwvYW38CwB0rlI5R5W+pKInRpDHqHZbARbcXZQ8Do7ACSUmxTq/El5IuNTTUhhNQLK6eBh/jh9XvOVv/uChg0/oKpdlv5s+XIc22S/MwkW3F+b6a+9MM+9zZtwWZnn0MfuM8kj6i2847huG9cDDcOJa3ftXLWeKVdASbkrw3qIj+e8Os/6AAVs0e9G36z2D992UCJvLhLVl6VDpiJCilLvomkpYizCYkgNLEusyHP6jHgHid3G9fmN40F6kGTtO9Zkmj7stWDLM0Qy+WYArBwXq5xtyV8LSzqAGZ7Qfjm0aYD38uC9mXCZtzpssSOZWZS5X0w6vwJZbbgjogQrxo5o58q4/Ov5p3/nehXd8+ztvfDR3F7FiV/jNCsI69IgfXTjBfzznp/s35Z2WLj373JddOVmn8++6+1fP+JtvX3DGwYd+rlvu8MN+BP/kOVduferxX9k6XcWrN/2vf797LG6H79o760fFA+xbF5og5MycSefptpNZBWqC+nyE6oNCAaGO4XhwuV2kJP+Zi75n3RpR8NBo5CNEf9OrZAusWOsOzKfO5hiL4JD0rUfYbBjbjI6KHeRcdC97cyVCmUOobPAsxYe8ElZxMfWFGbB+Yy7zZHNBhoSvXKKoAQeAeqvxWIjHmXYA8HogelNu3j2kWnk3004NYBgkN5Diwz+M9RWnZ1DM3WGYqXVK8LAevrR/Zj6Xxu8Q+tj7Nx59t7YBJ3bu7199wu8dfOjo373pqx+Bf3z4Cb2jIdLe9bo+1WMaDoz8kEMnOw4cOPrJ2Vx7fvmFv/OuTUfffFXErbBOGHPg4NHw6MPvgzN+5UI69JAfzyxgCHvWHp6+4Kn/8u47LTy2iFjaGrG0tV7ADcY8PUhVQsS7iOipwl4kl8KoBh8WffNo/pLgGfa/aOS9xZzGCMvcfhHxS0T01h7Mmdrc4XfPGy/FM1WYymN4hA5yBQxetYp4zcvZeqng3wkJUiEOM58pTu7VahIpOQ2I0No5uffgeQQdYjirl4RzlXYcspAqQUw1RaINaGGl6ijpaTmrXu1N26/QECP9RBWOFnmEpWY1DQdL50oPqJg5u7NzBWbSOR5/xJ0fe+vHXvKO8G+7/+Tpm4JGSkhnAEGjkd6z6+Wwvj5ThFdXD8Bxx31170r1/VM9zDAwcsRZs/A4FwGuP/6xd5939NHb/wgAexr2t/72LfDNv30rnPScj6+d+Kw/ir2dZ9tF2FqvVG9bVBO23oDn974rAM4igBek33EMOC/aLwheO4HghGwPagnOUQyYSWHq9TLfqC8NVjdrbkvYybMmGisC4jsAaObGU3ooq2+fa1jj7JpVwg88uJCP4eYvra6XzyndgxTYycU7aNUC2baGrZCgVcJyaZ+SxLP57N2vAoT/0hyW4LcuuX7Tl/Kxw8AkX5TdwDyyQhcAzAhR8sc+LK92KBHu0hKdHJIZTGFmpligMpdXeyt+hP0PWPxItJj3AMCMASDs3ainLq0uDB/sn+BgQKKk1GEvQlYjZAwsBkJf8DFefN2xDZP0PPg0ctsSVE56zlV04jM//tK19Xp30FaB4MntGqJGRgSXPuX8nb9nEaiUAfcYFNAOAuwxrfD79+87bet/3/Hvt77mf/m1ox512P1D//OSNOG4l7FCWC8uASb/ADS9PlgGI9wQ8LMEdKZWRIGzTCDiJ4noVYnp2uxTbjEU5vfBnNIcntS5EpwMY7319hd8++FzVkHyutqkmBQL5zl+I9W297Yalfbc7mVQEIb7d4UBi70GQnCczIARvgc1Xmf52DiAXXbO3ecgVNemvxHU577/uuOvy8eXPlIW4XHyZqDpRzwPS2FOvYejMslCE0eONAh4FGtizpC6FDYpbD3am4bsDJzMRHmV8QvmKmkPrDlyyIhV5I4PsEfQa9yOFX0pK+rSFYXhYJ7/21lvOB2CJhv2fvu3fn373333TTfOo0PnYHrUoQ/Ay1/2LnjM4fduqwm/FrXV7swEWxu2QnBG760YDDhq0jXQkRXBbxBmRf4JdgPCph5sEQ6uPTw9KWjW0XSdCAPzLTmZv0UoLcYlfc+a92p6B1bV2xHocGqagkQND0SX2eXn7v5EbjINDLhah39r5duX0igLZ4T3zqXO7aea3lhN8BlhD5L/v5RheBlRPLdt1satXCnY8D0rkFZ0HdQhiLQTPlW3X2lM0lhcU86r0hVOM2YinHu4Kd2ZVQs67LHI39ci49/kVauC2ejiazc9zXq41u+iT6/GM2KOrZVnpzCnTmsWTNDc9kxT+UCbJTpIiA8jQHQAmjmPFlxKJGWPfzEXGiyYNo9P6bUcJMS8mbp1Jq/52JMDnK51+Tm7v05AL0z/Lexvvd54m+WTGzAvhD3f/c5ZZ97+rfe9+MgnfPuIF5166Zv3Hzhq04M/PR6OOfrrEIKdEIhlwEHTXV+fXtXTjAUtNDJdIDqeEN7SWRcAHgKAw/qwpL8GwF/M4PvxY87bGSxFzV+Yr1qrPwFYxvytO4tz7/r7V3zixz996hnBxJ4Ef5lWNc2aUaJdWbXnFyXaGhyYeI+01njzadcak+B4gN59moLuI82Ae2/f0Z+85zIAeCbT1i/0GI79hdvz49bYKS9qw4vcySLKSk7rouCj7ccSurypaB4GHPZnPpwwSJOcAgOu1uG0UukmR3TL38tpyKHZc2zxFuez5omX0gRhAVurNN2aZY4N5r6ezy20vqoJPmCVG4yLjEGw0iCyMWukQDCsBlsuuZZvdC6t62XA3hzguFeJOBPR1xhXRu9uObMvy0jngKmB6PSBCTphtB1zBQAuIlnTWGfL0EGArhPRXgD4DAC8L70bzqzNCRNjgrF6+69we1XXNwLAk8L6afCXh44UM2Chet8KTN6Xp+whwccvvv7YRghZxP8qEWyDtnSuD6ZIj8bP3XW8wySWAOkRoNIxFlP0CBvGmp3ysagpueRsXlrnHedZm5trqQxYI5hE0/cgTn7HY4ZwSJdi2L83AKlBHGdupEMbHhTyYBqRc8caK9iYWrf1cPLNtPBw9WuW7kcWwHDvBm2wPmBtn8xvSymOEeqSVwTbiLDxKyJSXSOcjjX+c4sB33v1CZcBwiU5c5vN049DQIDvAsAbjz5vZ5PmZjFaCa6SrzeOR4CbAeGnhHh7PcErNg6sr3q06kX2FNceMHGihwCxp5G3wV8mzoY5+SCbWQU5rvMQIFzNpOZdShX9P1jjtsR33LU0DRagEgacE07mbffOxseZ0GZAvK/BE9kF5aYRcU95MGaYYFElJ9+ExoQEOA6bbPBdutKl9owNpiplkqW00cNcx47xMOBe0wRtISHA6UdE8FZAOsUibt5DaJVt9FJqWUWYgkAnoch82PIerv2YQBjyI7oYcAmxMKRwUVOvV+BqAnpxb4Mj0gwkwiAFXVhnyx9XSmA8ZnEOpwLTWN94yl/s2v2yJlr02E1fvX915fvPv/6LX1M1iIbZrFbfAMR5026kfWsP16esrk7enDNgbzCVhfcWA+6+L9CqrTW9v3v29sMfPm/nLV/b/FJv4E3uswekz88F936gpqQ1tfvPA2jCPzdvwEuEWYFAYPpd3q9ScKjZF2nlHnt9llWhZbg3PYjVw6g8Y1LcYGk+02moq0/Om7RnUwolgTWXmfcerT17rDPeN1EyDi87e9f/iQjvjhGFwTRqlTKTFtCAweZLGk3ntYMkiJKn9ORaUjrNIHeUy/PlkFCLnuYbcOM2IgqBB9KfSyMIH1tMKi7Q88Xwj9xjzprTc8ZvO7vjtGSorN16ENF7tnyuMQ8vziGZkUPk8Zd/5/dPeejgkxrCfdjhey995b/7za5IC/cdAlx29Hk7f2NZ5lxJYMgiqGXQEmytD+mnE43VvD3352HAALDlmPN2XuyZLx9j4YeEB0qd8+4NdMJijUeEYDgE+kn03XVviWEYQsSrxNj3I0zeTzC9LIna3kcIFVIXAxKY8kEC/EA1pRti/12rPLDhorHade4HgKsA8cfx3Ixmb8amSPCXOg0ZAV4DS2LAB02jt/CDw7kx34zB3fwb1gQdBqU/SBF73kg60Z939q7LB2UUCyNjvcAM9WenNa2lgkUeNi8hTliD86NI/y6as4a+qf1Qw1UwmSM8pxFwflvL5BX25jHXcl1yjEf8uUuuO/bsnvTo6OtcgqwljNTC0zwXVNqHxIBpUn2lqus/Twhl8KdeiYD3B98srtUXaFruI8Ho4pwIcEQdDOY1vQQA8m5D/aMmmnCJYFCy/y6neRaRHPyqjc8XiPYBNuxsFmCIsHft4akrr9n7vnNthaM5gtuoF1AavmMKf3AWrf7WlK5x/Hsa9llHgB15fnM8l1cLdcRIzAvGKAGS7eH2KFa7pZbrleCeN2bx0IYxzLTUclBCz6Sx0lkGtaA9hx6zoTGA8qyjzauZLyVBo12TbQbOJdMLzK9JJ8BJdYrVVzc9o0Y0rN6VHByCIFLX8BAgnFwD3VUhnJsXU9c6IiHijouv3dSLFraiS607ywUMnNZfoNXqtRacCoM9eikAOWPhfKRQ0+sA4ct58YruPAh7mjEVfq5L38kilksYmAWn8DvHPNs93JDcI5tPHM3fmraf7qGEUTNj9xLBlVUrqIR5Y5rWomUuF8mH14IQNU1MK6oQi1tI79HBFGdyCbIWMldXr3hvhjYZfM1dupBnX/q5++47r5Cg4bk1h9ZbWoGBy7IY1+biClJBwNqj9Xvcp8Sn2GYM3kk9RGRRQFlreAUGJwEX+8JaqS4todiapIeY6QT52TyR2RI82G+HPpX8c+7Bz8cg7ESAK1JTGJvn57RkCAKGC04CbLRKauEce5570h++7jnP/MycaQLsr6vqFTCBXSmT4LTbHFiBqdEhVVNfOfyWMpcSBmbhdPxdMO9uAYA3RI2TAB5AhG8BQc9/X8qAvYw67K1krPes3DjmbXe5+ovSKI0hqYzIKCrjpDNrCJN3Z2ZpV057DieFkcShjRmZarwRKkry1RmIy6Vuw+BGm27Xy5po+AooleBCA0dnkOwiuKApcBZvsX5Pz1vEgEsAVTJ2EUCNlaQ0Xw5A0+AgluubPYDqkF8Emn6uMZ7N/pogNCtC1qqIlJrNRDO9bCYyg7XYYBGCq5XuSb1HRavwb2qiC5NzpyDvpMr2YYyKlvZI4VIwhBpZqgR2/PKpv7dt06av5r74tbqqTt90zt/fajC7HtppQVUss0TYioSjmx3wPmfaRtAUNZj/1bAFJnA+p5l7BYMSploytoQ+5GMlomUJw541FVw0TdCWqyN930wb0ri9VPDsBItFLIXNunyp3UDM9tUAVVJ7IAdT1w+eM8sH2hg+yNxzHKhNDdTDBwQ4BLfiZXlKqee+pTEavK27sH5P13SboBc5zLK/7YIkAI8IsYFYzYMk8rUkP5CGMHnXmdbXOkhxah5cU7CIehWLUmZh1QT2RF96/FYlgogQIRqn6B5c0rP424DwLkB6BhD0uuuk5izPA+L2uQgD1qRNzRQnMOCwvZAqcVm9Wn041D8eMio6CDU8DNj5MtWGBWow0sgSj6wJegpXQzXM8ZU083DQ3DQe/i3X4r2MOnxbMnYRmiC0bBStVN44lbAnTrtO6wUYgnvvDVmFbTTGmMCHD+IqrLrnfGPNsgjVzYR0Sxp8FvfDvfGCufXuUtXEFOC9AWYlPILDRY2uWAzW+t3DoxbuB1z6wLzEWyGqAwlrRCRk2PZgHgeCUaIh9nP/uOCkOXC6sdalaX6rUlgzwQYHEOg2Qvx66FQjBXdxRQzatU3pVtvjIiboMK+GO7xprDVBP+MzX04sHfkW99f19BVw6OquakoXItHJSHj7xipeMVmvj4aY20twaczn5c5oFcvgtGcPY/T4r0uKZ2jMs8SHXTK2FG8jk394/bhv/LdtH35i7BiFUO9bJzqlpIayRqA9tKh9Q702i9l5TOtUGO+gLYPo7DGt9Sy/8Ji9x28cZ4hDWZiEGBpYxWuJoF8RkXFhOc6huc+K6FSKB2lqI2O9sCLL1S5KHL4tlQFbCL0Emzl7wRJTawf3AqpS81H4PQ1xNzTGFHeFguvz9BypL6zFgMcQK+0biTE15vZQQ3vYxOJSQHi8p+/wmL3mAkYIwvKmXXjW43Bw92ePf2FVTUJRhn4HoPmE6wS0H2PkLsB+mMCboYaPSAFX3F6a8o6Bidd0NgE09XzjX86AmQIW+2Z1odscY0Vrtpif9vvPynxs3ZUlfESffChjee99L4LHPfZuOOKIO29ZffRPX3/1NTetrlbVbUTYRF5LLRxLhPh0vzkO1Sv0bwng7cKZXAyY2YsZ+zCWVoT952ZkpvpWEZMKZ2d98oifBqCz8+DO3CoQit/khVEiPKUytYYVQrKENNNabgLuLnk33qwITBjPpYU5La9srYhAg5fGgD3MtQShDGmrh/RjfEXcfpmCGsOKLvObGzw8SwARkLj4IVjELf+9TEChzQT4IMOYVek2/pjDIBVyxhbOKD0vN/771zz9tQh1aAYiMeH8s8HdW4U1RC2YYaae/FlrPe6clnn43mtOuDwvUzk2T9cSBKR7Y8z9+5ryE7HASYg4D/ELWTnNlrI20egHHz76hnvueVnDgKUWjiU0JO41pwuhLkLYGQ3qbTdfuN4up4V73kIJveRgrb1FK8dYujuOxnnonuqiM+pBjLRwxiOwd8Tt+fJz7rmMAHtV7sYU6GDjVYSo96UwYMXH4WKUnO+mRHrVmL+EHCxyI34XiHYDwLcQYZcSQDFKwpKYlLdC0FhGpAkoXM9jqujXsMYQiBZb57HInMOWMWnnRVFMqX/sGeN3HFOYEfzqG512OXIRiyFKgVhcn91HigFbGu69nz3h8tyHDDVsOeb1ZYUyLEYfQCwxaM/Zw556gWXJnRHRDsR+u0XubsYwYKeZdR0BthPh161ucR7FRELHRb4tQfGxTLWEnl1+7u5biWjQItPbs9ipaUrH7vEhRfniXFUuC0e68NIZsCbhGLb6XmUTyaYu5dSVSI4eKcwCUvJ7rz0dExXIRjBqSF+6v3yuRb7XHrKUazfZwCuDeZ6YKkFhb6y5hi/RJ4JlGb2V08klpsCViXQSqHmUvCOQymJ+g70eMuFqms+GOdbjzmDtwfrdCRczFUlj0B4GHFO+uI5NCLBOWXcdTosvEeLjuT0MOKsWqGrBy9ZiLWG9lE44LYHiGb1CwuZzdoWezq/L8OuOyQb+C+tMHrra1cRGOFULlg1zuRkkwoGNevpcK8guF0Sa3GLEd8zbZuJequqzMqWmgSlagS0M83H2zeUXzasxeao8xQOO0XQLpMv+UISdk3Xs6tca/oiujaFTUnOZrnrndkQOehA1jOnl9fKpT6Z5fWT5TW6Le7gKXWFgqYlTYi4NP8saJbQbkV0MCHvq6fTMSbXS+H88BSU8WmEKAK6xAxBsRRyfumTtwfp9WQxYY/T5HgjoIAI+DLE9p1bJq586ON+uoMVzQrxmfm1oDJ9/GgWjQWtBzUy5KAP23ockFOfVpfL53MxI6IjHfR8KAL3v2k2/ka61aAEfLxwkHpEqeWwRJoSdQHBCuk44B67DZk9zC9XH3+aOc4ombj531486B3qSZG5oth3DESVGhL1Qw2eYPNTRZukxvt5cOkkZ0JxZ4juJ6OeZSy6JlBar2IyJ2kz3WVL8YhkSsEdIYjuX5In8BAepooeR2lQe6BWaT8HdaJqhd+7Tjv/y/uOP/78/9OjH/vDGiurPlwRB6a0CBybog4jwybqmUJUoBKM9pt3QfgL4ELXpSbkgAEDboM3D5ZhyidBQygy9c1vjrN89xI7xd4fawh+KaV2Wpv39zzz1tTCprsPokw/pNkI1rRTmRBQi03M/HVjuAc+Z4phh9a15oYnSUr1jlYbSdxz2zjLTpBoWBwPhmx0EmblY8NPyrryh5lhCw0ruihtrucaYgDSumpwYOMVpxA7LCWvKHnZDakPCvRNqjForWt4hO6OBSRFsJcFEqVRqmUm0CL1culUkZDE/sT0rW94yRSBpn6vVyifyxg4IeOvF1216ked7y4SSIizjJgiVdELqwK/3kF3oXLICK0cBUlJPeU68QuAJrVSXQd51qeG+98HLX/YueNShD8RlFg+CyroDZoM1yQAAIABJREFUrazThQT0IgI6tSs5GTRdrM6c1LNIx5ypMoxmnoo20kycwtHLDEuZ9aJEzPN92Duu1xchzJu5RNN5+F5qidichTG/RyaqnZX15xPtW1uvT3nqv7z7Tm3fJUxN8YuGKlDv6dLajMpYYT+lVjGLXklnVGh2rzSrRTMQ8UtE9NbeOkK1u3avA1dK0B4J6AdRkWgsnakVD+AAEXxwZYofXsQE7cFTXsho20NyzTZaocXTn9iwjKbb8zHgGBLuZcAdgnEVWBztpUrC8wuj4dRC5DmT33z27lcB0qe6ovJz0A0AJ9WnlTRdb+UeUcBg0oKCH2qdpielzHUZ5i5Bol0DGkQPDzqXhIek7SEg63QSqnNlbQ8B4KRnfxJOfHYAv/zn0XIshsb6HxWzr+Wv9OzJQyTimJLApWWvze1Tg2eTdrVRfwIIegVq4r5KzhLW9pbPDPM2whTSybEHciimosF5LFOLc8qKxrhuYNo7GfOOm7e1Qv+agN6OgFKkvysi2MN4Uliz0cP9/r9p0Z+LiPA9ANRWIBwHP8+bMphjQ9cXuQeDd821amyEjduwrb+QChxDDRhhy2Qdf79epazeJ4hFKAIwLNt73jg63YQHUBHgpdJk+M4QJrTSc2IvZK4xAwODTvIM+7B8CXq08so3CejwDPFGm/NLpWhs6OO8PGeF+FECujP3pxW4CZotTCZB0aX1Zz/js6sGA+51JrIIrnS+0opVHgasVaHyEIqO+V739Bf2ujElGrZl0i1ZJx2rMVhbE53s6FwEyaSWYMDDlA6srdXPDVrsI3HWMUwthdOYiGrtThYh/Pm8ge4w2QzS8mZUb6mwwoznarTPGN6Su6mJdGzYk5nNwNCafVhwkEz+gLS1TTM7iwjeCwAd3Q7m73WanhIVJ9x8zu4fAdCslRjg/YBwLRC9qecTI/hQ3qeSYyiSiYdjTED4ikuu39TV4lUYpYkw4dsFIrWlziTxbj09dPMKKLnwolZIUaTs7rtHsjNIisSSSUkhJq7qMFrXpWf+wnXw2Mfuoqce++c4mfzjcCmC7VDBs5JYBbUspLTXRmNbry+C1GSaDWYLZkjRykKHpNLgrbCFmVm2uiPvxiSaZUOxkMTnOoYBW2ZtjRGKgonDLM/5j0ODjFib29pXJ7D8ydM3ebsuccRy0zHbt774Bf+Hq1b3shmwRtwtwp/ftcNamX6yMD3lcC2lv0B0dJ5PG8r+Xnzdce+3grFK3AQSzktuwtzq6eFL2n4soU65l+4O0ijovLF9d748XcSDINaFABPi7Zl3DKHpMWh/g22RAY8EvKvVWIEQ4zInjfGvDKTCvjmJu4Leo+YiT4XglWauk579KTjx2Z/kr1YoymBpWflkbNAQwe2AfBeh9Pu2klbaJ7gL1BK6KBWlL4W1JIaWnlPzuVr+Tw64lqZZzIAJttaHVG/zWCcsV0H8PfZBxhp+skj3qZy2HHroT+ozXvbOKsQeeFK+lFiXooyGeA+NyXgVLpTacJYwIqkRDAJuJ6CTU2WKU3xMhrpO20qq1QkaedOLmS1z2/qXl0X/PYzPq/AVKnb9+vpyk5g5A47Ad0hRTVur0ImCTUFJou2cJgm2mIWWNlCClKp0hPOSkSERnMnRaj+fBRBRjdOmxTjMmkHUK/X7cwkvDTqQIiUR6HGeSivSOZdxfq8AwwRmpa0We9NE6ZbRpHfEYh5M5GEzPARdheCrhhCmf0knIY7JlTJggcFtAeS7COVwuu+aE07h6kJbJuowj2evwjwH1tamjVk27ocbhwg3A8BPYw1rDwOUmH661yITtEPz9eJeHFeaS2zBOeL0047/s1ef+OxPnRai7uOf9W0qxGvuNM8Zl8VoOtrNmHVjjMgwKNKu3lUSlyOdV7LYNfEwQkqlpdh4YKsw1gNAeEZaVtLydXvuqY1ruTD0XAeE26GGLwHS55MiRr0I64EJuoABx6F7QC64oPW01Mo6mmZMpkzkKMmzNU8MunHEHK34uAhoghVckNQ4bc4fABhSaSnmLDble+GBiqAmgCfGMcFhDu1/h5J17f7NSivcpUt5sl6EzMeNYeRCmbY4dSPdWgFhsftUKO5x2OE/evzTT/j8m5963H99TEsIxejilhAnd0YHiPCDaaqQBQtJm/P4b4sYEdAByYys7ZE1y7ZNIor6FiPtW3t4HhE81sfbBToBvYAQHkUADyPirfUEr4gM3tJirTuxfi/VwD1M1IrAtva0jN85RpNHDZdYrqQo32DyHcPUHMqYacaW9kRUHQSgF2KFIaZkR2gKE88q7TUWBQqw95TQZE3LCG8Ggo8kjJGJ/en3NbYYdNiPS9kkugWwejAw6PS8La+YoVQ+EUIAEPGlKo3GzS2S9psgIHycCM5NzCE5LutRy0ItzVjG0stUvAjpQMJu/wiwgwD6ZdYQbgHCB4Hg9lCujr1MxgwvrDvoW2ylFkmEwiPVcd8qJrhWMMGt1Qa8zXpMadlRzrSb+jUjgSegIwngnYNepgVal9evyJ3dMtX2GFGF20vzl+OaOUPbOLC+mqfyhDrIUOHnuOCnOI8nnUdac96aUSzduXdtbXpqicl7LKMuKebhMSOHM1sBYMtgsHEOiSYJmQZpgY8i5UJ70156l57bQftMBjzkJ0PFJdcGuXOMUbxyrTQwPYmZRubeVK/qK1x7EPBLBP10LCT4+MXXH3tBhJcDVmGoCK8eg/XmNAVprQZ4CIDOyfvGhsWktJuuEghnG0e4BQG+GCQcb5WlqFFxwJMqwHgR0gnYGfPhhYN4R6JVgKsY41zXfAASIREe//cA8LpcOsvncOBHRzg8jL6IwAoH8mg9GrPxEFyLAedzjGU4+TyW1k5IZ+QpQM0cBJsR8T4iOgOQTxHSzm2a1QtqR48RfCL8aqAjERMrVCZwjUlHYk34AJcdfd7OXuUmD16kY3Jmq1X4c2lNCtHm3uV0Ap0ZNH3HksVPE+CXYYIOe0xhosSAsPEj4XuRF0Cbw8toxBLdsYohsRo74o68fjUCPLRO0xMj/BYVplgNV2MCbXeQh6K5NWTXBDjMkKJfdEFy3AtO+o5hDaUe3AsE1wPOo7Mln2KCnCyT8jCGMIek8QVzMxIcMT9zMD3X5yNUH2SaF8TtuAKw2HX5AKjlMuB2l7lEWhAQltIErq8pazoqNTFyRLGEAZcS1Th+aAKHvWsP61rgMpiwxfibfa1W3+i6CDVPkB6AGurevyUH98DLYsAItG26OnlTNI2HSlVU4WvTXsrRTG2dIb8TxhQvpp9Z1bjC3B6rQkk/ZQ6HOJMnW7wmYapmkKqTAWtpNHN60o952aCNUy0LWm9/hUFYHIy8gVH5tw6LYBebpNUhsGoxCAx4W14AqRVwt1xy/bEXC3xCLK3LwYVlwJq5MVRgIqAX9iZrzK3wNwDwlqTxec+MkhNzWoVLaqL385uqbgakdaLGBP63gHBu4ottAB6SzaXv2znFesbeIIouICxpSMCF2Aetv/NT8JFvzV48ZnKHU9+V0iQxG8uUHM0lVoh+cxam+Eq0SkQJNvdl9QhivbG9mkzYcpMWE5jJezAqHamUEbd+w9uSIi2qGZbT+rRqW9J+JO1x5dGr6xLzI6DDCIB9VwFenn2w1aaSTWINn6QJvCoxg/dL+SV+6FIGXDLeSoUKW+aqcaXw89T4tvBFYBJczMtCSkG+j5kio9cH8Fr8uLoG1rlLfm/pyTeSuJgmnibNiXUJN3JGRlNzYVKxfIGlv2G9WJuBaxTUKIKEN+VFiPL+xR66LsEKLz93129Fx3Yu9dCkeisgXTiLPWr+agS8amAXDz0zqQlGYgtFsIFF/s45D8GwF6fajJnr0+nVfC1g8sEFc/+ndx0XsrX9Rrki3ousIzHPhmnGEnK8m6DXHSSXvq2m3yWMidFu5iAjuAURv7gM4ik9jDTqmWq6FxB7Ddk1TVLyM6blLy2tq/N/V3BEVQer8iwNh/MLx7maPOe1+hO52RliRLki8ORwiObdGuhFUNEvQY2ztx1qvBN8hu3Vm0xS4odO1y5pl6gJaWH9Zrt5E44Fm11w+KJod+7YDYvusOtyRS1mA9V4mtwnyZTiFQsQWUyXO0dPkUF6HACewAUkSXM7TdktesK+PACWc0dqwa5pBzgg/GcEdF5vb0b/4vwc2t3GSlhs4Wk22jmUl4TGL9OWElOvRC73pQdyWffMmHT7EWy55uWRBIeXMpxT0SCLNdP8YjxRdxEwnvNoQOQk0jyaW/i+udMxZrcS7SasbZU6tJBk7O/3Xv200wBxW+JmSKvAzaZVhACP9q4xcM1vynVQCnOtr0+v6ml78fAjqmnlZtswVVEkdpZ6VWKOv/eaE64EyOqOA2w55rxhv2JNSBMZMAOXkv1xONX6We/IaWJuDQrfWtXwSnD28nN2B2tk3mN3fYOmz4wmZg9ztYpjePe0rCAqB93q0hu5sZYVLnwj0c/cVB2UijroJV3Wy6x0ptRCN9+PpSh1pSi5QCKpmUKF+FjD/Bsk5U5bssLLO4mD2F6O4UysJFkiNXoYlhEA1WewXO1rp9+mQYBhqTQpvYs1W3nOYz2c3NyNVB/O5Cn3p2mlvwKfSbf/UgYcFh4TxGOd2/r9vmue9lVqOx51Ywk2AGFl8C1jBmcYw6A0X6kGnTDZbwJllqZZpbCHBgFZCFvrlXlhDA/8PfBWrRMBQFkqlAXvNNodEN6bn0+DlVScJJjasa5f02sUkW2EFVxGujV8vthJyjiKIp05GLJN7hH/6pJrNz0vjFcsXT2asiwGPIYmWLjB/d7C+qa0xGNvnENDlehnO08/gwfgYwR4TIPaG/Wl65N67wr67tKi0yoDhqGW2iBN2Ei2gX3BRp0EZvV6BltSQASe5CcgwlenCdQlOXLZ3OoDkCrKxDk8xTbSNBsJudpzDpuxC/DmAia8MC1BcFcEttYtS9j/+ee9vPFZWlGt0l4X1VBKYBDGcgwYAXYRwLHcXByD8Pq6ufkkRtkQAL6vMX/ENho6/GiZr+MEHiYdxkrWCSC4DSa4Na9cJd2BycwB1gjgMivnW4V3KNsZiiTQsOoZB1ON4WtCv/ab5LoKdYM9ua0sI1LqKhuxHj0GzGjJVCFegevwH3Naq5mYQ6ELAuo15vB0xCt9nxadQsBPXnzdprdp8xZGS0+DEaidbw/birWgX3LqAlBN0IHZ5qp22EQwo+SBTPHfw/9yCKVeXPINl8M1huFywLc0ZrZQeDpREgBg+Tu1y9ciAtOk87ag9+klMC1F5nR8SXqEhMA5vrzmzF/u57ICLKWpwiLnzL/NGXy1Nn1aZoKugegGQHydlwFba2jVqhgTeFj/dAL8524GjLSvyU9AbIrDxIC1GIBEmW95TNTyUFvm19Ryhj3m+nT/nvxjds4atsBkWPVsdXXy5hymEgNeROj1WtdK8Hq2Hz7CWVmPbU0YgrDqFfxPAPTLSTelMQWSek0PxuTxWjCwFKU8SEqaj+MHjiDVkHY6SE8KymqMjDZoaq9cpRiExTFRL9H1MMxFkNm6oDG/a4FJ7XwDM6LH18BKrkwP5Lw29s8KPjkSpoIUFxmYBjTk3571htN7vsJA1L0a1Zg7W+SbntkzxDQAzBqStCbIQw+ZPCktPUkAb2ADj0aaLLW9SzBr/Lx52lE+URtkBEBH5dHQnsAoLrWHAD7EaaCNFjylC2P6EReBbaU9uRmws6RnAIcUyFUfWv1+3rxBqkC26fV3d41iIq5s3/Hvz9h974t7Gp5WZMEgxL2by+vte3FbUiockdkDE7hlLnWbmJOaDoEXWIqP96xxnENR2nLJtbM0oTF/Fi9gGbBi9s7Pn+aI85WuhF0LScdbgOD8tMSXVAQjnda67DGAG/uNLPUkec007PDhfXzpvsJlbEzoIsSkiXkwkWXdoX4W8PEIVEELp9XqtVLR+Hg2yXfo1TA4M7NUf3nsPYt7ZZhY3lSAZRSZj7VkX5pZXRNaUqYHNdxFIUUvEx6sln6WUNSskXeNygQN7r5hCldDBe9L4YAAlwFg05idi1pn5tlLBFciwvOkPsMWnO+95oTLGWGJDeQKc+1W2kCm+/vW374Vvvm3IdOy9+fOye8IsVykf2G/cNzZ4G076glYNIfTPBFwBxMIdmCDps+1co2te5R+160JGCqKnZF32pPmKhRgmtgmALgSKMfzfiVA7Wzp/hdmwGNt/LxPZNayauzFjP3OSi0K8zIIHdIxrgXAp3pD6oXI4abBxZio7bCvRaRLj0AlmdqjXzcSVqlhAhOduz9tPRe+Z9OTpvSeqsKr04InwQx7zPl33jL2nuN3Lq3LwXC0toMag7UCnazf0/NL62hzWAw4zG8KAVy6E0C/uQXRvqZED/XN4LkZmRO0uNzruqpeM6npxRIz1+63NOgtpG6FALYUrw8cPBpu+upH4B8ffkJcymSYI8ycXc6q1i3J8wYc6Ts94cGyunGaJyJ+kmYVEXtZMSW1rS0alv6e9Nl9dyxrTEgPYI2HwjwN1rwXlqa3aZ9BcAiwWK0mf0kE3WU3PdFx8rqNeu2vsxgoNz6EgaMZMMdAgPB2wNmjSP5MqbCJZIP6JsA2v3D28aCofymi5aZz63JzgGhnSOY6sqZ+bWJPUrklYaZntR6DhUAeuLlNStlkhx2+Z8trXnn2+V0hBqNl4KDmc8bc+PKAdBcF4Sb5Q4B/AMCPLpr/62LAjMnTW/PZYqAeBsgx1tJgtDHMOYBbyidW051aeKXNLYjoaEC4JL1Dtt/yoZMdKS6FvObwzSGHTuYNOIgemFUjwBlBRLkamQX//G1oBT2agBuYazsHH/o5uOPbb9969z2/agZP2bmm9BIgOC2nnSEVZhUn30iCWlXa6Imv0UpjputL9HIWm1N/FhAH+2WzYvoat8gQBZ7S9Ypnfk99zGrxDamJg2GJ6HgX19Eplg/2RphzdDg9U4PSHiYVJ2rHXkSE7wGgKPX0HO+WCZoJ2S9i3hajopregVX1dgQKaTX/FICObL9hEcHD7NI1tSAqLQq6hAF77mXR+bhHKUT49fDo2Kds2/aiX/rdJjis+xOCXCxzaPjey4C7tRb0u3JmT6jh7zy9geMeSstopozHw4Dzh+spu5h+YzFrN3OOk7Yw51wKkSEG03EFeH8UkKRzeph0w2PtiG/ZrPwnT9+U+3s5Yhj+bWCCduK1NF/8d8HClDZdyLNHtG5yYdqBYlOSe9t1fEsq+3kisLnslOZ+2kpW4f9nGuEgXkZy10kw2qhnJmwr4jnM28K7lzoEgNsB6VlJBUUpgye/Rr2IiSO91pMJE3kuWvlrHJLxTnDcjkg3WhpoQ/SrySBpPVnH1J4tZtiYCubVu0QApz+UCCFjGXApox/1wIVweI+/N9xdzpQ5E/TLX3rR1U984jd7vr7QAKA+pLqMI3oWw3GaoHvgsIJ7LNgtWiOYFxpm/k6rCUKphiYJKS3jG5Tj9JTOlBiw5esWft8OBM/KfdFhf45uTmyOtIcBh5rUR59358usu9Z+t9KgAp55WlaydJILtswGcqbaEvpSYMWaF9AR+vFKcJL2kzaT6ZmJC+JllDanchGn/ka5OvvSUYoqKIrpoi2NXQY9x83n7trPVLVSmaA3cZvbICJ8kWhQ6SYCzGW7txiw8SBdDF5jyJxE6DFBh32VMHqLsJQgQIm2rEVGByY9Sy3K2tUR7asnk1dzPjoPw1GDsAh+gQCe0efAsDUPlLLgZf1uaY3p94Mz5f7OtEkJo7GXrKUyYMZUbpVz1CJ/Ld8vrtcX9YpbBPcDE3wVBaT8nFysACAdBOpKXTYCxYB5Ez0EiIf17rCgK5N096o7YkFLC/M+XZph4390mqBLGTCbwiOk0ESYlQgE4RsvXZI063ZdqeIea221IpfjnO3/ZoU2cKuUjy0ICHM/vdCFyqI18feuEEf2gcqkvJfIXxytA+Bqtt4aEVxWTekGqYOSdKD8shFwSkAxaTr/zMXgPQg084nwLcC8wM/HjWHO3m9KGLBn//ddc8IfDIv+J83omdZxaQMBaCtNefy5opayIIH0nFMryxi6AMVzcP7OrgbzKl6t5f169tHAQEhBCpHGaTs9vpDIXFsUmM6BtbXpcweMr4Xx4N9D5D7Ah+rV6sNSAN5Tzt/5e+nZxOId2NSS/wAm5us8xWmjwi9VdX2jtyGGB6aiYBNrZy/h3tL3OUvrgxsBaJbyBrOyhly0cENfVuFCK/ugxAQd1vEqTyn8xigclhCvdC4KS4uNfLTaCKq5ujUdh8m9Vaw0YaJ0HgkfOQbcCyEXo/gMM4ZTIgn7WgPC0zdg4wclgEkP1ENyoucD4Dnp70TwF1UF13n8HeG7ZTMrDzHwMH3PPF5BhWtYUTK/K5CJSdPxaMPcPpTKS0vThE2ztBLVy8Ijq0S1KBPm6kDP6DjtW3u4PiVGF1tpONLdSVqrlc/tyaX1mHojw5ZwxCoiEu8PAY6oK4C8GhdndRiLj9ZbGUs3rXm53z1BWDHLgnUfOko3LqJwSLSN69E7Nh9aYJYduCRzuadoVJgkr+G9LB4RGPAPYw4vAa1BDee8/3PHfUHj/kGScpho1YLZETIRMMs6UHPZ1eQvgGAWeIVw/0Y9fX5JTtqy9uLVTn9WTL9kPxYhsAhq970j4tnrz9WiVa3uQsXnEUyr+TxycYvyqlDWHjWhJ4VhezfzCOIsYnjmI67u6LoztQuXpuqk47Vc2jC9JbBZQWpAM5eD1A0qrKE1oxj8nuCl1x3gHVfCcMbUErDwJPwuvfXZ3sr7A3vWlMZI9NTq0TtmzVDRC1bwP9VKRS9tXq8itCweoQZhjV3EEbkWYVADTs5GmP48V0d0LHIuymi8l2Ajuq9g98+KAY9BaO0bUSvNPkqJq+Wf1NbTmL6XiZcEH4Ugn0FThgEHnvui07m1SlRj76Hk/BazsBhmvkdLU5S6NEWttsTXWpIW1ArZW5HgDqkPstQZyYszYQ3r/Cm8JLrZjsmideeRzYvSrbgHLrUn9Mpdmc7qDSy6Tun3Gh8pnSvHy6GJnz6fFIViy25q78/L80p4hLbnoAEHPw2LFN7N5AsUMODwaRqYUJTONJaQeb7zIIaW51cqUCxyoZ7zPFJjLM0mrNtjwIVVivJ9S0zfQ0xLi1NAXlgC4AEAOCIpDjLbHuOLlqKJkXCrx+8t3Vc4PxcINcYCYDFpDvasH7/C7RXVoXF5vx94EiSVR2YTwAMI8NHU7xvX0wQNBNpBgHkLvoBlB3KNPs6nMWBvhLMVye9hwJrGt8z3r9BfVwxMOIuuQQ8VC649XzLHkUR4wdz33ffxjqVNY4PcpPUUtykbE+XhEflag5gljcmORQrmuzzfTYR58AEs0iFk7GV6vssBzvXvRYCDBBkhmk+uBreVXmjpeM8ZS8eYpmiEg2sPT0+K/skSQibtpUQbSefQ1rb8jjNBYlhYopu/9XeH/2Y7PxlR0aVwL2GeJWM9+xiYuEMcB8Ah+bdYwyePfv3OpiuNZRZnBa21+k8B4fnpbwjwbQJ4jrBPZh90YG2tZoPLoKbXQYWfy4uAcA0fSnz8WsqfFFjFRjPDrDKg9s653wwFyMwC0eg+P/cw53bQhAFhL9VwZVXB/d5YHIu+ORU987wBl5gzRxRThRZrjzme5ntGi8mWLhAXFKLgLiJKaiA76pPmBxi7Hw9h4cZoUpynaEUyZ7+f8CqF+tls5yhtr3E/dQ1HYgUX5InmJb7usTDhiGVgOkT0mryYBRB8/Jjzd4ZmB83fWOYprRn+3atRWszfYlSmtp93IGo7PwHB8wChV8Tfo7Ev436WBe+wlwgfQnpN3tqP22uap8tGzRtBavdd87RbB9ouwW5A2CTA5uMATW3sx7S/98qe5iUva4JXeTshDeGo+/hTOvXMZ1y77SlP/u9nfe3r//ndG9NHxb31CLvATA5QRa/EGj/H1dqXaHc4u1AqMfxkMiReGJgpRjBLCXy7hZtjSxTHeS2+FMaxMHNW4LIYY/jdCgjz7NFah62EFT7Ko748TMHDUAY2+4pu7JgIwt6NesqG5Ye5xxzYQhTtd0Uqmn2GkDeiSPtGxjE7EeCKKPUtcgZzP47HtQg8UiKcMr6OMBOd4WE0FqN7JPa4DOZvavvMxpfhf1wEHpZv1jv3mLMHE/4x5+28WAr66rmfWjN+jHQOkcxTojchwnHpHhsTNOIJndYaf8y+T/FTunstf5mDyxgff4Tbt7791idrjRza4NFBgSKNkUnWy1CCcbpCv40A/6IGOg7naZ+9VngcvVbMsBEkqZtQRJ9FGbDH/am6AAuVG80CEQ5ZYGlQBZyBCTqHoMUg8o14a4xyN+WJyEvXQ8CjaqJes4ZH0mTtMHFcCoRfAaQ/T6Tu7Kj9CmEexJKw2rOfkjJoHoEp3Uvux4Og4RGd1TPjLdnU6mUQcZyl8XmYvzZGLVvIbTaYprH63Yrqz3tMnaXnTcezaVSHTO4A6BfK57RvCy583rey2yTyWrAcDM3FeTnT4fRNX+T6kMmdjcVF6GnM7UrYwxaYtZls83Jh79ra9FSt53CpsBnXlTop9fp/M9plMQOmpiHGGwFg1gc6/BEdxAo/EJq+aPTaIeB70XOP1gfYY8WUGCIg3pfSLc9cnk2Hs0vFT8L3XIosl0blsTD0eVq2u1KfsGCGNc0cYVmLGQ0QgjdZxxO4Aww8F6Lsr7eecAlxzCCozLo0DaEMBuw6PxchiQhsR6YcTmwEM8A9AH0tpaQABUf4LWag3Z9lZrbu3mLgejRvZpaMiyHs0TonWXvy/M7tm9PwQrBS8ImmTMY6s6LB9rcW/HxZPegwgL8T2oHYD6bSos4R4LsA8Majz9v5jRweHnwRGTDCG+ZuHLofAP+QCwwLazJWgPn7ForCxHXzTkorKw8dWK8f1TMvc2VfZ4ysuiEp3nEAkT4I603RorN6Lj2APYBwdd4qr4WXVtpR/g1hJxCc4MEnAUAHAAAgAElEQVRBAFonwO3VBv2ri2847hsuN2RWdCOuw2iK+2j2YxQsXPSuhEFzzRfkWtPAlcBk96TtYdCOsDQqehFTg8WAJb9ILtEnyOFi/D5kYlsQHqgJPjVBuDualEV/SRA8gQbNu7lISCA8Eyt6seXXHTJPPAA1fQon8/1YZ1skQpKrsMSt5/VvskyjgnfBFK7qLApGtStPqUPvfmRmAZeq6TQEWxFn0c2NdM606ivZg3WH3O98bephGlVeNSvMxWm3Zl5u3ATBLRXizQTwE8kXzwVgAU3fCTDp3XPeeSg9pwQ/S3iIc/gFlPaLJUW2t1ajxgoROinds+vlzQJP/rm/3Lz1qx97MM9AQaDNqZbX1s6f53TPgTLoChTSjLjA0AUZcO5m69ZVAk4H6T+Gdm1GGXPWz8AcpY5H4cyWNTd/RyXpY9HyqlXm8uxhwICLI+CGflBTCkg2rYanq2YIvqn1UhlwAKDVrEKCF6fp9lpZtUFYs/J0vdy1HC96Z7L2YxFvK0Ly7HNfdqXURebea064EkCs4z1b2vDFpftzmyaFYB2WqA4jW1mtTIKT1mQhfDOdpdyo5uRFtXDrDr0MeJBGxTAVSbt1MWBnKVDGdfEAINVdn2CA/XU9fcXGBvxAK6bhjU6WmLVHWNOY/th7ldpx/umfbX+zlAIa9+FwO8Whae3kYCXoTNCI8EBdw0dDBDJDbzp67YreBtoJhA9iRT8BoqMJsNduMsPNbm6L7liuM/b7mbk9BLM+uV13PxB2rQwtBS9/R5edd89pWOO2tAc5VXT6dFrvzkzQA8tmSMPiShNbexgw4LApfw4Y7kWkK6nGaWi8jUA/4ULMmYtNTTf3E8H/h4AHcaO+NJguImA0YaBUuhlD1BoGrORJxzlZB33T75huSppEd+270khlxwPrM2DHfrSzapIo1+c35pc2RFSoRdysl2qBD68fW1WTuV/cMM857maeK57MJRHEmNtJszaUIQJ75uNzMIwBU2fKT1rmZK9W5ji3e4gnjYrTULW60JHhMabXrg60p7ymGT2e5Ipb5SRzgIxlimEeK7DM27tY8xnH/XLnuv1bv779777zprRwxEB5cdCHHgOO9LtjBkB3AeC5aQ5utLiFsSm9DnQsZSK4Xn+hrc3PKkrheyXaurevRSxvYSI24Iozty/QLlCyZlYb0KTSNYHJnOLH+N1jcx7L5cgyYO3Vj0mDKUCingSjCQPWb27KZQz0MOB8Co3J5SYmxWTU3HmQwN5/zXG3dEx+CZp/mGtjQhchzlPCHv3oH+59+env/LtHHfrAi9PzRCLkrWSUmty4edJ/Ywgg1y1mEKyj7cnS3Dym4FRT8jSV51DI45dcFo7mRD78N8ds8zSc4E+V8luPOX9nL9jROo/2ewkDlmAizT/DoeovgLAtPUv3rz1cP9/DFMNacd4a6EjEJK1PENYsOOT7742vN7ZXk0nPevLd75x15u3fel/z5kTlRW/fGj4V/aFe+uXwueZH6zoC5bQkG9iMG2iXBASIOwDhv03W4YpYq9rDeyKsLHN7qZLmERJYJo24jYj6/dFnBzH9xB0DjgSenM2avRcbdlHAgMPwXjOIRYhUiQNeWqf0Eh3nTZnMHsDJu4Cmc1/YcCPcJS6lYliEz5OeePuRv3LaJRcA1jEatNtFZFhsABbBdkS8MSX2ErF1mQVzAhU67hBdC4i/3gNL7FbDELS0ItQi2lFcbxlzLILDy/r23qufdhpg37wWIorX1uvdmdl3P03rN+Lq5BQkOhkJbyegL4SuT1KTA0vj91gVwr3FFKRcgNDml851zPl33lIKu1LmqjHb0CmLAM4CSOoe9Kv+NZ97BELG7TRfGvG7uF6/MbUcpvuSAotyk28hjQbI1m1pSb/OQyIYLCOANId3S5sHUf5pJHIJD/D4qdkgVmjeSE9xaffaCSlSWm/DgJWFF5ashPmtXLKFfbljGKf0YEsuUWXAfBR3quENtL1GY4bqpDygqzT9SjuDVns3MjSrw47GsLjIWwnWWa4lR8R6kac1VmdyPYjD/BZjiHvI10xbJYLTnF5K7H/W47UWhUxqVf4+uffa+G03vf7uWz1CSs7cwvnTWAOpyULQZLX5rdaLPys4qxHSyiY8DDh8LjC4OPMezqyspdbkBXuKGfBs5c5CFzci0RnH/KNo/qIxMfnVKHnQ3f44C2KARVqilusPz8GmYcBjHOSlDC5dPA3CAsL3ElC/huwSCkqUaOjeRyqcYWA6klJ9EPCQPI85Xzv4wjt4EB0kxIcR4AnMHt0Ia92VYIZsus9EQklIZwDZ1ZwYjYQApq875ry7b/DCmWWejTYMt+eVtiwCNmDoFb42anYbq3jFgPCnDyn3/4Zgoap6xaZz/v5W71kW1aq861jjNEblMREL8zc9hFdXJ2/2VpSS9qkVDFkWA879sFUNwLUtTPfovT8/DOWe2dYddox4BT7BZFj0LGsbNH0B3+5vVt4yX8s0QWPI+ceDANQvjIK47eJrN73M2nszv25Kd9MzlmkWVhbUFBKLXko8EwFuJsCfAsLtuVldmnM0A06ksvMJ8IjA/0NkHOfHCC2iaKVqGj7EQKvO5E1wPAC+BYAe3QLWld9lXfiyGbAaSMb4YLgLZqLsBscghH+sCGqlnnQIJiqqq8rBYtMx27e+8LTfeVsIopE0xbC5zDzpzntMD2YxSY7gcQyfyxP1zs0GkYXSkYR/DADvs/Ap/u5djxUiClOqPAFO3n1rplo/8xiuFuBBNP2KJ+hO9eMqBUOWYYK2Aq7yAL2w12q9vqhnQlbuzwXDkA+uWGy8d+nQJsNUl7bz9RvtINyCAF/k0meEvN2uZG69Cp/OfZ0hDTVnwBJzu/zcXVcSsVkUS6H5Xvh5GKxl9SzlL9L4YhN0vjGmskovkIoN7Yb6fITqg134eCFDkQCd7k0Lt0+Fh/D/PcXBHUhvSnCOOUwcQsDtBPCsks4i3LonPftTcOJzPrknmpg54ihpxjHnlWMQ7DfRZ7uKV2tMxSSSeXciR1RzAGhDTJnc3EYg9LQcTG6lYTiHVF2qVvD1pSbreL5mzY36Ex6rQbPH657+wqquzchxE0GSwKIwNuYmt+beY2ukEyuAh4Dg0ljUYqz5tNkLwXbAgI9dNSnWSqAxUZ559QuGaJooF1yWw8nFIKWew9n9x5xwNcCqb5LcTwAfotXqw8sQqgYMRKipH2oOMNWd4mmK40jYQKoKr5isw3+MQVRqGuvZuy4H7Au7gZ5VG3C+JwjLg/ueMaXMk5vTw8TT71QGnDIkLQhrTCj45efu/iojNd1FRE/NDmYyMA24nNkXAK4Cwh/nmnkp8MK6FvPMo5vDN7nj3ZrDgTw1Il5FRG8tgV1+3kcd+gC8/GXvgkcffp8aBDKGAY+pFhTP4om0zgN1wrdS3nL4zWTqw/KHoeDOLDiRSUEadNDpE9q9ABBypcPfPP0pvayWyKeE2JOL68CNZog34CmPEm4EhildGMzzQLgToD6VAH8pXRcJbiOEE5VCOC3Y5oVLtLvVotm5giFeGHDjXAx49uH+YEKUmk3EPXMCRardpoKZJqRpuKud16tsCEFY3NQm/W3SlFbpt4Hwla0pOnbAsvJ9zSpc3IY0LdTSUDXYLYMBpzwz/H9LiVNN0F7ELg3BDpF2PysG7Akh74DG+1CKiminTnemhFzefrGpDIOAN2ZFN/YD4qcB6Oykq9E+RKiIWL8vjK08FhD22J//r5844rF3nnHcsTfB4Yf9SCSWER/GMtPSerkqA27zi5uoUst/661eFBdE2rf2cH3Kygoc1TOhAnQaS87gca2+IPd3et9PNy7Zp6Qpzy4HGj88pzVJGqGH0XBm9OFdD/vrRu2f0+x7MgaVMWCLmXm7XWn3YApinks0ctDTXPh4Z273jtOaE7dpmYujRlkg9JfSvxxiJpMdMqFZHQmAYYvCR7IGxBgFzIMe1hgxCMv6MP7OXuYsCTlI+9GHG4ez+V/YRN7jXwPAM8f6fbmDeALJPGHmXqkz9aEIZdK4qfZDDVfBBH+cFi3Jz0OrcIkYrMVUf/HWcvZGBacb75ipMwgr/dYTHZuOV4lVXgQk+G+n+MdQ9U1aOXORGRIdqOv6DG8UryokeB9QMi7sc319ehVb+SmdT6pedehkB9fcYQwDVoQAdwGUZMtskQ6Lyfa0RCO9LK7lDZDKx8d0qiYIi+glgHCacYUDE7LHWqNFcIf1xgaulTAQheYVmaAdjDytxLWDa58YzhxpnVV2V9NSWUUQcGsomOE1ZS+iQY947uInRYU4pItfgZWjso5AvbZXRHAsETwPkU6BeWusYOc7WBN8INQwzQEnAUjaQzih1QNTRiJZEvMA24Gc+TRq0IGlzYeyZ0zyuyuQoZRoaYzHCkjiKihxvjAtDShoEhKx8wRlaZqPt6BHSsBxvb4I+7mdVkodi0JSm0JusEeoEE2jWXpEMKuvrdenKFWu5lvQSoAeUt0BgLnQPU+jYwQHqyhFzAX2+M7HCJMcbFXNOKnullshLI3awi0EeBwg9Mo4Wu9JU4QQq5uJ6KchU2Ay7Re26AJekxoPeRBWmFtrQVuSx+thbpYZWPv98nPuuUwogemigR6avuwxEkyKGHAqwYT/n5cxSy+QCc7iqhyFaQamD9WRr5RiFPKzDP9EU4v5WVZjew6Ayb/lpdpMoqzl8XL+7GDCTgUVAQl7uWrSgwqEcGWdLiSkkwnx9nqCV+QEJmfU1dr0aVkhB1d6kRVN6iGkXIpK+0BmtWCprQWrVC/SiLpnD5wwARDcCnBDCMJiKintBYLrAeBNg1aV7T659B0g2gmh322mLcfAn/DPlmVBs1oAweZY5Uo1f1sR23nQGPAm63Tf6ZlYoUppR1gihEjEUxI+JRy1IpYHNZ6ZO5v59ye3pS0PmxaeAH8KiPOWga07xFPByyHw79ug6Sl5rq+URmkFrIZjMYFfrkwMifFoDLb9hi3q0SpavVrX2X2bvuxlM1drPjY+qa1ZXcyArcU0KU34dgAw7nJCIwMC+gFbi7Nl4p2kJ6RFcUnbnnaKnEAw6HcZI7kRn8fk6GlgM5tX5A7+9hyhaHgMgojzi2agZz3z02f+4okff1UN9CIAegEAHtZtytKKEPZ4W9txB9UYhsVM2PShsEj03z56dd0TyGIxWcsyYO0zbImbo2OGTO9abk+DIK9CE7TF5BRNOdV8Rd9zOn8/cAseSwAv0QQHa29IdCshvnCAQ07fvqZBWvcf1kyjqeuN+mO4Uv2hJtx5Cti06867GYV82il8JnedxKAzCQ+NoCvu2fXoqppGKURR59WyPJptuhFNkSpofNDrrOQQPhZiwKVnDOe1vmH33Nas/h/KgLlqIeFAApDTKlED/0UrGYm+B4b5NulSgPSrYzqSSMFQLQL2c+9mYbVEMbp2+FzcSNMi9aD8Wpi/ruiloW50Dr8Q7fzKl7/l4GTlH/OCJwkP1lvuSek6HrPZIgyY+zYkvE9XqzeUpnRYTFaTkjwM2Cuc5kwsFyA8+/SM0ZgO14Kw2VdBMNDYIL2wjBCtfRgQ9nFUCETzMFSL4ae4y5xlYLHzaOF54ByLv0i3EvUFDTYmoL2L67/4tUFD+K7yFV8bPhzd08RFQ1k3TZIm0Xy1Qh1nPnc5OUuJKbz0PWqaqjSXxx+v7PlSlQFbnF07oBHwNAWAKyYb+H9xTnPj29mybUK51pc3ImEzH1OFJZiBa6K/xCopws4U1SiI/ubqNidgwu0I8NCwrCRfnYaTrozmDWwk4knP/iSc+OxPqfhoNTFoWtvNUmv6fj/FTxYX1IilRUgfKcZX+jitfYb5PEyxdN1Fx3N7mplFGR+uEnXN7UPQAL8HFV7HuTXyOdK9cU0vQl34UGlLMst6XClxTQuPxgSvSTiRpsoJ5wo0gBBaYUNxSYR3ed2ffi0cIxfqO2tXnutLAA9Mafq8wq5rg0pauQlbw8XcvE2T6rVQ0TlA8AvMd3uA62QkFQ9JGHBJJHXp2xEYpdqbwPJlhz1ISlPgTyID9nB264DNpfApP2DVMta+bdddA8LTL7l+U1MWsDRqrr93PQjLZYJOGPcMGSF0yPj5dJ2gNa/XG29jkuNZn40773q+CGuC/icn/uGBZz/zM3nAzPwrhwm6CZAZpuuYlbHiIhpz0n7zMD4LD5fxe07ssZ41KAhzhzQZrZaxtn5+9jB2jEZcckaB2ajMroABF2nRGoMEwo8hwvcijM1AKEV7t/BIKgbSBZo5uyMN8CDkkiMc3nP5JMAkgDWY1uc85Q13fUESEjQG3NC+0PoUaWsnHCPs3ainp6YMVDVBA3S1pGMdiFjZWGoxm+KDMTePmsNsjsYVFwZnwbQDF90sHxkuBIKTIfQnRnyQ26fk8+aqgCk8JPwkWgM8DDi5o3mhnZZfiAzYO7H18CXtM/mutOFDumQnnYwI3Mq3rppcpCCsef9M2gn1rFF10MqnE/rNvOoLEGy55PpjL+aS4xGqmwHrP0v9vUraV9qEOp6jB8d0vyefuGX7M575J19MGqCHbx5CgB1U4dc9QVhphafAIAjo1QD99A2POdrCF45hS4UMvHOl48ZoqUPiTfsaAhWDaIKPnODqvKQlB4/e+hVur6iet6fzFP4oMBFL8BEKrHTBWV64WhHmacUwK5fXA+O001XYY2nVtVJBzwrC8golom97PkEj/IT/7KWlKSbowKwig5VMvYEpS4GyVOO3AeFdYc1YHlixPI7N2tBQ6dLJBl7JBYpallfPPg2hgE3BUniVyBtYJYnwTKxm3ZG0QOVg/X3EGbDA/V3MT23DNZ/BjPxlgDToOqRJORIWaYjQBGkR3tBFVydSqeHH6Ep58g+LNhNVBwHhZEDaCaFuE+AJXAHwnPFYkc9hvIdBtZGdAz/0shgwmzM6nZ45qVYapE6JuWe/EQ6WFiTdsxKF3X0yLiVqGDmc78Ezb/6NBZOxcODg0wRicWU+84hmh+CQpaMdRQC9pgEuH2zcpGO9Urh5BBPButCP1ucmaqPTPUFYg6BMPjMkrjJgnmI6KU7ezJi64zwDJtRpoiCamtOT9tuwCkzKA2OjupdWEESavjubFCsULa3/P3VvH7XZVdUJ7n2f960AOkSDOiQrCSR8iSQzaTFpYxuJdoJj0wSkSSoJOioGiCsoCajjjH+01Wt0Ta8ZU1WQLBPIB7RA5QMRSDsOFt0UpJrEpNHYBBSwK4SKCV1dlQ+sqlDv+z53z9r33nOfc8/d++x97vMmdr9ruQz13Hu+7/ntz9+WGjAC5AYpuSkob6oJWlP5+cBwx4204ywonx6SJmcYoUKC5ySL4AoW8CxSic+jESzyB1+V8DI+gXZqXYQc/2dsjnEwbi2VB+e9mD3cvdpJt8CB39NMpJGJreGw5mcljUHzGVp+QGnMmrAxelYBHIc/MHvnWACcrqfXFO7ZB89lyM9IPNZei4DWh2evvLm43nks81wf7Q50woCGtBMEwjlo09Xo10bBZoa/Ozc2R5EXT0CWFgA1AOCYSKOq4B0KY9+oNB8Rvj5ohZ60J22+Dotqe+8qrk+l3cH6XPvmb74BKriDq9d1z7vvVafVsm9vU4KwlPxbUc331m+UA5/gZiLYGuVVuhcmXXjLzOH5GC0ATsP44zYzyeTigW9xGV9olTMs0eTTS1ikWRQKKSiRydeeeOm+9+TWbTmAH7asEVnktHDPpZ6OXxE2uJjB0SiPs2FKqrqcYG5D9AsLBdk50KgXLApN0GIak9MUHs9zGTCW8qO5TjDi7KctpqdSk3Bqgm7A/49eenLjEiG6ENAul+n5rtNnrPUR9uEgEdxUAT4umd47gWWURjjVguRJzYnNvUB0okBkkQsg1fyzo+VsYns26t9ugrAaK924NN8y7k0rCnqUHroYYYxHKgvYFDN0vAglAbuMDwMALgUlBXi1My5t8KBykjURBhfNbzDlw1r2HY8vIvSRrm1DVFJYH9PxoXF3I4uAGgmb0BlKWku/RpFJzwukHjBbhpe4EUpwGB26bC6oZ8xtcFD9HQD8Z0RwKiCsNu+lHM9iBaZhPdg6Ma1zM94gLFkQoj3UBYf1c4nIN9L5Td3L0I4m1Ag0mwN+7RGjmMKcFQpEIOEDXL+Z+w3/VgPumxF8mwCemqf+9AkmaOk+8KxPqS+a+5HSwJ4hAD4ggFLKVd8rMj2XQsSa1VswfVqlaZHUXGuA+Fizv+u4i/2jokVVsqBGGTFSlkgQCmC1DZoMQVhS4aFcypAHewoCZ5t16gG4NOrZlSoUn2iEnUDwpJVzG17xjqdUaEg/ss16P1cTWZvLlmrlnYpGK2r2QjvqhxTmqUnnSPDqVGOADBMRtxcuiJiAIVyMnpzcEg00G6zUXa48phITND9vaTMWQBHQEwjIbpAFkUn0ksnxTPQBxKqJ7JWCy0rGp1gibiUA9uVV0bCeWFubv1oyzWt74g2gyllDmnMyqqmbBLAla8fMWWENxuxiTf1mntf3jsCSa+0qcQISsGr/5rEKbYYv2gPs3nGP7oWkvKsESj2x0bRKPtrQxGyO9GHBvXioCWUBCMxgktDg0mC92nWhH/wIVfQzWOPHNI7reI6DKG2CBwDgT9IiPIG/H3ds3f8b/LJk3uRNetftJ4tmRac2thgXwc6qwrkAOGoQFb+c4yf1grR2Wqa+Xwra2qHgep1JyP1hq7BC2re1Rp78xrA+odpNzqQ30mwKNI1cUfgwBg2ASv/de3ml/QaifqzhqWA+HAAC0Lu0lJIgpDTfU6KZ9+PpGLwk4cHDghXPy2uCDuOSaCEf/ejpOwRWplsJ4XU9CxTAYTYrc+EKUUARCmVwlSmtGIG2N6bwYmzqVA0yNCuu5xx25Qp+iEJGMk5tXCXClnWepXshZGgg4v9AVA9YykpcVfpdjwcB6HYAfLHEQZ0bczxeCXsUoqPFZ6RwX2t3OvPnx1iiEYFId7KXsCkMTouMJqCLEOGdsQsVt1+yvxU+JDqyLhhICk7KbMoRwPq/AuGw3i/BTkT4OVpIOdxrLzFZYCiBnlfa0Q7ClPetcYa+BuYTxefCJohSMLc+xPR3NwAnQKpJ6BJ/sffiszRgSyvw5Mx61scMXAqNJGvy6G2n70hTjQb95Tieowc1/7UVcCXNzaOxZQFYmBMC3UuATZDb4saDo2vH5mdIWrQUJZ4rRqDsUfCjb0mjnz17mpuj931XBHPOFcO1hFnjQWii9cOf9/vwjtN6rrujUr5k0e/puX9yjFbe6kO5MRf4TePzeASoIwVKNH5+yKhL0KYN4rCSWhBKlsUaDVe6wQ8IVRYA3PxK63G1ou4F0aYvABH7c/8QqkFt27BgIvMJF7G/+o5Tm1SDHBhKfXFxggrpOCmYwMthOgWAPe9MMRVbH9XU361IUUDYDYj3cWm2xpe2irvSnF/uO/y7BaK5cVrmzlwgzZQ8UWksJVpjeqk/dttp94yAKXSCsLdeqS7jtbPWfFkAtoOXqvsHOd8J0Uq8Lm4/crMYsLfe0s7RaiOAjmD1kLaFlYDOHZZJzeISlBkTtBSkVfLdWOcz/g74v0sBu2QsuWct0NSUo5j8qAMpseBBqnB5lY6p85P9prNfAZp/aFTIpD0oRwmY3ET8G7nvxPVoXaIxn0LW+tiOceU+APq+tlc8uEEbA7KTMJrJAIyA9xBQSoauOtXTg6A5wLlOo6byB7DMAVvG3G0GE+TqTk45WB4Alp4p8bmUHmTrg8ylSGhmzzh9JgZlS0vlsWsAIYJfTW+GCj8WmTsH0y/RpDyaRhHgRH5vHlQOgNO+e7M11S9ChF9MGZW4vdR/7TFBe9efc77nSOeyYIWI93AAUwyc5plA/IxQ7KMJNEsJKnKpT24LzPDQxzmjBwGaiOJ5XQG0giKdBIg/ikSPzxH/oiLYbxF9eL4pz9p6BA+v/9wzpvSZ8Z3VsvhRjXP2+jMjVCZbQivWEnej5vsiwI9STQiA96QlD6fMJX7HSBNNmse/AKAfzvTpSrvioKpcWdfRmCr6lMTrYO8RqCxfsQYsOb6L0nwKtdhB2zkwzPmbJWBzBIiZ5B3posb5b5O4owsLRnsPdKkQ4TRZZsv85TSwUYm2xIzr7L8TMqHJ92Wzp+SrTNdoKgB3wWdvA0qkahyaXXUTNB2p6/rClChETNGpqteefMnfNr7UHgSjSkkW65fXAqGBCQtWQgTyKG3m0dtOvwkAflk+h8NI7lDHV6pKNQmAkzrEI4BvjDVBY4bDXBayXq2u9wQCWt+V1y/Lz7XrSL8aCVcH147Nz/GUFLTGof3uib1hvgCOraIoWK3hEAi5uHoBB+7WqqIUhlaEDSXzteaIiPcScUU39c+ag1GiFsYZO86KUWFEGidGSoPZB2FJod8p44q1iBYYSJpajrwj+BcMQHWVM0zGbobKx88LUucRAPogIjwsrVFJepK1ptbvHo0814ZXI4wDtLg9SeOYwpDlTeEQwQ+B83HbaGQE1+WnAdNxK7PfowouHawV0c0nXfYQF6Bo/pp3V6svAuIiChfhKFTw81DDH6Sl63L+8pwGmppSY1CQyP0lwcNlHo0nmxTV6NZpUUYvc4iKUr8W7cQgmuUUd4F4QTCg9U1Zv2suBi6CgAA3YpL/6wV1q1/+3QKn0Aa79xaMefAA1KNIXKm7UToSEPzztMxk9OJAken5mQke0DRky1rnmKPmv80KBlq/Wl31rrFRVbvh/dBSC+f2zcLEERGHZ4FyHZa8bw0u7qdr1+WzsJK1Yx7VJQ59tkpGM145b64I/K3xLQvA3sjPphoSwmUpyMSmagAa0Qfy+IsuaOUiVYD6aKS1Hqyr6qJZ3XKwsoDA/1/SysQgLKE6kMjl/NEXnVvNqt1A2Ba3UOq75ohChBzZBPcXpSFH+yOQdUi+T69gNTpfEXMTm7Gb+tFI5/TzFchELMtDtN6n1EivqgCeBoQ/wBrPJaSzOMfKl0MAACAASURBVJ8XEb4dR57H43IBsHHOrO+o5HfneNq856r61IDve0lBwWHdC1PxmGHbZwkIKrxhtg6/x0pPaR/8vKfAjPe+t9KqGg4FnEWlZ/PFdKS9jTgsfg0if3IokbuSp+Vsm0TYec3tCwCeErw1AGDvApUc1tyzU8CjybGawZUaywr3181DqJmLu9kfXRq5l+EezYLpVF/wMyXEaHthRgVzsQEhHWOcNywF0NCRtbVaLSnHY/JoCGOtQ+gL6WhP8ccBO0nBBC1IR7lQxepAEoGCGDVMsJcQ9iJGpS6dUdIcGIeEu1mIkNjJuHg7AH4rCBqS6bVAsJKORcpd3PhhG82u3thbzWaLAhKGiyGMbaog0ZyPO156blXXI+aodOCWIBA/L505zznkNpwA3HU3PqdxPr0kIObuTB7jUwdeceVX//bis7518Ie/cew737u190suXvQFIkUdOQJi02FZZlx+3iMEiHeodQdav3Pn2jM5AQMBPnD1Hae83SmE9GPXsFMB8v69AQBPAcR4VzyLEj8/pT+vkOClvLSECUW66wQgHdAVjd0kzvDOb5l1t+YsgaIMBALr0lBDOlxHPk9Pv9blEy4sTdvOva9d0OKFSnB3vaW6PAa31sQ+rqMrAvBiIAvw6iLMjQt8YI6VBB9RM+8oGWNQtgQrLoWHAH8FAGfH6yalQ8WF5uN2Bz7rDDh7QMvHitaP9CgrbmlNXcn/aq0DB5Z5AuAG+eAyn7PviCPsrufzf5kTZKSGJKHq3nv/97c//Hc/8zYgei5U8GUE2C9V4CHA04DoHQlBS9xNb9FzmLkHDIaZ500AtsrSpuvgxZipMUVMDbtB8zM5EjxjxeRhDYScAq6HwXubBsBTgKPknX7hncUcchKQ7ytpn3IcRk+1kcNW2tSU+ZXMY9ln3ek7SQDNZgTGqJfRltnIyjEFgDNpQwfX1hZBNZqmzNphLj841XjGDE/QBEGJ7GSK6T8GmpLo3VGQnMQ/LVk7eGETP7uwbnH0crMVy0axazEC9Ur1Vm7f0iC951YROrZjR48oUF3G7o/22MUWGPuDU9dKe1Vai7/+6luO/Kcvvz3U+rYCW61ReaKkQxsD7W+iCVrlZJYGWoIXmvWRiaUcd3pOsxXTlXLKZE5o2DQT9BRt1guSDnNAs2Be6cg6hfHvjs3ix32SXutuuTDpP0eCPjrsJWPf7Gc9msSyuZglY/aUCezbM3xvHaPRx1NtkM3sJ12+rwm0UDTl7Wvr8/dtyQgDCsOTSzMOwW8pJ3Is2Hgjo7U5pCZtIeo43padJ12aWY9kA/vxp5SUS/iyS0zNXl+4CMADa47sXonTyzg9q6rriwAGbEfuI23NS3J/fPmvfxEe/Otf6vuI2Qudd1c8vlF2CPMlY4XnpUxaqebauAZX4UogOCuwYnHDKZPhMoqGNB8eh+RWVHJ/j2zUbd3lhIEw3aPBfe7BlRLhIO7MDMKSFlE6UVMB2HM6jcpBixyraraI2ozq72p9eBaWS31VNX6OFmkPUnMmAEcvxVJfY8oBpJ/O1OFUC1Z41u6ZeIbBKtQWBqJ9NVZQAZ1ewgs9ZVymAKA1SrC73lK9NaeNs6Z03JbZVwm6wgpdW0R0b4UVAzPk/J+qMJDx+6YXruTnRsD7CPGbQPTmtBxj0IKXBWDdpF3vJYAXDS8M2nPipQ/9pCqQAB0FwJYkQTLtAgyKMhRrsB0tJhy3ul97NzGRjwMDhdKRIxM0eGo1y774RpgTC3GkB3SczqWlMLVnY0iwMt947tE//cytzzty9MRFwxF7YQ6AhdKmalqRAC6m5moBkgamgLRby77JzEezQkoWslRZO4EIr1gQbAxNyyX3lAdP0vYaAC5wVqvFha0Fz/WTm2QuoIo3q8+rIryIoI2A7f9IDxP3jJfbcUiRHhN0OsW1iORAZAkDgMEz3shtbyBJycGKn5UuAhZ0e99SQZSnd6yddnrVQLOIonWzl51zPGqOL6cZhfxggYRCDTKKgIaf0bTnky7bNyg6H811EJ05urppESmtcWzXW2YPpSDVpYrdBwAdow8MzOyxn7NCuIYIjhsCMNx64qX7GvNvl5Z1f1SWEQjpCSC8MZTik2IHLE0vneu43rAcYCfnOOvP5qpOKTEGC7Oxca48QWcpoUlOQJTOz5NPvvTmT//7mzl1Lpigw9IppuRhtDA/nOPaj/ehVHO1FLJNAvV4iKNgLi3FyMuUOPWO9LwX1hOLndXUpaMA/EDX0Th3TKiwkesnJzksY0pgQu+rbz+5kdbTP+uAhOdlSQ2O1gTvrSp4XJPWjAM7HE66ps6kb1MjdIKP58CEZ6YG06R9eP2WWVrHkLualqIDGJl3rTk+dttpn03L+CHQnABnA5kuAr4RUAiBUOEZUXBRKCJL19iV8zusIDWwFAXyiOxaLybbmKD7PGai1wPCedoaaWX3cmxRj912+tkQilkQbKsJXqcWt4jGNUiTGwwIFr7ciGo1dyak80lUvb3C+m3NewTbTrx0H/Mtq3/p98kPWhq/1phm5bjzj/c8P6XjFSgnmXKxL/NnfQva7yWpldr9OqhLvE57mhKBpXE9jvTOkrRVnu8U7XXqOsZYyExYv6OVCBTBB3EPEbV1FRd/ps18apTYUs70JE8rHrAXgAXBocgk3L2fEqOnezeoc6xQyQ1MJ9/3ggdO+KnzrrkCsG41GTb3TSjGXnqISsFBAylvAXVPfw09olCKzqth8xhFpi2ivwTEf6SBiza39t9pD3R1eQNpibcGrGPOR+p63jNvSeQcWmGH5qgoNZQd/TZBVd48Zk3oAICfHdCPRoKipM1jDR+iChaOTuHQKj7cdicSocl7Lnoho4Ljkeh7iJoyj98dvrdnM95BE1jvvOtzqT/TNA9b37wERpk4nIEFMLwrUQALdYmbd61UnXS8lvVSurM5CHZljtdLKaiWcughGLHWVMOeLACL4AP4AKSm3igIqTQfqhtYyjgyjEJTfLt587BOls19WpsYH8KUPqw0j3jH1v03EWm0fmOfgzY2HncIHjjjlbfCq175wcG+s78SMalikynGXnJowrOKCXrRlKJ1i2bkdABRwFP4yQMK0iXr1bAH89oyG5hmgehNGlCkQxe0x5FZ3ltJSjLtRv0dBpj/AsDsxsiM/AQg1X0BBiVvO0cOwqUKzbXuqDmleUTjq4Ho/JMue+huzexOAN/WhADFEnEvIZ6+IIEZm5XFPPVOMI2BUjoXuTrC3fMyIxinE63kYwumfGPaO5rgUGoezo2p5P5OA6DG7+JBqOl2qPDFgPBABfBcqRytUALQpLkstpomgbIaIEb/3gTHeqK7S/c4xi3JBD0Is1ZUeVXKKtV0NeknMlWcUBO9A6Gl/+OC6BUiXz6PU417B4WOk7JUFlCW+r6lsoyexd+x9ZHPjqwGCPsQ4AbThB2ZjuK1lQAYiJ6GCr4DFFElZirheMYuPdOB6UcBhqbHOFc0fs9p2uRX+gjbIeDP7o1r03pKvlmBSRoRQxptzONo6iOzFlTD8wHpdEJ8oJ4NixtY4CVqjpGwIpkrcaP+LSB4GwJs6dajyauuNuqtaY1aALgZAb/Kz7HGrRVI4N/TIhABoLJCBLR811wT2DNXDdAtIUAB4D3z1dnPx+bbsC/afDnHuQL4DwDwv7GpuNdmkS4EgjQTQfXtektQcvDUZpqcp3ybJVHCWvva/d09rypK/LvmLozKBi5KCC4GsOkZLF7rZhhC4Zz5tcZiOV+l3wTCC4DoMZzTb1398VOzLonQ38AEzf/IQJSrClESsVaaDyVJXIKpQjsvB4DwjVi1wVel3NUaAJduoDa4SDIdB4hlzOPWx/G85/5XeOlL/hhedvrHYWXl6cHjSHQPIQ4qWpUGvcQNqkC1Ud+SXmRFRBfCJLX346jrBvw2Nv7EYmOqNupdQMO6rAHgNe1YA6f23/Ml/rygJK2nFhilacwV0msEf3UfnRyWVtOYciZYlWQj8p1aAlXYx5H22OUR54QALaCMNWoLlLRgvXGEc76l+BxKAkH6tihcOdOsvOZwa+78u9dMnGurVIGKlRJHwCp3Hec/ZzXdqX5ZCVNyOKGZrJVyt6wF7sQK/lciWHDCA9RU0fnvvu1U85wGzOUAuD4NqdQXnOa+Suje/VuxOUEpXaidm0ncysXBZxkThjSwfJRf3jyuTZTb/N7v/tb9P3X+VS94znFPNI8RISAyr337N6WoO7+nAsNxifYJjR8sNn+GjvvKRen4LXDqBq6+XxIQYwRt7UXET0kRrjnNrFnXxG/arn2Gs7kgMlz0P3OqDP9VSdFw/veq+eVdyTqPrAeeS3vqM3G0tES3yRphLuI6BzxpEJYV7BTPQcz7RbqHaCiULt7RqSL5GW8VLu2MDNY3cQeVukk8e1USKOW8t1xBttxWeuchwVHCYYUxRLgZABpLTU5hslyE1lrE4N1YSoVSgsfNV9ZDFDi7GWkFrgKo3gJAK137hxChSoD2ECB8GGj0/XHZTzXoVxvvAoAv3r8DMGm0S+MpXYypkksYpFOSCo9PAuCcwFE6X2lxNasBEdwX6naWauzcz75bf+T3n/PcxwepK33/Ie8SkfNWxTQTaazaRSBpYAiwnubKcqF2RHh3GnQU+nJFMmeiUzMMVKEgQg/eLrAfpng1w1wWgLkNj/Yorb9mdiVApokcAe3a2nznluOGOe/PdBm8eH5sjm/r8sJTHGxGFb4Bic5K88AtN4B2KS2jFSp+53XAYX43u0sQcbfAcDUQBFMhgl1gSFD3qVdefu92sgN+8ZL1KVmTZS14y9zf4V0m8ABkUz+dM9hnp+VPvj9p+9V3nCrffRlE3i5gGwLeSkCvgy6bBwFYo/melO+BiU1qLh4SEYxoCuIkAN6xdf9vMBDMV+nXR6geLdYym2JJK+nvIwDsfLuNlFlF5PYJH2dJP9YhXXa+ij9kJxBwSkCbwlXos+ZXlAumvUwWvj8xzURbHy1YBio4Q/CXjZppuJAHQTKLOr7h4cY8KJATeMzjHlAtoTwUJtBcuvzvkn+0/fe8Cbrk7KXPKn7GnUTwpBasVHIhLzM2hxCl5oCXAEzST9H5jefXAuaYr3tAE4lwsJ7PLwr1m0PEeixYxOU2Pb5dMe+30f6wLZfZ/cXn3bs+pZryZigQy5yZjCmcmx1kfJSQbiDA0XWan1EaiyPF4CDiN4joxY55jhQ8nt9qNftiqQlawhSOgmb7pUYGMUm7dEzKfEQDQA8wep7ZjEPK/WiVmWQ/BOwaWRkWK6GSnIwumNgsnATyTAE5U8M0dksqRuAi1nfmKY81aN1sKGjbhzkCU/AHt7NKIllzftPA/iUFYZkHOvOA5ivdslqdDIhcBag1OrNZu4swXqa/3Lva/KUUKqmdrFnesd+aMBLoLz3zlscaM3Q1VbO4KZ2xyzHWdCzp2s3W62sI2DIkA7AGrHGJT60iFhic65470POMZ735meFdSM8HSgI024YOaKlIKah29+eXAbp632EgTg06Hvf2rft3pMolIv4lEQ1SDMdzpfUNql8hAX4z34IgLA1vAgA3juUmkb2QYMO7Qc/Wc9pEY3t/kLqWOYBSfm+oJRk2rN2kBT8qYv28NGl+sC6ZPYifa7TJOV3JZj8g3EcVfJtqmg18ccpHL+2DB+D694gOUQUVhkjrTD1cjoS1LilvsYbB5ZYSbxgl8bzcxtLaTAlkKjnrca5pMOsG7curIZX0l3s2G5wmaZVCY1bOLb+SI6PwRkFbtKIDS4ZQwzgd+tTYiSnrGdNNpudLOKuHpaj/QTDTBGFBszLmyIXiuY58rEh3AcAL1PVA+DoA3qGlIqXsVNzOjkse+QIBDQJKp5h528p4sBuAOsYwZgSDu4hokFuOjScKWrdsUyMZ3nzN7ac0NLTSXwl+aBbXBQArpgGPpugZiOeZZS8SNQABYWj6nWi6juegkGXwFHKVNNJyhIMp8+FK05VicvXwsBWFOmx0aA72AIpIwxd8ZkKhey3lJVw0XnOp9zmeX8mz4flqrWYLxJCuVMg97p9PCwgM2aQWqVETLkDuwzItPtsALAYwAVxbE/x9honKTUNqzZfXRAp6whpupRm8bpEHPHZx5AQ9iajk2QDgKec0426JUj/zgWOee9SIs8kGzgrgLaUXxcOIz4iaipSOW/LdsqJ4zZ2nNMVRPH8CfnEU9gcR8OVpYRyuBUyAJ3G7uFFvy6UVeXAxHp8FwOqCW75Sz0A8z3gWk58pyN3tm5SATYvi1sbhPXSBBq4h71ipfjfdZAZUAuJi6iMScEDg1Jlh0E1Erh7G5vGJNs8m5lXPBZgDhtQ0FmshGiAu02cJV67n/HgBLSfgWHmsuXGka2TxJHvXzjN3DxjI56q57OVyi41QBr8dB99xP5qG61l/KXIaavhIGg3uiR0I62IKrM56wN51Xua57LeNsBsJWZMbFZgoWQ8enyPQVXU/Ot7trh8eq1gBzpWK1Ny5hQV2RiAuMz2Gx7KsYRLWRKmlF0qV7bSqfLoJ+uJH/s9cVK4FwNbvmc0u9i9PSB3i7luKxjTC25FWFG8AEJ045lyNTBbtlsYbGv93fC5GJb/4RzaLb2ypT1MqLw3WygXAglbmuQDDQE3TmFPr8/Ypzimur+rsL3f5eQEtt75TAVjqW2JvyplwJXpL72XvmXsHfuMKMk3qE13Rl97rOjWrOSV75j0LpYKKZw26IMCxBYRgb72luoyFyZD+VAM8tyJk/+P+OBjL04/3GbfAGjWY5FcvZYExAqVYeN95ze2nXC2BkBxVDE9T7K8l9rlXF0iV3hBoO3R1lq1MkGUtp5awkJZVDMstYY2Dn0IqLZtN42IT9H+R/L65gcSVeZ5NAC7NVQ5UacdmG6tJ/UczN3mU0wZwlELQhvcrGz+X7TdzWAYAnJHoDyLB7VDBi71sTV7J2Xt5plP2BtV4hArvWNMxlKYHZXI/mzQSbl9jk9KOhjI/zonc6uEX9gBo7lh6908qq8jrTrPq01Vd/1k/VqHghdXH1DlI702xjuTGp35TmyD4pftirQOfV1yvr8K4rrAR58AChAVW6e+NxrBKl4FSSW4D5jule3Olmr1rHNQENxPBdwjobQgYmNuyQVfLBNp6r2BT0FAUMTENSq6DEIYyidc69gGHhkaFFXJk1J6gp3pOX8MKPxx9vO7k7nihS3N3Y/aTJtF6tXpDnM+Vo6q0JCdAWAdKcgszp0IqHJ0eQCW/7MgGzc9MI/F6sgKC5wDQVwCq/bl6tTw0KUK4ruevZXpB60Bbl6v2vkYyEYrch/e69JEH+1qyQoNTANi67KRxq/SDEZFCqQ9aAeC45OTh3F5MXf8wP+/7ufWyyDc8XNel6yZaZOqNvTkmNO0s5uZmWT2kgELrmykSxjrzci79Kbh84iDMkHu967bPZJWMCdbDbd34R/STpf8eV0AKGq82Hm67VFmy9iG6Z921f70AnGrQHoU0Hm8WgL2+2xRIBI1zVIT+mjtPvqeNTqNYqi5z/ifBVEJk3ici7f4QAVQIgT4sz0ZlAvB419MAq6x/wWniECsvCRfJQSK4CRFebdFDjmur2gEtIng7NYOyi796EKgr5j5e3yxAaR+htwJR/L7mC11bq8/UCqZbl4Ag/HD6X0+Ew+/nBAzvOk4Bn/QdCyS1sYyqJDnPiLV26e/LrIU2t2UA2Fovz/j7ZzLFTNi3XgOdgETvAIz43pEOfepPP/bhp4/+wCB+ZBBUBPQoAbSlFBd/St3gtkCMxtOvFU8oqWpUyL9c7K7UzpRlJQjviWmkOPsVoPmHJEUy916wGGt5wKoJWlqkKIhoQCVm+UvTjW82sZp9qSfqTg7FsgvoAdAcLZrDdBF9M7i72oCmSHmgNqMavwIIv8L/JkXUaQdQkhbTtfDmZEqXuufy0lJjuL0cIX6aGtJI6kokcQpkygX4NLVkm32+ZkkJuE6r/pLlu0zXV7QUVNVrT77kb01LQQ5M+nUlurBlCRr+5QB4iiZfCqz8fA5M+vELBQ3C2EvBqBR8+XnPGS5td6oJesq+WEFhpm9dmNwX/nzbnv1/d/6gTGycVjNIsRHuWgkcctZNySrqVdi4+80AYC+Ycn8lz4blMRQ6tSxtyVpibmAKm1McRt5ISjzgxGwQR7mNjkujtsvRcfzPm1IdwwPAXDiGMaUb4Ej7Dmsj1LYczClNFfKY5aWgLk9ktgYq4oUzIRDrkY++6NyqmsVWibbppC3r4pFAjACuo9XqeimHU7pUUeDwLTFDK6A+oAPULupSv3HJhT91XM80uEl7BgDX1avV9UJ+qjv9qGRtPM9aZ8/ThvRMLic7PL9ZAWI5YQwBvgacN0uwjXmwPfERhw6dsfMzn7s+4nGgdQBcTeYZuzxEa6PqJ+4CRa14Gi/QXXvpN8/DekAyQ4CzN2/Ua3/pMUFbYG+ApxkDlJ6PUtOy9/2BCSx9Scmh6pKZ+6dlXwFCDNSe6GBusPF3CoBevGATg6hUU0fsR6gJ3rEwZTd2xEPrND87+Gl1Gkpkou+Go5kAnqi4gkZIXnfSUno+xsBzK0XN5i6v7rcHgYYE6mGnY/DTgnWCr6xUSymNEvaAkbhWhfWRn4nLvsQX78nb3qxIXfVscZoOZxKkvNRRbrhk/cgRbkwFSQ0IuX/PmZjSb873XRrJnu6VoQ03zGcE+E8zedjANJv1vL7g4x/7D/v74gKEPzsisQC4FxAaYgkp+tjjElwWiML6a8rdRj0/UyJN8gIapwF5cUsi/9DOx7LzVvOArQPpMC2LABybqvuC9oRS7lTQsI7UBB+cITyskFyYfgAe64B5al5/ElaxMcuMKmLIEzf74Nd2XPLNawVGq/5dxYF/LxE11oLwF5nA3cEBcroOHO1B00EWoV1UVuWXQRrEltkoXWUKz228HmFcCHB8XfGeJexejrnF7W0GeGogjl0aRbhQSy9/z/Pd+Ae8yMxhjNXsolyErPVNa7/nhLsSpqjNWPeSOSiujiYuogJ8fBkBxTIXc4nLhkGQen73cTEHhTp2LEzQOwjgJYM7AmjPsbX6rQmz18Ea8E8RaGtfKzqxUAkaZrZcXgda4xS0JEp4WSDKAnD7o5qmGQfNau7Rd91+8nuc1k/XXR/GK/qEu1K4TeGJqqlE95SWVqXmAZcc9GUj10RgYnM00heJ8IqgHcJQe26GKEURx2Pnsa3i7P5eo2x/PLQRaaZREvU7CejU4UGH9XWai7yfJdIXPyutEyLuGwNwW76q5FCLKRnz+RsDsfwyNIaP3XbaPQQ4EBIW0sIiWMsTpDT1EhYuvIMAcBNGF2mJdr1MaTueuxgRjUOBZ1Rv1pEy4vnupL6RYJ3Syj5GAJenL34mCzacCzzTgSbuo2R/vGPTnnMA5Mh94hF+Qn+WxalJ0dpS3bQM+UjoS6ThJLrnxMse+rEppu8db/rm2bRSNVHMFrOTNwVyfLcxrSMxUcvjVk5vmGd3D19F1PBkh5Sl8HM2MCxYGbtx3B/TXwZLpBgMFmOK09qYnjnDrB0eV621YhBWqIaUS8mJB7JM7pYG4Er0nORHLmXsGkhUYR47tj5yzwgMAR4EhH/Dz1gHyfI/cBujFKMZ/bpW7rEEgLltzwUy5RJUAZhgd72lemswM4r+WoBrT7x033visyKN0xq7Z9yeZ5p1Sv3ZE6JyLatAKxzSHoLW0hL+NoM0wVMMPu1vWUBrBBaAf10D/JNUuzpuy+z7INRF7vyTUn/W/lhnILTpec4CyGX3I9u+4zxZaxGv36O7TjsvKb7B5uUn1o7Vr/YELZbER6T7ljMJpymQmdgY01U4ujuZcxn7bID+fc+dqFkipSjtKCXVbW3MfUuGlu3WrvtqSDG5htaxx8EuPTMwYzNFY2cWDkAna8a0HaA6Q6P7ch2g9qHRYihMLjHRRvYgNabuGVwJCGdxpZ3ZOtxgCTDNwVNo1TZDqkzXY4oGquW/mlGZjouIx+cZk+fC8rTTBqvlzeQesPJc8BIAI8C1APgtEiKGuZLNSZftM+uaesC/m0NxlSQJ3HKBcxbfd7yWRcFcytnx7DH36dkffi6c4dK0NI9FJneOvPMIbTy66yXvB6RButBmVhbTxpreQQS0hoAfmG3g/6Xdbeq9nWG5UoBrDRGurdbx+tCXB4Bzz2h3tKddz72w2QDcAFUuBcaj9TlzW0fgVqgZi9KF4PNgseqJdZq/Wix1FYEhEhylpnbn4E/sx7MOUwSYZaRKTWPgfy8JhOHLYvW46ot9paP25jq0tl6fnUrgHu0kHhdXb4KaLgGAl8XrMxXcrf61i7lUSxhdoESHmuKAhG3lF4lHOH1mfCAGkdjaXDoh4j4AaAL3cn8l89JAIUek4RGM4vHxnCQ2J0/QkgasLiACOAwAfwgAF/frFscOCFWdJPrPuPQk1vTJmO/aW8ErrEeJG6Rkna1vIPTvUZz42cg0/M5crmtoVwPT3qwsmHo14PJmksR3ee4u3gxMyX1vEt50z5tWgLhdVzlCfsEjOSjBR6MKP5JWWpI7FW9C5NcdBXgx5+jVd5zaaxqaJi6mBCF+DQDuTLVbzzpYl2Xu96ntl0ra2hj4o7bq3no/fO6jGddqdT9gB1hJx9KlWtK+Ng+Pn9q7T+l4JMEmfsZTfcdrolYjcMeD3+mtmatpgY08EUzMXfthnCXAEIYmuyp0cz2/l0vP0YQMr6vDk/7VfkfV/b2AxYNShFDP+Sn9Lkufj9eM/zsNOCtVGKz7J+cHRUCirtCysDaLlFWJ/0EoOmNZU9mCyv2EyO/YdajNQyMRYUzxCioZPFwDwvOZZCqdv9Z2b4IWK/FE5ttc5G8WBGX+TLeNPLcoDrKMXGnAw1TTz1UzfLlQmahfP1eKkaOwg+dj9Qo6UltTLkgPsKR9lV4QholwYDq1gNf6PR6rmOozgUyjpM8c8KTrWApsA8GojbhlX238tx8R/lPIHdXOW6tVEg3zsAAAIABJREFUVyI5SY7JqnTfuX9l728GhNdLUcPCnsXpiwfX1ubnTGEiy4F66g6Q0utaDIZtU+golayFpqqRFp1dojFb+2IBanpOcs9nIoEvUgKq0uab+7hLd9qjBWBpZ7dEmNDM46yQKbnOHBTm0vwz9zT/NMK23LgxBGEpPMTxgn0GomIEAZi4x0HidOJUFypIFKnoOeAy7PCDfuQNiaoZcWF5wr8BoGG92HYAOSDftPlwRyWHLF4bC4BTIBn59ATTqsQ6ZfWT7pflo/NqgtZFI50TDTy9oDqlTx7H+D3iNDHWL0eMXp71HAPTuB5sNP+sP9jSAnNr4123MBZNm6ypfn0atZ8B7LY5hINrx8oBOAvqErmMEDew6QAcFkiIlvcyx4UmrPNTCsC5+0cDNQL8NgCknNHSJ9m7Oamm1wPieclDWcWsZC48jxnOvhjzNaRZMcp9Gw9JHU8X0zNicpSydXLj7ok4silGgsmAeUavvuOUt2sgGDvxeUaSmSAHrtZvjRSzAreMiyo3aU2700hmA6zbb1ypdpEzZWsR0yXmjHSuuXez/kIl31ACEskXl45DkvqtDz5tw2uCFoEhir4u7Vc7PyWgukyfvE+jy7T1TzbMUjw+9s8T0AkAcEXqr4w1PWVt1kFIR2qxivaceOlDPymtgdKWKyjM+ial371BT816bdS3pFzmgzaFggXWmEo00Iyw+MTa2nwUicx9W0KJIAAMhqwKoNFTy3CETxHotftHuUOZcOkmodxrujVSZaQsX37aQCkAr+LsQaGC3QBUd2595PdrIi0gMi8QjGsZhCGbyl9Q6gZMWNLCq8DV2eyVFKJ47TZVQzSkFrWvTKL5YqzUJNX/XJxb1v14CAhfj1WrHW9GmpJ1cUi/W+ChXQZeX5wHgK0xSONuLtc5XYk1/RgBndNzM0cagHr5IRyo5/M3VjjblvInW2ZBaT1KQLXkWS/Y8ZgFU2+WNELeP/gLAvhhqd8cAE/ZvylnNbzjWUMLpIT+D2u0pume41p9hebXTtvNnEFR+/aupccEnrMULcsRvowyEK+RpvVx7WAAeAtQEiyYBGFJVlatHq905nLCxCjtc4XrV4ta+dCaKdcj4O5duKUpgl6raZaKkkdhhVsLTm1p7dw+X8/HLkktFlFHM5exxDKSwBoatBX8CEH9E/FYMK4HjHBwo56fk0ZX8/OeDfHMseRCj31TXtAZMfg4TdAeqT83P7cGP2xknBNupD5NifQNXfYXpkM7zc1VAx9+Z0QtiLC7XlnkWsftSnNBgj8hgF8S+jdTkiytber5jN+LymU+j4D+ZwBkTX9EisH/pGjle6GCHxxd6sOPsmedEi0OUoR6ZIUY0VdWuLei+hO9fzrqa9OsQUqAlxSBrq1Xuj/Pxn6GPkWNkQGYFjS7ALAGNXxgVg9TmDQN1lOAJvTvDdZtqFMRBtWhAtVxljIYYI0Irl2ZL1Kicn1nMHJU1leyApsacC7QKYAeD6JeJXZi/1rsJ44OygiAmzytVbjSW583tKVKYZlAKDX6WakR7DFXA8HOa+485ep4czZmdBXiwJG/WAKEndfcfsrVy0ijljahgQ4PQiogv/Jdq+sl1Y1KLmZvZGrcpssM2V7iKliF9rS1skrmCWs4mdKwRAjoxj1i/UqFAv7fHLwjaXYA8HUEeAsT+P9DXtICoQQLujci4ENS4JG2V4FhipTqUTxH0aKQACe3I6ZE1fRmqPBjcUBYY22ZzbZZZT01wcGK6ieCl0l5vqNzCaBq+SXf4WY/KwdiCWAnRDU701QPE8F1EgBqcxHv60YogKg4BYyqF+UCtdK+pqQ8SQpa2q7pAw7h2RlwaVR11hznq/RRIBg61pWNsGgjixa7K+KgMLao0W1ZvzfO7l3UEh5XFmF/MdNI8jgd0dhcfWHnBsx3eip9aHO3TF45gH42pWTR5yxcdlKQlyfgyDI9W5djbi0sIaf0QpP6cplcJ2r4UpSwdW6WDVZL10SkVMz4pYX1GAgiQiWmvks+C41MlqRPhQdy0eYag5klpIW2PesqxAGMrDlhjM/mN1p6juPnp5h7Y0Ul1gSV4F9+3GUC5genataZqO6Rq9HyP4c1IcDjoQbASueFjteyB2CrA35JNa+2vtNY2uj7iBOsc+lK3QumqdortRig2EZ3X7L/dwQ/wagcIgC8ggh+eXBoO402cwCGZ7xdoye1/rwfRO4jVZis3PmhPIYpl4DH71ZC5j9oLzULbiLrVrrmqgbu0Li9+xeea/paq2+R6gKn4KG17d2rnFBRajXxpAF5ATgef6jc1RScR7iiNz13+83WGi1C2GO+9cZBxGBo5cOn38ug+li9sbeazURzNkAUxc5+UoDbK4AXI+EDG6t4g0X04d330jM59flMfM2k+zwah/m+ogC5wTuX1xwLAR58LPFRB8avLACn7CQa2GjRw/EE2sGt3NcXXJB321xwb1Sf5btmAHblNodKSgifWowdD27QRu8DdpmsW5PI0gCc+0hE6sIadp50+b7eVJ5735LopXebd7bMYrYm1l4+kpauKwFgCRhLGL1ikPOa2E2t1An8JZeY1adH09fmGl/iOQAu8VN7xyOaoInOP+myh+4O49XO2nFbZu8kaEj6+7+4X6dFYWS+LbXKlH4Lwl6qNdF7mtI2xuAdAPC9/WSRDq0da5nnXHMtOJfLuL+sc+0pZej038ZdecrDNkGx/FJfilGgO7bGr2JbR+bkwZ0p5B+pCTqtLnG0JnhvbI8X1XaEXUBDh3ccFNX4e1e4nqiYY9usDSE8ATXcWFV2VQ3PQcqA4oKRBWdiNQ0eT2oqjsi8R1HQwprEha/D3m/LsbB4Doj1jJXKY2lSEm+xdelKoI8AtxLC62Lf2qhiEIDq77TmOeV3qzCDla/cnFGFjCG9KPnZVGCwzLya5ufROK255cBEOzOI8KUcEFp7YJFJKOu9E4CjV3FQc9w6gzwWj1aoxSU0EfpEZ8UaaKkrwnN+mjVzRP4rkfJNwFmOLjS3Jx4AsfZU+l2Lr0kzRRzaoZsIYzP8sQUZP02Neg9TlgbA3bqledKNcDEIwlI0Qn5/oNKngz8221jVfJtZUzDiw0DwINT0Dahwa6Qdu00I2qER+h0496XFChq/x9yQ9us1ZXiEB27b+1wYhxgFGn7MSMnLamFixR6ifRVWu7imL9bwVFozdxmwmXJJdFp6cf3itC8XFzHSIfYB9dSbUiSush8eEEnH5JlbDqDU/RfmIfnsp+wHv+M1CXPk6tra/EyPIGKNpUSjLAU6Od+YCVgC+QodIcL30Wp1fa6qWBD0GqwWaEG1f7dYuqbcadZ6SncsIlwXF1UIbXj69955ubZkF+WQG6KU8yJlt9KEjqbmPNInFrFDLW4qqbpjAM6ZUq00H4Xe6zIgHHE09xvbRRLnwNA6BLnfcxtauokSxdjUvq05WdJqepEIQSojDVzTIrKSu8O8pVVQSqX9eM6l2oW1Xtbv2hzjNVEid5/qzYPKWng0n2XM75sxt7QNSWMXSTAItmNX2WaZovZe4BPJYQjuRsS7lumf518SkZ7TQLWiJCNCFYCjALAOAMd36z+g0owE5mHmSGeC1gQAb4BYuuceALTOmrNNFh1GNYKlCnRpJom3/wl3d2jaBEQ5xXVRU0C4mweprJKlNHefDzRgRzSvSzN1tMMLcoTBmYmrlTDyIxv1/MwmL3eVOMBrYPr1SkvapuYWxePP8B4W6Tlr7LkDJvqyOOcNRjlvg66LAJhgN6LOVRs33I3nPi1fczPyJ5dZa35XBkk6srZW95qVYoo1Aei/TQAezk3Yr3tTLuacxjclpSz0mTN/OwTJxeXmEAZz56TE1x3S3Li9XOyBELH/BAAc11OOJgPSWa+aoKy/QoCnqcJ76xnekCv/OMVSYgn1U74xV+xLZz1dqWbvGrkpEW6++vZTmDCj6K/QBJ223UTNa8Gw3HYuQ8eaM1tRCehbXrwaEXHseNM3z4YV/Nc10D9BwC3CypiBUsYgmRU39Bv7Y0cmwoZhZZDg3QY/8ZiWSecJc3IGBYzyx4pOS/dw1JdZEDoHwCWmOwBofWklJmiBn1a7hMJFgADHs7kZiM7x5E+WBrhMWe8s6AAcrpPCDFO18vFcykzQUy7T0rnFz5fmR/O7aQ75yJ+fMalLmnXOpxvWQ8r9XSZdxz3vsFgOwPcIX/Ha51KiGoUk+V7TPH0rOtr6Trz+Wqud8LtT0eLHZdATUlS9feeUGCPbxozF0YiemOIYAV+Yoa7ku5apOUMMg6mwChpwHKk8zn/1mGJVOzzf0UAXJovcALrsf8ZvAtCpg+eXiCa2NE/uZzNMNQ4f+Ugq4zXIHOx+I8WPvoadMIPLUkIBifBeOuAaCOSA0hVVykBXz1978uUPj8pzLQs83g81PGf1J/hCe95m6+KbGoS1WYKINTcPALMPUWrHK/CloJqLLfAEVWkc0lNNsJYmLqWEWeMsAuAI0LWKSxJYe855yf5ze1O0Ye3u5H/PEhC1EwigN1ayNrGSHHe0GbE4eVcsHGrqqgC09cChifhg9QO8deXjMQ4AePvW/TtSMwEAPA0Az+06MxE9t8E5Z7RXmupSnj6Xy6f1abZjP8VmALCc3C3SovXflmS20A68dpFstrTMg5uSvkKz6tNVXf9ZX9DboUmUXiCeS2nKMzwOiTFpM4OPvGA4ZfyedyzSi1TYkIBQ82kH5ioeh1oT2XEe2jHKNXm3rM5+FRCumQJWvXZdwfFVDcBWG/7/BPCUNF4LgB3WjxGLWvPOqD42PQ2A4Y5tpmb1HeY/RYgrVTI8gB3uq7qGE7CK8rijAN5c2qfn7FrPjMaJcLCmJsf6lQB4HCJ8hwDuTWu8p+1aWMTFeaCNjTihJnoHAjZpZAO64q7R+G6HNj3qTXHZw2EU9NZHPktE58cDQsB7AOmP+d+sIgTxe2KY95iLeRRdbaUrseOeZvRHWCPXk2wkD5ZCqKLz333bqXdrh8UoGtGPQ3tf80Wnmydq/0qVpe7dQ7wJtJCoTCq2Zwuw9BQV3A1AL0zTVNh31t4eMLByLEsmb314/PtmrclUU7RnjOkzufVdNugoN56wVlY0ugKE7Od8Q0rhKKSZjfNgo+pWufFp/vi19fn7tgjlAr1g1ZyTj77o3KqaLQTEMJACLvR47B7rR/y8ojWrNZKtczXlvJYCcOnz4e6PWaGoxq8g0nsS16ZLobPWIPxu+WfDc2mNd6l9y4ytEjkNTdDp3R4HbDXdDjXgi/fvGBFYJ5zH3sVwSBWib3WHIAT0bXVFEHKadGEuVjzM3rftMCGrB0cGYLiZCC8FoM43gI8T0fs55xmITiTAgUTfDWpTD6e2bzngErSlKCim8XVWgK30F5ti0r5yF+SUCyRtf4oWoK3HZozH+40I67uIj3Boimk/pUJIJgf4twHwfJGDGeHo2rH5GanFReamHjA+9YUTpPWJx65po82FNaacJCB6TUzyoa1/t94PAkFblzn5CwQZ/M+SAGTlNnv2XTtfsfWgRPiacl4lTZFquEnjYCgFYF4HQ4skILxhNoffC4xQnrXLAmUDZoZ/dtiAGcukzKO/l7XsnRCElbnbI0iLBtUsWjVbRLRmqv6ULph3E6VwdYQmv+pTQQPPtaWZORxVm9QN8Y5d2bBDiFARLdhumHRkXs9fzcndhtTmOiSlexGe9wAXX4xMyVcDXQIALxv0hcCF5sXLLDph4sXrCbbxzmvKJWRc0qMoYSkP1QN48TNMVYiAbyCkswjxAazpk83/Bi7TCMw/u5qs726komh017hDHxkf5khSj8fljWyXAM2VkqRooxrlpFcDFpnioonl2vGwe3nOq+eb87RT8g0bwGUGhXpM0GkfljYac+mXzDd+Nh0Xa7aJfzbXtPtu1dyB1rpYa8CDG0VBewKVpiyYF8Q8QkA2kVpht4qZTHJ+Cmlu3rGHd3sTTI3HQ0U/MSpQ0T7YHABDUnQfEmncFkB4gMsi6lDPQiaVKa9ZQ1ZTkvrzzKPkzKagydogvx9rJi5f/Li8XQpsWaCLxjxiDUv3tqTurXp5OxfJRUgiMJ2V5OJK4O0lHdGmIZLGhIcNi4OX39qzhNZ36WkjfmaZ9jzEFdyXhAsTeBb6YecAWOWUSNygSvrq3VDj57GiGRFeIVEfBxN0zq3oxcHcc0pKU1iDxtVo1gMuPQza85a0EL/nmbzoYxaKK0h81twXp1vRStXQg+FGve3qj586KuEWxlQy9sw76dKkJm83FZtnTzyStge4VC0JI5afdEAG05NEeQkAdyP4CBfM/NGIwN9LCSmtaW4NXdHoMem+Z9M8z2g1bgkeAGy06P7PoxnyWookHMOxLIhdMkBl1QDWco2bb1BgfZLYnSzazdwSiqQxBPcj4p2W2XczAdizzd5nlgFf7sPQ0lQ3mHUn5hQLBKC6otdwzE46T4dWmzUBd+31FfqYQ6LxRRM9HwBPB4QHOAirkL0xywSZM6NbteufNQDWpCjvQfM859VUrcMj9eURCuL3jIN9aIPmZyvlE0ekI9rccx+fB1yngjQQ7CWkV4Xov258HJxzI1Q4D5GlWY1xPCkX5aBL81zFXRKRQUn+KgN3jhvbm57jObfCMxKXeP+YFIXc/TiJuMKySHCNXCulzbKUsDCgAW1patFU0OnGOHCxrR2bn+OhuZSZ0uYXI6y8hOeV0q3G/xY2buq4tTPk+X6t82dF/Eppp81duAK3aCmloc+G0AjoM4Cxm4rWqYaL3/2xUz8pjc1jtt0M62EOK3K/lWKHbGFYMGs9qwCcLngpqE04TKIE5wXqIDTMV+FKIDgLCB6YzeGGnMSTjZ5D+DoQ/H+A+G0EuV6kd02sj88DwDy/3KXQaEfr9VUA8M44rQgk5i2C7U2U6nEz0Q/pyZm0NDZNW/P7JGkPdebkcJZK8lcbAAG4FgC/BUQvIoRfjMkTxHXJ+8ljwFykrIxN14OjnwFgHqDbbxw3mvNVMzOTlQtt7a9F71gaTZw7u9aZnlJZi/uLg7Bqqj6AWL+/z70H4LzxPwSAiwHg+5q1jawF1vdq3W3S795v3Go7d2cxBTETUIT4mxKXmRak9K7bT36PNqYSAA73s0cYSPubCsClqVQWs9azDsBWvpg33SeXGC5RV8YbkFv8NJEbke6KUoS4GVF75R+EwzngCaWK3ow1fiwl6w6asPC+mpJkfXzLfPAi8AL0Jd40f6Ok4UDHJ6yYnQffhZmuNCx72L+7mQCcBZI0OGgx+oZwZGMDviWwRt0FiMNa0kAPQVV9tA/C6oKyYqDLpQoJKT+LkWwCf/OUs5NdtwiIPFqgp3/tGV4ITQi0gKjkd0vgSAU863u1hOFnEoBD29b9lSkswE2MlB1L0VH5GuJA4PHER/2UaqVdv6rLT7qHgfC1G7DxrVWYPUgDjb4ZYDZWRzJDB9colvhCcwfUo7mZ5o6W5YpNsD/Q9SVqsJ4Ft5zjEpUl9zn492FOVzx9ccGtgIb5Cpdag1FZqtkG3tT6KuD1SsDWgZe+4pNv/JFXbW98fGzu8gTdeC67MCn1wo9mrXLZdhesEqUa54OmaUyDqkE5wovHPnr6Lqrg0tEZVHySkrkRanpTmr8a99kIHmv1LYDDPGboAspUcomIOMETHMUF2ZmH2gsW0j7K1okxDeYUEhEPWKT7IADiiITCC3Ce/rVnJCHQsqx4xxU/t9kA7BE60nE+csdLzy0lveE2cnejlf/ajWFwh2mFenL3dD6QVqkbj/B1XKe3SPE6HvzhsUvgWgN8qCJ8EquFVVKqB4CIf0JEvxTvA5NvrNP8jNSdGD+jBIs1tQ5w+yX75xKhRcmh9AAit2eZFzqWqwERiCRdWJKVtMhpmSxvEJeyDiIAS5JOPH49RxheHwkdYpc/9IoPHznzVR/ouZ0FLWhUhNy7h5b/LrQTX2SudBIpCCmKjuZ2PebAxv8G+PlRzD7R4zCr/kAykXYRs/f15kCAphqNxhimroGjfivPQ7vkc5G7mwEWiel4RI4yBXw0IoyTLtv3bulMhTEETvC4BKX3DMbPKRW2dp506b6rw3P/0ADs+mYKTNAeoSNeI6F/lfY1fm/Ju9rkUU73e5gRwlZ5eqphhFqpflfyIUsAn7Tp5kcouONjJUGtmISI3yCiFw/Gg/gwAl2fI6nq1lyk4WQA7lKn2mYZBKt1+HnLjGsivKCWWxF3jQ8NR1V9RmBnAXCmn2w0m6ShCvyeognasvUH6UuotBFTfar31Rmv/CC86pW39r/zxcrJ+5KPtkTrUbW+dCROYohnAhCy6SPNoR2nLpVeaCLoIOyuV6q3Bv+nB6SlDZS4f7WgJIsMIgdoOrHGOJc4Zx1p5zmmgqxns9fPauqtMLwuUzQ3C5TFfF2CvYj4qRDs9A9tguY5RFYIFkyGhWsE1q9lgybjdSs93+Fd6+4Mz+WA2qttZtqS0+8IdjbchpSv7GaZfMNdK1k5DUbEMGSxeAQC3ktAP6qc36xgoPmOxwDcdnK6ZQa2ADjwZVKTC9tKPvWcvoYVfrgP6EnqRs5ncAogxTRxk0zQHnIL6YBJPlqu7wgVvK4JwgLapwVQWdFuYb0ULTl7J62sPH3kf7ngl77ru57H9KPtX66ySq5qzOASMIJ9mn6AjgLge+NC4tpgvelBnqjTuI/HbjvtHgLUDn6/HhYX8WYwcvEcmZiEiM5lLuEZ4T0bq/kgJY3EYW29fmTgr5xIhxjWyopmDoKZBzQlDmg2nQPgoMJWaeF6C3z592X9ySWuF894rGemmoLjdj178mwCMPdVCrTaOlmWz/49dkEyNI+VsLRplbUwBMhqggZV9O9iGmNOiaIxH4ao6bf4UH1cyi3uBqj6gjWBJgXgGhE/lNq5LYkjJc8gpCeQkJcyVIwICxhLPgMqSs3xzfWCpY0t9PHGTTSLpG1Q8MfyC7FZwTLdeCVL5bkxby7CwUAPd8bLb937Q2d88BNStSORLlCJSB6braMLVfl6WCM78dJ9atSievlHubjVnK5EorOQ8AELrKRhPHbb6bcQwMD3Ijy3EzCqCFUIZt4L0PNcCgDVsfrXoUqk+hp2nnT5vqvjZ6cUBEjXIbRXmkKVCiceH2cutUjK4bWALCNIDF4N1h+P+8Lb57LPbQboa75+nmdq3s/VC87NxbrH4nctALZ+D225ARhgGwI9f0TNq5T4y81Fi8AmgjNT03cCwnWFeCNxoGRbPKFxiQYssHzkcVW7dB+k9RoAMAJ8gAAezVUakja3XYiF4xwBjxJQnqKwbaiXGLQApmoD3jqFL5QnK5TJspK4J9NReg62NibWsrGiH4/Jy1OfgqG5Dk06DD7YWBreFe9XNn1F+Wq9PsTNLh8XD0fWxqInmJxiDrtSkEOEzwPA33uB35O+kqtTyyOSABqJ9qUaPO/FiZc+9JPxPKeaFaWty7Xl6UfQpkdCYmlqkZXKFM8jJ0hwHjogW6Tgu5t3nO6RZUHW8/5mALEpiGSIZnJj7P2xTExRA8RBR+l7nVL1H4HghG6NH9+o5z+SydgoIe2QTNAHOgskF/7pFbeGXpLw9Xw/xkDI/23m60bR1Ez/WxHUSUaLtaUlc3L7pgd3cuIDLnayZxbCmpwJwF0DkyYWOtekNA9gxhOwIpxZSCjUyg+ngWGeBWv8Thv1LWnFofRdCWwVAI4KgU+Lom0Djaov9ebJbjCboSF1bX8RupJfozXq/LRyMYDu6SUvaCGgazCMWEhRCDruFUzog6AiDbxL/PnxoHLcxR4tntsagEm9sbeazQZWmDA2MQhLeL7G6o2pDzl35sVI76j+avyuV1D0fGNTn/Guq7f9nBWidL6l992OSx5hoo0k4hdvvfqOk99qgZ80v/huDJplqnBIMTgak6E1hlQpBBBr23MzY+vjcAKqUua1AOT2O9aAe6ArbbjAxBCPZRDMVJLg7T3A1nMl8zRy5MwSgl4TdW7MrsjL0EANO2EWmWQlCkOEAynLEb9eatpTLoqG2WpZH6FhCu3Zs6y1Kb2wBmD20dN3jEzI4YEE3DMUlW8B6gkaDgYGplRjmrL+0pmxtNwpmlp2rON4AuFi06sjmfEDTHQh0G2GuS+zv9Y9If0urZ+15qX9bCYAl94/O7Y+8lAa8YuI+wHofc08SKzithR3vZefIUMKYlk40y1Y69xWf5DJQllqTtaeBwAWSwNaL4ff7fxefJiZg+L2OEjr6jtOHaQ1NDnJq9WHgejlSd9Fi1ACrHE/Vn7cfIV+EwAvQKDnEMBpwvqMtPUSn4E1bvWDRFlzlVJuply81jnIpa0sqxXkiTFge5wakzNben3Z0lwzUdij1A9tvtJeLLM21j5uNhjE6yJrpnY8Qbq2ubxy0aUAYyazps0lLRzW+U5/1/ZNzIOn4Rkt6Wtq1L3UxwQAvodoGPGLgHMCmrVLDk8QwPHLprDGY83nBs/ulQKDNR6LAqVwW4j7KS3SU7KX2rOxBlwEcmmDOaBBwHsI6NwcqGZAvMgEXWpqyQgRfb9dm1ysIQ0qk9a1X8cSrdkzbi3NpN5SNWahUs11Mw4Qt2EBiQUWuXE0ba9WXwbE5w6fo6fX1upXSRHV3Tv3A+Jiv5CO1vP6gpMvf7gJ6isZk5KX2gxH0rxEk+wq7kp9oFNBMrfeoe8a6AREuCLSurNlIXkuUkECh2aa2b6BxjsuXYmwt16pLpPcB4q7ZBho19I/XlevVtfz2pbs6TJnX9u3ltN6nL61tl6fXRr5H8YXFbh4DgB9BaDabxWOkObmuV/i96699Jvn4Rw/x0V2C9ZqKQzhfgpyd7PuUlMpXExqMGZLCfKuhdSOFYS19OLx4NKJsxOdpSSCRT3cUA4qZg/ZrCCsUkkvLOgEblBxL2KfhTKnvQS0CCDpKNyU/LTBnlhA5z0cz8Rzz+TlJwVhpRptr/1WcDwXg6iBfgIAzkvm2pis+d9K6Aq7dV+Q+EeNaqYavQVxAAAgAElEQVRPT2qKlnscagBrQlUeACIubqEkYLwe1nmSfpc006jNKJ4ADsQ+X6L6FWNKzlZ7FTm0AYZgawQeWXMpFbpy30hOcNKCEadEhQtzmswupoFbbp47Ltn/fgJ4W8F90dxXmwVi1t3c/T5iFgyRyErQ64AemOk1cyxWU9bNm+LKfQcNuEjLtDYk3gAEfGFNNDA1S471qcCZjmVqO1rYOhOHa+YMBNxLRD88qPZBdJQILq9m+HIgvHAU8o64h4hGbF/WYQoXSJODKnAHW3vy3/Pv1uVq+X/juecIMHLpVgzwuF5fhUlhCilIKheUFl/E+bxdPSBus1igLA1cCSgbFbTo1vdgXc8v0qomGa6EvYD0j6Ic48ZHnprtNYGE/92ai3WGtO9DEixzbgaJynSqf9qbD/1MfduGGfcQq8ZRVHGDITwWiQDDAjlpDgFHNNOwR2lJAZQDwGhWvaGJou9KE6ZZNjF+UY18Nj8Rmb9Nd63MeCjf+7hj6/7fyNFoLbu5Xs221ESibVgu9SgnzUhm5qCpd4dqYIIOv61i9atp3lqaVxb5SQ4Awi6B6UUypww2euoFsuz+/bfyfk7DNtOUokloAMwkE3VdX2iV3fNo+trFKbFc9Zo70YUjDupk8adwcS9DPqLMIzUDt6NE6APLgrAYXCIAtKcGeNNAeMkfrIY2NDbbWuff0jwtgJaG4zH183tsEh7l5YYGnf5pb1BXKkxO0ay937TI7kdwFCt4b7WO19dQn5jWVJ+qAKVjGuMBHkSkmwDgcU8Q1tTsFwGHpCjpIxs0P1MTKooAuM8N6xirGiaSjrlqM4C5xLdbkqdmbxiM0nxyIM99z2f1RwExNVv2ZpX5DK5MJSePsz8u6aUVguYqUPMV+i0CehsCBlq73jIx5QLxfmj/PT+naZvRnEbF5Pm3LVtmEjfrwIQ6NQVIMS0fBaCngTq/tCd6WgHgFOAYAPjfSmlJLVBTNb0VeGFVzfak9IuqgBClDjGzWudWzPIEeIhBhv3lfa9Tvp+SdzR3Qkxlqn1nxjrHzICDJqZq1iXfe3MvCuVYtbvUq5WmY0gBUytckxJdSEBbStBh8VFI68VWXAL6Vvvd4a5Yiy41Qf+XTAi2aZr22PubZxwFnHkyUzVhT51GTTrboPmHErNJv+a5PLRovNJlHu9b1tEvgPLo3ZLLoOQDC896NLsp7WrvbFZ/lplOKyb/6K6XvB+Qsv6t2M9cMl7BtMzBQrcDwKAsYXyBmmb0jCYl9UcA102hD00DxYo0M2/pScdzJQCci8IP588SNqRzWvLNlTyb9iWOP0kj7ASXYxBiaZya9WZ+s9yWldUh3KUmhkh3vrcugDS/CfE8WUIoQFgHgtVBXwo7V3hmShCWtlfF/JaSau41TXifiwfbbaBYbSKWmLS2u7ZSZ37zz1LAWLpQQumqIke/oUU36z/lAvF+fMtc4FIfFlht5lyUy/duRLxLixbtAqQ+AwCRFkZPA4wirYvKBsZrka6Bt3ykSLKSFIXwXOAl2pG2X9q/qxp+TU8PIs+VA5hoyuPgNgFccmdG9lXDtQDYaCjhHFjnMt2/EotCzi9sZSe4fe2bUOvZeyekzykBTeljk4KwxPvPWZo2HoAlHPA9ail4UhAxAaxAm3LVYgLB0dKawNq6j4oxCA8W0TNOqQ0Z9zkFgJUNbOotxsJAodkkHpbJhtIWnaDnA+HpuaINBRIbb/XBDdo4J8xBukC8l0ruOVWLnCBle8BV01gQsak2UZJm4Yk25jZ7XyvQCQD0awCYmkBvBmjqDbfFBro/i82L29UC4wZr7mCSaruk4pKCHu1L239tv3gkWqS4qOET3S5GObeTiupALypXte6DWVQyko4Q4Ps0zd09h5QHHOBwXVWvPfmSvxV55dNvchT1jnSESB9XeD+kDNUAz62oehigfjEBnNOfqXzt6ntjrncpMjxXZGUqsHrec6b0mJqu1pd258e8/BIvc9yekfI5qoInuRNDe1YQMQLcSwBpcZgRRniswwzAk03QGc3tQOA35kkFG7mWNG0s5KSoM810LPmZhUi3wVlhjuyr7zjl7emCCqbjIs03dKIecISDG/W8B2Dlohh8uGpU7nFRekqB/zHWpDxg7wEDBfCL/a8SENT1/LUh1zesl2ne7fJ5EeD5gHCNF4BzeZ8SgIW0HCbWJ6ifD4in1wDfQICti3zdcjpQS+jJ/a4FL/H4EWFgFcqdBZEKtKv9zEFYAC2pfSxcaZqrp/hH+i30+bK8lzU+OnYvUGPN8OTjeuoRm6CtoI1GCBOPHwi2HVubH5QEoJxgJAHIsnE8Gfdh010c3zKFs5/bKNVKAcbxPR6q4Mx9qzIZSu0Swn9Egh/OkZAIcxJxDJcJwspKRomNHBB+BQg+tChFCKLE1Dj9M8FI0rm2NjB9R/Y5tAURupB3HmtvcmAJnqC+DKFiGrYf6Npr8xfzpbPcudUlfvIwHw/Y8bPWczmAsiJv0wvN6ovHM+5vzKLkAX5PX9r8kzOh5Qc3eZcMmADwjviDA6LzCfCfpiDF7ea05ga0V6shSUgyGAT4cwT8DAE8lVoDSs3Fuf1vxrJJHN6WECB9t7Ig5gfKjIAl8vt6zfIS85lUPCOeU46sZTj38fzGGncbUS6xp1lnvvQuVOSE5p8dmu9krTftN6ct5hS9kMdbYjn1tBfG1xCS1MgBh1ypOPc3NL8LKajMOx2ip8N8mzQkbnWqpGRJSIsRj8mwg/QUmRdOIMIrlHqLWTDzqPseHwGPd8clj3whZe5CgEcI4OR4B1DO6Y0fcQMwv1RyiPgi9uYcWika3HfT3nr9fwDAla3ru/mrGWhOuuyhu60Pf3AZDsyKMEopCf1FaSqq2TV3sXs1lWygFtARRPwgED4cool5XNSYquEKgI6/Ofn09HSmPABzMxJoj75sokMpg9IUkMsBsDKWSWQl6Z563AidCXoUu+EFyrBmyv4uot+7B73tPipxf9ewsz6u+n80f26GrlTYWtgWpw95z3FuL0N7JXeIASjafcSvZQvJeO5iq+/4d0+MjEfw6MdVw78ghH+sjGFwZ3uyXLp2pFRSqYvuubZ6oFiMoWRx+Fln7lSuWak81eB5zbfsHatDmusXfsfWRz6bkmXEPKh9n+NAgUkm6NBeM8aohBbnVkomaFVjVYNXfPR4OZAtAuDjZovAmiQ/NN6voV82ArtoHrl+tYuS6+zG/QjA1Wi2HQCJdI150G5BdooJuprX26x83zD2kkjg3HegBdkhwfcDDiOzgeDmekv1O40Q0rGKSZq497uznnt01+nXSmb/kvxWCcCopjuwgtdFFbpEQVAa39g3DQeB6E1Q4cdiP23s7hHPojL5dF9LNG4rYPKZBmDrHtaAkNMs61W6jJekVNkz7u7+3s4Bv+P+D7s1AGAluybd2cYSoKRgpc/y9/89gQsiDcIq0tjilrPsIUNztPVN5n5/pio2DUwpqdkhIdZox4fQBHnFB8sKFLAm3h6SRV3lNAiL39c0X1AiZT0pGmFcObCztK8coYSkeWigWAE+bvkJQ3slPkTJdJu7/K30prgU36QgrMFhkCKwxzzTXiEonJNYW2svvvoqGDJ5jfiZEeBWQnidBjTWGS79fZno4dDXo7edzsLUIMWrm8frpQpUnjGWRrELoP00B+vUCF9Bgq29JUWg1CSgV6Tjhxp2poJkGHdnrUr3suH6vvOuz20aE5Vgfq2povPffdupd2trKAoA1NGKRu47DwVkii8WyVJuX52a7AAHOtCWawAgHKQabqqqlhiE+1ZSbWNLTNP+arVyS1DwNg2A08kbdF6eb4CfGZmROGkaCD8NSHGCuumL8DjpkzF/pfFbN1hLj6acqFZ+sCac5KQ/S3rN+Wq14I6SS9sLsjy3GCQf+eiLzq2qandaDzisgRS9SUQnappPHFk8DlJKomhTfyrSobVjNvm9Zf70Cgjeg6wA+kEE+Ksa6vch4s09SQc36jRBSzV2tX0Uq/UkE5CKIHhNt961SJ9LwW7EKmXlQAt+bCDax0FucV/WPEozBdL2vP758fzoEBCyj/F7u/Ga2roiWO/mwiwf/8gemKptxutl3UfSfntZoCxNWsOTNtukuZOf8mjShtux7QZhHwLckLYnYwZ8HhD+bfxsRrvm/P8PAeGTWC3Gu/3i/TtC7FAPwIT0BNR4Y0D0kog2j83f8BXHaQq9ZCHWnGylKfbNDdJFYjYTZfOuIoJ3akFgOR+Cx7+gXT4l71oHXtLY+n4V4LFA1boMU2KG9Pmu/QeB4pza6Kmu5nBVzS4aaF9CIWzVrAvwFAD8ASbaMfciEWpYFy2/lwsACsEvHHxV88dej4OhSsHG0qiZMGSlWnmdxfPtSW3SajA3d00S2cwUnBEH8wGp2IJnPUvXI/d8idBouQq8AGx9J4/uOu08wEEwTh8fUTp3Kw1PixqP+9nM1EFt/NZ9JL0nBrjK9Lv8uqk48UMld2g8JiM1KTwqavUlQbHKOo0035BOGrsaewBGwKMEFHIjXQtTujhSaDYRXFfN6eOw2qYpGJKFxqXMrOA7r7nzlIHvTxmfGHJuHTaPkOGVCDVhIXfQNI3Nc8F40odKL5HwvHYRIMHDgHj9fFyoPepqEP18EBFuJ4LXAsDLRuMRTHKWFpubkwTcbEU4tja/rqRSUujDWmMrFaoU5FRXBMF2Avi2lELU+qyH6WipBu3VPr3aniXASXtkAXDv7qjgeKjFqlfjZjNatCeg0RpTyfezjKsn9OPJXCgZkxNMzZTQJosloez1MP3lxmrdzSUCBGveBPQ3APAqAHwaN+ptV3/81PudFlsRF53mbZENMUfE4fIHly5OKZA1Gxq4SIH2AdFZAl8zmxF2XnP7KVen7Xs5RUvn4T3cpe1qudIeSd9ziVtA4Z1XeE5NvyB6em29flXO7InQmHP+vq7pG1DB5UgYTHCjYUhpIFr0a11V5wfSBdn322gzn4uivbk/AqLXSKlFFgGC11xd6ifXwF0l/m9fOAJEP6MFDHn2PwY4Lu2YBmFJgUBMdLHxnfVvTRFe0s3OaaOWIDM6OF0ushaVbbl1ApvWFIIU7VvKza8E6BvBYaO+BQgu9Aji/Ezp/Suw/KnKWU6BsDTKNB02NjGX3qFhLTz0xKKSJsQs5UzmziBkEU8DAEt5c5sOwKWbLy6OjhBigWYvp+hUM4cFWCXt5p41Uy0crFWWmc2ai/S7FAATnsul6rSVzPp0JzFvM+lv50mXDqObLTMcvy8BwnFbqluoI4YY9FHDTkJ40qs9hkAsy7yckqOU7IP0rFGTt4nQpi3VTRYFYm6/BWA6CMA50fg4EbxMIroAQA6GelcODDwCAL8fnkvdACLhR3/ggEvH/RAAcgrZqEKTNF9171I2LSwnSMmtr7YOJQDM7ZecpZK7KIw9B35eZSditErTTLUShqF77XdTE5cCqDRa4SkabLq3hgatCi1NHnDDBFXRvwWCcHCfpBpu8PiDvZs6ei6JItN8zs7F0cPADU7ReOGWjWLWPjiv4JE77BlJ/bCHeH+KtGwBcmsCrr6UC75KzZ4IsE5EM8Am6MT3p6QyWWa45g4W2JwqbDTdtCYzB3bsObZWv1UCbc2vyukyFgmDZJnwApEY6U10DyGeqy2exxISv5uOhX8TOakXL8XCU/+vWgBXEAZGudWG0CgKHwR3jSKGF+PaCQBviXK3pwUzIeyGGh5MgwThWeBiLgHUMG3vWdICUasNeGvh/etXdtL7V7j3PXm+I03cwA+pTS1wVuk/VgrcLtmwJ15caQgXDLYPs3MPwBiLrPaRey+lQdMALOYUtXzMpeHxvH6e+XuQRjs0oezVWa96/56Xv+Ijv1tichKl5GgwpZd1PA+v5tdGSc/UsmqttkJHgSJ+ZqInCPHGNC0pXcfOf8eMZD8++C2jzSLQvxNM0Pz6zQj4VSn/tTgf+Zlc43St4okL0dO5sze+8BNNz3NwwzNJBR9AOAA1vXlgDk/ak2okh0fE86XNnfuawy6o8hp4Oh0N8LZsmbEmP9Dmw/ngNjxEIyVLlxOIpvjRpb4zd+no/g13WscMuMiV7wKnxJxXQdnxWCBdAHzJ/t8BGFKjRnMcjb/EbJ1jRmyE0aTcYG5fUyzQys+GgKwGgCXiiaQTlzk6NzCHJiv2Mc6N7XsZLXrpQpZskjY3rwXA8zEKbR3iDSKAF3TvH7jgNVftesELHsya+dK+LFOthx9XGr/S7t0Iw0pEpv8a6SgB3lrV8EpWQ6nCe+sZ3uC9eEQNFGEvEexFjpinjs0qJvj4yIvfgLPqjlDTlrMAsIa6r+aTaGcCUD0OhH+FCEdl7uFuxYy0qEaAmNOVSHQWEj6wsTqct6Dl5831BNtPumzfu71akbk3noPbCFBtelhKn5g1Gbdtj+o1h/PoHFt/3jwVp6TpiHECEhsWwiJv2uHy8S6dd0zLtMfvegktxs/hQURi90KT88rasqZNc4ATIv4QEXyHA5xoBV8nAOfgrs+Mq7/jS/Gj9F7eDCVKxh+Rrrif/zMCwNJkHEwkOgAP2aGOUA3vW5nj9ZLZpMQWXwLA2gaVtOH5gAamC6ITCXBQHOC5zzuw86KfufgyiSihxK8EBE3OoBfkpLF7zWXGRbpOQIcRugCsCReb0X7vu8zxKnuCbBbrS6fRkBuaTbL8f2OzOtHNJ132EKfNjf7EsogCYMf7KuVPxw2zRkktqC1S7pI1LWmvaZtgL1Twg70gM5wJ93VtvVpdL50lJ4j2LcYWGU/AVfb5CWcpFyiXbuAy1qPcXdBF90dVohZ0rjnBygMirmAooXZ7GoTkTPHhrBV3DQDOXdbyfKfgh2c9PHey9xlRKJHpiocAvKwJOh6gFQk3X6HfBIB/BgCnBO0jlw+2DMBZ73qlpNxzVh/ezZOe09q+eOtPjgJsiiJHJ1xMYXySvzAX7NNoeCkD02Kyh4Hg9pQOUSMV0dbSuqg9F2VJ8EsJ769G4p/1nxPcXW+pLpcALTtXoqehYi0Ng8VkBGyj953BRqzZStzj7Bdljdu9NwgsEP0NUOIy6BqQyC1Uf7Rwjr2av/ScsLYRtWy+YEjJdx73LeX8ahSraxvznVqUuXXvxsQcmlmU57CCs3ujgjPptEZl/Zp25cID4d3YYmMGT/FLGnBG/y4Gc8WlZ59t8OVxKwB8KxH9glY5qdGAm1SfBhjxAkR4lGrYjhVHE/rt3/2E5c1oEF8AegLCG2Zz+D0tCMAbSl4CYDyW8Lxno3Ig6wXxkg80PFvStgUg3ovJlMzjPFJoLtMmMlbyiUnpKoTwIUR8MpBbyCbK8oo4U1N8wnwlAUZimep8znsB4UXOPR1Fb/N7pmaY8eUqQg2z7tyuBShZ9J1x8XoenyRUeS0elpBWrdXvHgU4caeKYKgQV6gWHOusa/MQU+YQdiPh7lE++0QhVvgm4oC2pm7xrJ7/XhokyIJcTfi5EZFKR0F75+2fZSvLoHwk8w1s0PxDCag2ICpxMzvMvMCBTByTQoDHc5VnZngSCZP0jyPrzvTeebl729uG8/t1PzZ2l+JBQPpI4H2OGlpowJsxWK95QCxygLjn6ttP/klpliWh5Jn3Y4nODCiTJDArl9gD4p5dlNrxtm0BsKd/6xlv0FVoxzOmzty2dEWcHJBKNZL5+SxQ1Bt7q9nsE4Mi6RxQBPDHvZ94sWAESE9CmsecKURhAnBX1jBXlCAdv+pvdRa3yO2/lRvsXf9mvxP6UAI6ioDv1czYXuDnMeTSp4KQqJ3LRgYoqIE8xX1j7zsdwRrvoAp+KdmPnUTjFLnmGYQDn/rTO3c9ffQH0qCxbV0bA2DWavh6AJg58IFGLIRprErbbWE+Lb+yGRbFqW1471rpO+F3O67qX41YGo8gwm1EScETgG0hMJjzgKXosqKgK2+EcykAl4SSa5dHo90HIg+CB2ZzuCFHsykJJFTRm7HGj8W1gKdES+cuuGUFoZJLygJa7Xfr8phavUek2Ayaxyru8l50OZBIwcpifBLTf4D2iPnDhB+ot+C/KqkgZJnNeQ88pvN4r4RAsSNAeF8F+IUQ3DXulx5HwL+CNsBo24mX7mPy+cGfZMkAgOtiwOzXHunCXJS+vK5w7YmX7nuPRwDgZ3IRyIaQ2NZ3Jnh1WpFqQYM6ZArzCm/eM2p9Q90aMN3uW9JCEisr8EItm+DQoTN2fuZz13O1ob5euaNCj1R8oFdYOG+W1XNYBIGqAYC9ZhxxNTfprUifEEzapVkvm4FHm6J5S2c0p4AiwVFCeDpaw8MV4h/WBBeHcoSTAbgHN6BLgJPzoz+h1i8QzP4z0PxOzR6eTm7n1kd+vyYa+JfCRvOzcXi4Jr2UApuVyhSbXkrC0y3QywlCXsnMMr1ZY7B+t0AjBQzRBA1wHSUBO10wUpymFHODN9G1VqR215dYBlHMJ82krGg501Keayfp765XygPatH6aNiMTdMm+9kCY1jOOtOBF5HX9U0T4o4P6zzC/GGHlJTHQWVH0/OzAN5kcpPhceGpTW+cwtx5OgOMuBmcsuBtS4g9+MDXHLyPsWt9QOE9I8NvQ5aqzwGGwnzXC2h/d+fmb0iIMXutkWPP0rmkWqisjaJiaRYCzgr7SvS69r/n90tQfaa7K3FzAb1kOEGh7TXgMcVCLoN3qKRPmF/m9VZzdH6XIxGupMZgcoJrejlX1tqbzjodTWhCWnhDprrh9BHiCz0OclsNSHr8v+TnYKV+q4f9D+Xu1fjUfDs/Nupit362LTvpdAMv2McUnJvoro2eFy2wNCLbEfWuaILcdSgECwPcTwTnJmBv/q1ebFbWg0GDIaZVN0Or8rTVW/Jt9EJbHpCr1kTP/50CgIUoBWI33NEcnarCdDdal7ddXm1pbNwv8XAC32NPWvyu4G1joGwkW3bnNkbJY+82/87nF9foqjCPV0xeT76nE/aOCaCY+xzPuXLoQEL4RK2py8T1VhRzFc1y1gzX8suoPC+9tNhtkvKSiK6C9NiMJIoSAB9kwV/JJQ/04XF3LFZOYVzwLgoD3ENCAAajRtFsi3wEfahiH5L8t5PW0ctFcUpJ1wLWDpBR53vaz//zHR8T6saYoBhXN52+cVSsdYQXtiSXsZUxoCPA1APg5yXzJ886BgUdj0esJJ5d5ssghAlnpg818i3QuAA5iug4BthBAGtW7Fvilg/YIc7oEcGj1sTijpTNgAUrJxRu3v+yah7Z6oWTLLE6L6btSAVjgYFaEjWwUdbpmnriCIHjWQCcM8sCTxsJ+aXWhmwtS8Alr/57z10t7H7tMYE4/AQjnSYJnF/h3S2o2P3L45K8dOHjmI1976F98+aknX7afgS9H/FDC66zdV4GrHhGeQ0RfQYT9gqk5a9r2VkGy7kz+vVTBCm2K7w191q54IW5PuLvjwDqdpTEmo89JN5K/M6N294CUecbLXDLYAwmAjU06IPhvwyvqAj9bOb/p2EXJVcjJY+nxkp99TTZgRLm4YykvSrHIRzNbF3vzeyYqdEkwOLK2Nj8zmKBzvsbRWSDYW2+pLhPMd4frev5aOG51/1gTGaebNAIewbb4gtXAZG19/r7SggSxJk+ID8QkJJaAolkHcsButZmCQEcnujDvhwe6Pef/6ZmzBzytS7e0Dcskv/Kc1RdWdb0nSolshqAJFoqVxEUHm5ubNq9RBauukWPHjq93f/bG6sjRE+NmDyDCXVLQj2BJc6UExY2XKgnebBOvi01aPy8Ap33Iihl8ABC+zv1o7kVHihTbkPak1f1Ga9dRaTYacEaSCD+PtDzFBH1og+ZnD+oe6nllgzYtiYQDAnhdaFG02vpWO1zA3YRwHwJcQET/OHmpSHudaq53DTR5yBKILn/TT/1CLmKz5JJNpJyRz3Vgys6UF5wCBqbJMMoz7SKmRU1MXeNgNtyC/xNAdQdruLHAoJhXN9irkQJRDMCaORUQP2wVJIjbLTbRJxOV8maDz1KrK2uueQKw4hoR3E0VPlABnc5CA9b0ScuikvbLhCEVNZfeh6x3w5Asi0HuW0uD9OZAM0T6tQEFagu/R9bW6jMbwWKo+bMA+z4OPmsv6fqqpMZ1Ni0vN7aS1Ki/e+y8//wXD7zrJUef/n6hSVoHwNaFsPgriobWxqmBXfe8K9I6bXvZO9Wj1YuBtVD/KkK1KybPIYQn5vX81XE+cTzeZccqgfdkAOaBeSKMvU54aXKxXwEBX5gGZI0OCsI+IDhdOkDYCLV99Z3wSBEAhzmngQ5TANZqyzLfax9soAIcm99kzU4au8UuxMXjq9lsWwkndc4fbWkpQfsVCQqGKPkEAH55xAsNsBOArkiLRmT8l8NiA0pOrhRQpBUkkMyTOSCM90A1qZp0mS09pBTAlmmziRSOObhFYY4jOwme2y+/k4O65QWvPgMQ8X4nAVHWmNNAKa/7hMfqET4CEcwosM8jmCTPWMGD/Hguel9a+y/8+bY9+//u/FExEfEeQjiyUc/PVFxZ4RWZYCPRBLNxKjFb4XA/D1INN2mFfbwarDQ3ATNErV65S0fuzK4PFROWGauGET0AN5OpZl8a5Xh1G6hJBR7w8UoOQUKQIo0tDZn9ChlzszTMIxs0P3OZeXnmrj1jrYlns8XUmkhiJ4AnEODGhihjrLnGJujBMGNfpsRChAifB4AvEQEzvHx38/JEYoJ0fXJA/diu076QVgFCgoehggeD6VbKhdWilyP/5igPebggMr+ymHcrFCRggSX43uMUmpyVIhd4pjGPlZpnwxytYL1HdzX1k9lMG6g2xWpInrQpMeUsPQRRChr/1KR3ZaK6tW9MmpfDMtS7PKz9aY594iMeyoNDt4U0TitWYxQgRtXBP/vs++984smX/Xz/7S1Af5SjGyoASZwKyXga4MndS9pv3M4KrtzHaTXGnThy+0mZLrkArbh9K2OFn2VTssLjsA4h2HA46E0DYI9pvQdgHmo93OcAACAASURBVIOgzhf7CbQN0ArNp8/nN3lAk3ZAirwzGLn67jg0/Oo7TlUp9Cxw9Sxurg0LYC2AltrWKOxOuryto7tIP6GzasB9M4Jvt2a4qGBBx27Vtc/sOsZHRUcQ8D6Mck2ttZvye2fyfXBkLkTYi4SfCsAmpSPBHD6SVsnhwvXBt/zorpe8f1zfdjFKLUd0VOlHKkiQCj4GKcZUYaZLadolUDyKTFwle+AAraY5C4A7F0Je2Bki2KEG8gVqTau/EpNu1GUTG3Dy5Q/fw/9mAbDmnw3tWeuR6WMRq4FwIKRIffvIC0/43N6dVxw58j+Gb/IwAP0RAJ4CgE9TXX8AK3x/nAsc35GcKkoATQaK8NcAj5UOOZ/BlYBwFiA8MFtvORWsNJy4rzgA1uPGzN6hF+/fATisWIWAtxIQF4Do86E7xezTAJHFpg2A+g4BPCfqY+BC9WJTqsR12HAV0SDtSGQgGwAwd7gMG1M64Kgtk7szvKuRbzT0Z1GSt5WDKwBYrPGp5bd4HNw2//8+/y1xqlslpjyXm2wWGQoFpSAvcRTHXMTlZmvPTKJnNkkLlnpVLsOFJhYHBA39dgeB6E1JSbz+om3WJGFmSnNE2SSqpZ5Yhe/lFKiWeGIsLNARInxfmidt7ULWrFrDziCAWe1ov7sAGOHo2rH5GTmTa6Yd1RqTG3MO4LJBTVINa6E4iSowtKQl72XLEvvZieB30whlrvJU1/PzA5gvs7ZhngrQDerWxoArRCcrRBqLakcKSKuUlplUz9zWqZHBJYrRjq37b0oDzhDwmwR0atL5NgR8rZBBcw8h/HsgOAscJE0aPsZ9ZfOuhXKNIwB2oP5hRLiuWperEYX3rQRwjVDDY2r2slDFACZFpmXGmlKrDcAbEFjTGNC+afRu2ilUpD8m0r/gmjtPbiTw0r9HbzudS4b9cvJerwFZJkrXRWsMSroULROnZ56eseUiVzWglKOZ6QMVVgcI6EdrBETEe2BOz0v5i3MBUDnaQ659TITv5Xkj0NsB8IRuDcwC8gXCSfOoRwuz1n8suDU1gyvAUMGKjtTz+sIpYIPQuDN+nYOwiOhCAcjk4RnCXs4aJOSyq1HMo1rWXI+4hmOLuWdqHjsEUmFth3Wx29k337BT08xmoSDAUQJ4XtMqp90A/hsAujiqdDUQhjj4dZ3mZ2vpkKLZuovwrSo+f3iFYprWcmNdcTkdvnitKRyv8j2ptgwEO6+585TGOrhZf7k9QqEykgnA3lQiT5j3YJJKzpUnH9jjIyjRHp0Hux8+AtxLAE2ivvDnzh9T/B+TfNOyJkdPrK3Vr87VV40v6CzIpVVzlMmnF/4yUatxF2MtbxxUxsEzNcHf56LD02Er6UR7CelVfYnE9qUnAKnuzaGOACg2HVZ1fRG0ecUDchHtg58CmOq+OQDAe/GkQhS/l6uCJbWbOwtiNPioUhOMAsS08Ys1ojsg43es6PO43XjuWtlKFvCkeAkpmI7bjmMB4vYJ6BUjIbqpa42feuDLv7z3b7768wtqR5mX2Q/AgOwz/kvAlkBD+gs+5O2CuTcGMI38g+N5kOg8AviJpP1tQPhpQIoZ8Nx3Z8GdvSCFGpa1PbhRz8/JxQBZGCL9nsNLoHFt4B6Am4jmcvu+6riXOos2IMs6MtBcaVwT1wLgUv9pwWY2UxD4PdOz65LiPLnU3gsyZ+r0RhmPpf3hhRcuXarg+KoGGPmPhQvf0rq1+Ula8ygdaj6/a1AYARvN7GcH5mYDhDxRsWGMDPBx1aA4+lYGQX/keb8OE0zGwhwaUhGtuIH3TD0Tz0n7KghXcwD8cwS4er5aPVYK9Dxuz7mznvEGcQWQzbXnFUSzQjDCga999U1vfODL72oAUyLAyJqgZcDObnNvqSS8iCABaoSd19w+1iDT+1fglJYCZs14IwcuDOaSEi5ZgBq/bGFIQazSYSK4juvXS67LBoC5sRnOvohRjm0wPfDvmRqRuuM+tXcvzBKPa7yboUIE9xl8vNZCSKfHCnBK3xH6GJigpRQm9lUQVUehgouB6OWpdBcnoWsnXI08BxgAuOfgKJrc7npW/cuK6riqj6hFSJc4l0Y7+ZK/zZrDLfOydclJa+O9rDQGo0YbmdOVSHQWEj5AkM9R7QKYbknTqtKxlfocJwLYpKApax8mjkV8bbP70jV4OrR2rD7bk8qTDtRzhqYAJvejkY7k+vR+B5ZAmJ7B+G6wANmVyhmnELXm6mMxLnjuOS2+BRAfC3e7VWGOnzPmlroJ0/+d1aatO9XCECtYTUtV3X7xI68DhP8bgFYR8e4GgLdv3b9DqFnIPzVlk1gzJqQfQ2i4dr+r2wSTolEC1AD4KXdzruKQN4I6HA5veHpcFUnlT21ETSF6cOxQ77pfBDRYgWLN2l/8yLk5M4xXABFSRbrx+AqJey+I0ovccxGmbXoJ+7OBNsO6xWZxB4eP+WhdVRdoAongVxyn6hDsBoQvAoAaXT7FBF26J8s8P5rnJpi5pf0OY1xmPSxBYSpgenLaefxWypmVakZGZal0HzXuAEDavaCplNOFQgxLPaevYdWQybTphfrfUhWNLIAb3XuC9p7GEfFQPRwNuTvVyKKxWB6zls/tW/e/CWr4GOCCj6IBYKlMYLPuSN8ggpMQsPNfyeDiBYl4L50+46KC0qF9kflkiZKC4/bwIAL8zcgkA/QNAGR6mpGQkjvJuWAxj6TIbTsAZDEEgafX8pktdWn/0UtPZjOih0ChjTytHkyIGsRgoompJt62DtaEf4pAW1P2rFQjE7SWNcHn26c9eYk1llnzZ+Ldbm++JBGalPIgh/F16WX3T0k12ow5amC62QKpICDXQHT+SZc9dLc2j1Jhx3CltWZfwo9HAVeha0uZWgyRqRprvCNX1tWDB9YzHregFshrnQsN/AWftJo54wLxkSW3+mrKUtYC8CWP3EJAaQFobR562amubJVH8/MCcDeIAc0ZCOHcaWS0t33NVJyyfOG8/iTze9Y1nIDVIG82u98lYfXSpiq+9NEeGAAsc0BH2ouVQ2wdaut3ryYsjiOT4uL10w3Gp9QaTtuSiDYkrcUp/Nxdr1aXp6xNlpZmrWv6+2O3nX42BHIIpb5vaZvheW2ey2ipeZ/nwgS92etkrYH3vHrHJc4TQS1jKbqEohxlafxW5okchYu74+I4HuDLFVNY3Jt0LrANqMJ7Qr4wj9mbmeJIuSoyOcfrpWTa7ARqLFNBeWp1UC7201kQ0jrykhlb2IPGtw1IPw0AQxwLxRgyJujxPiuOd+tAx7+LQIPwK0DMCdubPvRcMSGc2wrMskwe6fjSUovMKlUh3AiEr04rLxlz76Oap/kdmqLWPxhJraLpZ8+/+vVzX/KS//fPZrPvDE1HnMjfMTHlTFqbLfGna+Jt/7HbTruHoKlR2/8hwl+cuHXfq71nTLi8YknWNEfnACcNxOJnq7V6VKmG+YRTTXEZtjDPRT9Fy/KuKT+ngOWgWEZJe5k2v14B3rGxijewwOIBQ8/6lI7NalMYlxqlnRE0DkuxFt7vJZ1TzoQqAXB6b/7/zb0L1GVVdSY65z7/XwXlA8VHWzSgEB8xhjSdBG5IgsGOqBleH6GhANHWGIzkohE06U7f3O6ETiexMyJV5WNIAqh0VCwwxGg78ii7g4JCMLkhDSq+CqUImrKKElNVQP3/2fOOuc9e+6y99pxrzrXPqeT+I2ME66y93mu+5zcF0+9eILwH0gCsJE6F52EBa2jMSUq7lJWRecnDRer3KvO4U4kGL4rHUQUHhGskN+/MB7xl929I3Fm8sErulMVcTAkEOCetkz66iLhFtEKL6Uv5xM065ApE+vvNYFC3H0mmdI5UvQ4Qv9u0qRtYu9Nl5h4lymcqbWw6+jtPPfGET8FRG7978MTj/+cHNh2995teP5SHyJUSsLi9l6CIDBjo9s0X3NsrQxn61ohkkjrSlF4kopdpJd+ktQ2iwgdpMU3UNR/ck3rft+hF1bS+Is1rHZMnLQgUBxG4wAh+LjApHl8GYoGvT1ers0rwkrVz9mplFuOK+/fcO+vuePpY5O5q31oRy9nyoL1OZ8UfYteGtWZrPYu44cZaD62sDpU5EZ4NFbw0BcTI8ZQShUraq7bvFK2q3zSBYbbM5lleSjArfzpH6DoMFV3fRUHHQVFc+J4AjokrRUQzEysjpUFVOZOwIr2k+9SNkx7EWCQqS0iwTDjKpfdgUKsFmYU+NVQg1R+eS5KP+7c0pBLCaRGA9HcvkSwxhXv75LnM/JeTQeK+u4LTrF7wDgHoJH20jVmR/1HUjAm2YhsNysLRoFSiM5WrGxTnZlqJATftRgRKhbuQ+u25u1xaUMmZWEJU+N1iRtbv3M+RuNuW60ECapGtJUPAlDH7mL45id5ZNFB61x7Gk2U+rbacYdAPJzCRWUhIHms2pzigDPeu03pRXq8SXxO2YJAWJc0/5EmHj3KZLVJQci8POI4gW6/qH8EKb4iDSUJqUpq8bEkj6QE2RQKINgK2FVGMhPKMBMMShVq7sZRJlFgCUt9AdLFF2E2jGklvqgg4JaBJMn8VOaZtl/oXXH5ir/9uGQTM00fLKOOSgyo6lIfw5oh4KDsnpblIfWtFHeJzEnGjQ4NZnvJcY0bY0/j4oY+qlp6Jl9DrkfBliFhqKkyES8xLiq0r2X0m+GqFc5Ny6bu0mJF1D6zvS+cT2o8JICsRBD3vZezcvb7Y0L+HcbtM0FLBH3kR2YjiltHNa1QjZIE1FLdnEaKh4jtuqk3FPNHKbImXqyJhebh96EgLfw/OfYOxHQCq3wZYvSP1/3oqFXkuhveSKhv8VSD4C0A43/LD5i7rSO161mW+pJioGUuFKixCpe3TGAImmYA1op2O6yU8JeuRGSrDIOL/cDOSQaWjIUPVcKOhCfyCu2iGitX9ecoXluSGaoUlvIIWTyzP8CPf9gLauvdNhna5OyHdz7gCFRFttmBES+cT2qspVBmrgwB4o5aNlOa1KM0TaFEWJ79kb9Lg1TRaOmVOSplYHjKf0iO7TcsqGQ3Nwtnc4XbfJPjLwbjeM2oYsNTY0mrjQ8kwFzWQqkeECA4RtvikbOojfJEHD9lrGkkvkLY5paHl2t5pF9bld+j7wpuukpJit8eVPoKpP16TlJDP7c572U+pIAI8ziIpGb1v6/Vbq8lkDv7hrPda8tC5bYlgkA3MEoil1jfXW7ZAPkQGRrCVAL43KF8nlC+U6uHy/uJafSkC/VIvRSsyQfOeKOX+igKlLI07PicTejQ51BSacWWNGGPg1FBOkn3VXgFMFfKGpTcHyHslAknuXipnvbPeUL0+53f3rjEeW6EfbvjG0Jdl6SvFtS99tx2uA9KzGWNB+D5rgs7E6TS4FVIu8BhsCGld287bfQ1hH28fAW+t1uHCNErasy+oMR3+2PLrDi6HHLwkaWjW3BaBcrRNF9gvaxj7q72SCy9gUQEgVHdqNoODsCp6SGOewRqgza9nUiIdvlMNWrrhmWdUdT3HZTXK5sUETAoSSsP5c0Tbugy530sIWWgrgf57g6M82otomuQALpBhMpmpS35VaW38b7EAEAdhNeOmlZ2QDtXT+oVWoYR4jzMat4uRNXMUI8PnpvDSPQpugrAnNdCxvTKaZpnHvOZecgd758LMvq4/HpXtPFhX1dkWglzJeB2t6Re9j7tw0UsvA446zpd8HeH+My2BRLdMptWrNGaWU/ZyYE5S5HOAiCxhnJmMoWJBiPcZSyC1Gj6RyfX19MV5tBXCL3UVOeSb6LpQJVp6LjzfMndIU8xJYR4YytwDLBECFEEgi7Wdjj3zS1UDgAVOuYnK5t0O1NbYjFKbZn3R01LTam59y9I+SolYaF9iuh4wJiGQCwBuQYTvxVqchuYVqjIFPG0CeEgygZdo97l1hTMs3SsxCCuxbBDA4QrgswDwHzZfsOvzg70aCgMNtGRjRVAYdM4k7zXFK+4GFcc7nrcVVU9AXLkqRjI7REgTJNzY9UO07/DaOAhN7ZzEYgjzxi56GZobJuh0Cr1yhzkm57ljFliIVukum14Fs1xmWoXLa6K0xnsazCvW6fW4O3l9xvyLzqFhwNu23P8XQurLqEhnr0aoVAEK59eTJHLMyDueKXUZ/ob0Yhn9uQ+hlNGqj1PyhyjVpqQ+dChAOgSAXd1TTuXh76cDE59UdKD3b4O6vV583xIN10MAuI2YTuPAvXaZZlviq9UPZsQoD3MdIySM+ca7Z6Fdo92u1f83AFwScAQa+42A6tRp6zX9GBAwm7qtXl//ZOKe6E0hx4Ct/Q+CnWd/pXWrbocVeFpVTeKqPea2eYVM7/3W0Aq1wNh0goHWcHWiJhCQ/6qmHOZDBfCTjKE4qATHYEMxznNOo1QY2LQpS7lO/+Gym07sCXI87/UJXYrYK26f3Bm4uibYhyhWHevR4xKlTTrkZdH+0DdrwEwc4z9RlfZO3MNUhovABxHo7wjwEK7XV4RD8DDYBUyyIsM3X1ZeCnKbIcaE0Utz0zRxL0ybpv0OxjJNfEkeN9JbgfDKKLBOrbmq7flYQuo5Q48pOWY6bCL21qsVI6GN/Us1VS80aGdWr+AYnNITCOG13Z6PSD/y7F1JrnZ7hnG0Khezn9WjHf7VdU0XVhN8V2xtCT5xK+82DrwCoCb3m4eQLAzS4GL/7KNn5LsEIcnaJw8D9tzvjnESvlwAw+jiQ3LzGR2jI2eniDCrXvjdTCATL6GhnxunK2utpTXNKNGWqaVuDkq7bjt/9zVESc30wrrAilDgpv3xInoMOC3fFDf0MmDrYobfrbQdNgmMHVO4cAOT7CKBBlbUt2cPRF9CIcqY9bBis0pJgJU2/1zZNQT8SA10ToebLASTeYhSPPaR1Oi8Zsps8BaARIw6rOmyPe+DMXjyoTMm2YGwY2laVtR68vubCeCEHiEB+sbmC+49Kb07iiChPhG+I2yml4Kzhuulg4j4ASD85sAqM0L4EO8E0W2EKILAZBbx8OG1+nmWlUca7++/debOz97+X6PiCfN4Fa0qm6V9WmbTdh29NEamj0Tw64A0rz8svGlAOAw0qHWdtQJu23LflQR4ubh/w8hkDzkV2yDA1cDY1a2vusWP+EKSc8xmALGsojZwJxTVeEywInjgl6X+Ug1Y3TiPNjpmp3JMdiwD1vK1gMqKJGjrWcZeSCYlhoq7bMfxL/Duo1cQyEnallkvnotq4uMAoyaKHY/Ozf3/7wy4Bx/ZEnDJlDxLKcKd08YnWn2iV0jA4f/z5ILmhI9cMFnY/2yQXMKcrAhxqOncuMYyAk0JsJenjgDv33zBrgaAJP4T0bkI1ghhVborOetBE6x2uP7VGuENaYGMjRsmb0rjEErv22AfZshnRwO1eAWDCRPXLU7z9d1BWNIZf+FLr4O7v9TA8u9BhE8MtLVI6JPq7Eo+VIsBr9P0Oi3g1g7upP8XAH842ZrSQNjucwUuM915Kcal10bam0yNerfb0EP7PVbgMNmYAZsqdEnHHiZiBTJ5FhvGsS4KIvwVEe4FpF1Q4/c44nis1GLlunnWLgZVFJpCvAJKjpgLzHkvENwIQK/NpbvEGpGUZznbg8UiTz0mOs9eS20EpjPQZpmA87dp6pAnlcaal1bLOFQV0tbO/fbq0SoDxXO0LAmWEGYCkCA9ePjR+kcljU/U5IEeAcCjhKk3vmQC/GklXesioZIPe6C3Q0UXa1WaLO0/nkds0oeang8AZxpneQARriPE72ItB9Rp36dn/MijT4RP/eV74eChzeGTwZ2MXUtSmVTJiumxlHloe9sP+2g76FVE2E/UeJXDv7nSSLWUKkAYgGN0QiXQYQD8LNS0HSv8gygdMzZB83m8myv4pQFZCnPvmamtfbACjQV/dZav4tYt9/+PhshEvleLeHh+d/hmFft+v+Qhj2XVeBQu2D5CqJDgieIjb8IPmj/XZYn7KBEKcvvU9BOnFRhILlJf3rlYBDglUFIVoFw0rULAG01gUtNP8ty9frh0LvxtDvpQ22MP0R34gZPOmInhCvxvmMJHrYAjz5uI2+TyjMN6JT+mxSxnY/TN2db5W31mGTBBNue11fa5BrL0Fgfbpgk9CHR7WqQjfKzMr8l9HggsDtN0LtoaAb5JAE+PJ16qaacM/5GHnnzJN+//6S1f+/q/fdahh7maqfIXYRO39OOuyKoXfzQg+gI6UzHt4wEk8zESXEsMVJQU0vFEFqd8YgAzjLAXAG8EotfE/cdAQyDg4ytWUK54FOMx9/bAQ081BixYEeLzUDXsI6IBF+QW928a4a1Q2ZV/0uspm2KH0XritU4Aty1C6tU6rX74d0vaWlYfOU1SYlQWwU7nJUYVG6XTuI90bA8usmdPvJqzFdTTmF4R/nSZ9W9T4hsLF571W8yShcq0uo61Hy4TtLAPzVpq2H7cq3ZdljsXBRxE/EQzQSPRLpEBK3CeQLD1uAt3vbX0LvOk1D3msaZwPVR56FDPHQ1tMtrpwMwa4w6XgmlYdMtLi0RaK1Sny8UTWfuTzsVbEz30q2nXSYBXB2HsTVHN9WtADbsYMM+/xAesSlCabxKgvlt1vs9UjEGIuydHV5TK5JKF2tm7fQDWRbYu1z/X74HZHTz0lGM+d8cV8OD+H3jo1Odtv/XZz7lpjljVagc8x56Z06E1eDTOeO0SU1iEuFkmcUlL0VCMEHEna+ySJYDXMDa31jp7D7NQo9aVGsdhTOt8zCCsGVDLpwEGvtvtx12QZ8CG0BCbDzvc73S+1aP1L6eMDwhurTdUF+YEF8+epuei3QtGt/IISdY5x79rtLKu6/dghR/UtEqLAUdj6GVd2/xZSeukGq6pKngwddNJylXGbGy6Na290tyUnPpUrVdXsnU0pFYpQEYHcoAb3hRVC8gjcx7ZtFp3EJYywCDMmzc0MxnLeZ5WxcgKBfyj5JfgYg8TxI/UfbNFc9YISATUw8Dmw7zshhN7CdyaROgxU6SXyitdJhLcUgtNRHvVQVn+0PP+4OBzn/OhXgHqwKg0FKYx5uB0P5r80PX6fUBwdvybBxdZerCCBmciNvEcWmjHN0cabq/wg8Y4CGb50bRavacEOtEiNl5m8cBHnn4OwGTpZnFrfpbfWvteOJ+9AHBNkxyO9AtAyOAWAEgPEuEfVIAPpi6L1pStFunQBAxL+3fdp0QAtYQZax8tBsxRuTlTqfSWZ1h6nWstnUIOjXBWEAT7Wn3KwGNz8jwGhs4AAqgRvlT1sfLj8d3KTTrpHHMk5II+Pd9z+NwFQmRovaGvjnlaiteVW765BaHiamndHwJ+sFqH/xjyoiXe4TZBZ5iqB7QjntXB4LdAgEMCIlYPeUVDRgkdKubnuN85CET4iBgWgBWZ7q+HPWox2RKGavXluHRpbtzo6k/pXv3gc98Pz3vuB3pT0PxZXkJmEaecfw2grZkZIW5JuMjpnsmMUg8A0+dAB+u6PjvANhpzZWluFrCG9O+AcCbIIOw9/Oj0dCsFZQzhD994GXUJIwhtc+cnBewRwTUSw0zH9ro6Iuo1KFBg3S1tvWO+a4TEKV2CRKci4Z0x5OeYfdW+ETVKmSFmAf+DH5RqrnmNvcCxkHLZtFmpfisFXrIij1NMgVZj7gVjsdJTAX6BYBbzEf2NZsAFWr51JL05OLRe7q9n4bUYsCerReRV287f/Ss8mhURnHH6ixvsAYhAwKcNItVaVJXYrBDmJjG+I3FISp7aqItkHVx6c2QfC1xLBC+TijBYNy/+Pe37MZu+BS954c8dXFl5ODAPsSqLprGGnM0GpIKBIIieQJQHgsj515jZbtwweTIgzHISCa5IIQ6l9XpzevnbZi0KDGLbd69wgaO9NKWeWbYksMxjeZBM44sEAoUFeISsLko4hWR0uCl8gtO81TLWVPI+4raevbD69jL+RX2eYR6SNTDRjPeI5uJG48aLAOjJ4pr6gBwcZbxDSI9i6fNWADp1TDCWNO6SaPswIE2upCRNoaP5liI1mgFbl6hHwM+7/wxAiiHZPOWbxOo93G9BsJZU9L4Zm/tJctgsM7e25GazM0gt/yQMWGH+EuBDcQksab+//zl/+MpTn3etGqlcpLEKO5sS0SL/mhBQJB2el1iaGm3beWmFn3RORHT7v7zw3ga8YTg3uYShpjGLvvIkLxcUE2mMN+1BhirRrEvaag/OOo8SBuxldl5651nftz5y8mmasFiCtJbOySL22hpcDEsowdfgOxPeFKV4xebsIT2VwTfiaTWpQNUavqek0IFjH7omQvrTYFu0QDDXPs1669HYnOXzygvuOxNrvDlyA1CFeBWuwW9nTdBh1l6zqredt18JVUTUjOWgqmaD4jkJ1YS0+yrWwFTC1wdFl70PueQxKRJsVmDoSb+OtKb0/Ph7Lc0rq/0pEaFDZgRXhNxWmSFBp3VrpuTDh+tTLJOuhwA7Ioib6ceaPf9v9kfy/6/W6ksBdEzabu1EHRKSZ8wco9EYQSjqEOYXSt9lmNr8vivaqofphDWWtJUucKdJV3BMVTdg0gxoMS9yUKBRewUw75vldtb6Hrj+pDMBewS3w8Nu/dWDurElAoVEZy3a62Qsg5J9UpRxZ7YmsbIa++8k92G8xaMUlvSMcpZUXIOtbd7tWwboVgID7dFKXLkj0vgl/3lxABmXWaxX8L8B0E9wHnI7Xj4IixuVMAnrEpRc8v6G9EoEDoKxEPF2Imo03vCn4R07HezsBt4JSA3sW5BSpEsch/+XrE8SLnKmfuMBZX3jErAHIlwLAF+eMY/5GrV9f8xj/mHvT/3kW655/GO+/WAN+BWEOo7CnC+9zf3UooS7hgoR1ZilGvREfSZecgZxW6X/3YDwpA6fmAWLjIapmmCTSeVgO9P5j2HAsVDjWONgy6Qxcz7eVINeJBrYkwMt5Y2X3JsSZifdJ4upiwhfQDdvvuDeFxyJe6zR6Ag3GVLlGmu4HAAAIABJREFUY0GkrLxFEOEWaFLD4MKI2SydAXOHOTdeLuB3naanSLnIAgbDg1TDHyDgdFFoScvlmPLPJhDJ+ijDKHumhrHM2SO5IeD7CeilwQ/KTn8k2gjYwcSNsfV7AsiKJSFZqMG9ALQDAJ8BBHdOpnBVap7JhbLHiecSM1WqpcSm6+z+sD/4hS/4RThq4/5w3MPgNf4lYqoZbUssvGBpqcvQHHLM+f605nFojLA3Diby+lg7Zkwc+NJHTFJhO3FxE3QuMM2jcfOyNQbFa2pwmIF+nABOj0D2Bxq0VsfYEpAs7bKUIY7pz5oj/567r+UMuA+O4hk/biPSBsGcnNIJ7mMEkFGPVgggHmFqsrtvBKiQth+53NtMvQCu8jTIbAljyIG7/opOubPL8VIxCrqEAecYxCJ1Ip0MeCes178Gq3hWpqawEO2mmhrU6OKxgoT5YPon14u8Vi6a25eSKRStSqXxvksR0YOLhrCzXqleH8ydMZEqrm8LIDPpDz/9jF7ptwJTZO5hlPgbSwl6aYrMZK3eXBJolpprtRrCvH5rnc0eZfbU9X2GgXsYS+n+cp+5byxt1TOnrOD2R888Pk2/M03QGyfz+tnOWIZSwi5FL3uroKVjNalFE7gEkM5ARKIabo+VBM0ULM8Z967T+ukeJKzcmnO5t0GwYF4AFbwxRj20SjQq/MaVfWO5BgQXaDaVqdGAvSboHKNUQtldgULOsHCeqppU3h7kkAHHflHABxGJMUSbBPNBAnrb/6IXJyPUpPctNvPEwWrZ5HHp0s72cC5sKD4aNRzfZsCLSfBW9HPs47U05TEE1dIMY40wR1ylsWcMoPrrOJ9Vw0YuYRa9fWgKP0wGoCmpbzykz0BNWwDgWb35GmAdGqOT1ryIibdkD8LYFtM+EndGFGgi4SUbhCUw7TH3Nnwjak9SsYaCOuDxfLj/VZx8niKcZwDoKQlafIwCh7mwD1jTJoewj3gQCf4OKniYAG6frMFVgUHz/zfBROSyiy7rqKR4atZKWfNuT8Gj9eUYpeSjTcs85Rh9gYTVAOQDtKkq81t0EAjPxmqWh8abbkGYeU3vuYdTANghddMc8rLmMV2FS4DgVDZxA8AnAeHj80AD5Pzrsy+/8fjb4omE+T/5SXce+2/OvPxiwDqkInQmR+IKLAhX00r19lj7LSEoOQbIyFIA+G3uz4sZXTK2yVgSjdAi9unY3tq92jxc/lhHeUdBezUDr9K1ZM6puC/uW2OMpQxzDNMuvSNS+9K7sIwxtT44yIdWqiZFj+r6aqyQYzzmhRGgYUBpRTI9TXSVOrAfhVbyUNlUnIbZIFyR5hbzd5N1vMYyf+f2S6OLCv3nf9YyYwbut5huS0G/YgT0CrzPk0OtRV+rJugSBjOdwAmA9CmAeVFtVvkB8OME1NTR6v6S6j4Wo/GYonljBODrA8CFyAneG+XKavlq3YXS5uO9OJblIBxyYzKv4I3ULw7RSZfWvliPWpoHS2ZA+Cclppmb/8t/Ou2oTf/QPPCNGw6991889XMszLxpGQXe86bNcVWTLCLe+73CWyuqYw2y5/eNBYtSopvzB3oYnBsmM+nMm+IVoDU9wpNwTo2roAK4qbTA/bKZpnXe1jsZ83vpXUjH8Cg21rxE95SgtSHCGtEAKtSlyXlL9UnrkUzFgJPXAk1jeizG0uT2R6OvFu6ywqBLYJZ7c80qnjJ8cicMpNZUMQhLuwCC811M5Ga/Q030j4JW2lu0xWiEhe4jpAoJZ5VUIud+vBAN4QUAOJr6UCQl9vy+zBixgouj/Dc131gyS1vrSedIq9UrgoYa+1csRm49UNG0oWNhixdRmsPLXnLu9Zs2fYdD/OcylRKR7CGOjXl0mMpjwkZK67eIu/R7PZ2+clKtmNWZrL7T+Ygl9whuRcSPi5CKsX+wICXIKu+4KLMI6/KcpXUn+Xcl53srIn6Lf1+mtWNZc07XVXoX4u8XfdfcV4F7TjoSP1QwwnYkeHXOBJ07c4FXiMUkCKixdGkuQE8QmZGueQUCPV6oOZA1iecEgYximKu6x8s0zfA9TGTh8gxy2TRfr1TUOd1Mj891mNPbM6MOnPvWBeVoOGgfvHzo/fKHoikG4ZbJGr7KGbWs+XX35CKZS/Jz04eg+GZ2AcHJwqMRL4XUx0+c/hs3H3/8X57V60MoP1dKpGJiKdUS9vgXLWZj/W4xmxLTqRCElTXX5phF+K0GOhYxEg4R9tRYvTJX3rH0HDxMNG5TyuQUc/acMDsD7KxxNWGrWll56TKgJK3xVQVGRlwyiXLcn2EVnHK1Tm18LRI4Z/mL3VhSpkbhWvvNE/+0gsrVQRUHk7Kk/CiARQepop/BGv84Mc3vW6PpaWNje2TfLe60iwvhzmodXp8DI1EZsHrwQuh7wGs2ADGymMaSBGJpmHy6DrN1kRau9SdF1uUkXEfAgpreVCo5C+1FYPZ4Del+S4LHk4/9wvaffsH/dSEEbObwnCLC2Wi1QmEFDxPl7sYyDYvBWr93Y2+YqAD/JdpQlJJ0NmC/yERuL7KBVsC1UOEaFIoTpHMriZQuZbxjz2lozo5cDfO7tBNpVn1KMpF77ofI6BEOdbndPBbSvsOP1qdZgC5j9qaQKS2TAeemW0xf4pxiC5o4HliN3+kzXAlRS1MS4u7dCgMLHAT4vdQSG3AcxroDRprCwxqyaaxlDLitnes5KA/zDDMUfQiELwKkF480a6uLt+Y1iwZcuZuANnm0R+1QHYKBaqKw5ii9uiz4CMJXAfAGjg5kaUzzGWONXGHnqW3/zcU57ZRrn/y4x3/9Q5PJI8963ON2w9FH7Wt+Fuu2RhPzMmD+ZIyGIfkq4zq4HsItmo4z9W09TN3TJmyTsIYB5KhnHz1rLWEs0nmUrCseK+4LgJ5GAL2qY13bAlO8y/ctLNizlyX7ZLUtFaSl/lrQiLuUSOPkk741L6d5pXTLY51U54c9EKWO9sYWPyAZUSvBqnZVMuIBJJ7B8JcMCpLWF1Dihkx8h4GbcxUba2AQTgZzaIqz4D1QUJDCMkH3UmOA8EVpFO0ypD9NWyRszAkDphCbEoYHgXuhph1Q4TMA4c7AdDLMfuBwX8XJ3UKVJi4OsP3yG0/IFh/PjOO+XMp+3AI1foZrXsbSqUeTTX0R3uCzNuCuw/5mkA4G62DQDiZmvFYMhRP6F+FAXU9fFKoKhZ/GMNockbPwdnNpItyvFDzFOM4VVjfx76lW5mFCJczQSo0Kgo6GehX2xjMvi1moQkHLGFdXJ69Nz9piaOl5D9Cz0kkJ7g3P2lyadrOZsJNr+nqC0bz7ZQmQceQyrtdXXHbTiVxFqOhv2/m7r5GLH8y70SJv44FG+DlNbV0zz6am13wg0wyRMJdDK20Yr6eFouwCRSX0Ly1SO3VPxgKLV3hqzneCbwfEzRycXAGuSQIAZ7tIa1AZMDceq7IrEooqcWS0RVcoe6npO5TuiqWZsDlZzRVh++U7fAw43b96Sl/JFdgO44sRj8OTU8PtPYAoHg1bk7x/8LkfgOf9wPsb/GaJKHdTTTSaEsbkpU6LgjOI6UOx6XLkGryChsmAnT5SD5NadE/X1qbXbXAEj1mMPKBnEdHAVN98u4w954j36fQTgNil6Gj3UtsX7xnm7rWkpeWKw2tz8YDsSLC6cX8aQ+msmYRnS6lEGuMw6KWe+iSk8sQKQinPkQUAuBoQvko1HgNITwCIKrT1N7lTigjoMNSw5a0fPfFPuImbRuKkV5ZRKBKRxXRALkdYYu/3PuSYATUbUfHb6mtvoa/2cgwCvjxRZCmjk0wdCHgrAXx/BL49RhjgoUyJUNofzcSeWhOEdlIVpDCElg9tCi0ewqAJIscfd+vOM878T40WYaEmxRqSxiS0ogKee5ZjPEoEbk8Daud/RxcFj3QIqIM2baaQanlewuyZf3b/CrS1ZQo3uT0tWbslFOTWvow9zwKSANyCgJ8o9TtL0Ju5dWaE+WxeakqPlX5i2hDFfMhmaDlTYlDmVCxQk7vLXk0xofVqhTzPu4nbKAz4UF3RSxLrab9rKY2LnztOzkWYfh9jSlgCiR4v1AT+PkrUK9wi8hzcumU3Y/6a9vDSjSndcDHliZO8I2ANyachXABvOUJvOk5Yyug98khTGalL3PpG4oX67tJw+9CZomlnYdMAYJDWEAUfqXjIPOa3PnLyOwb+vxq2wwTmQV5OjS+sIcd4VO1SKd0363Poo2SQkM0X7Hrb2PtvfSemZhXuA48RGE4u6tfDQC1m7umD52Mx4G7OCwTwWXvLvz9w/clXAsLlyiMS618rd2c74PCu5kzzRhxIFuAiBLbyvCUm1/lXZUYxoFnyXGgNAFfjvbE0aWkfS7XW0vaWALAKk7sJ57gU3F4Ehmo74jUiwl2CqZhbKILNkEfmLLftULO65vO/Ac8JDJibjNLurEfgZT7cT96U7JfsQIYWS6fa0xRjs3T4bwI8BmqA1O9qrTn93bsHjsjptOt97EOIcveKhITcvAb1LQkIKjj38h0nNP7R+K8h2qvV53smvyjqdEbUq88D9UyCXPXhvwNAL8+Y/XQlwBFqulCKKR1NWNOwaFZk/o0AMMs7b17yP030rJexaXfPYpzW73G/2lxK+hBSs/YePjw9PY1CLumT5xjmhgDH1GxVq+GhrCab3stkA70gKAh0M8EsCCf8iYGIkfBkpEiagECx+XdssGfwDTdBVtXEDObK+UVTGr2I5XSZTHjblt23EUCvUh4ifoOIniG8l8h9V305FUDS9jmBRMpHDpkmClhIOQPmjRqbG8aL8TIfJ9MKzbKaWgNITnCKYEII3x8QkFqKzS9eRuw107R+18gkCnuhxpezFYAATkCC/5MATorHHQu+zn1sP//+d6RSYHiwFoxnPAdJY4g1RzlNhA7BFK+GKmHAHeOb1wn27HOPaaSoVxmiO2QAthk6N59FGalnrVIbS+O0fveM6+2D9wDX6ksR6M0A+JiZIAN7Dz86ZMAxU+X/TplpvJ9qicyCCOp0nVLtZ6nUIkzh+vSuBuadO3PL0rQIjeRvLRyEdr0NvdxQrbxpoPVFyopVvtBLx6y7ZPXjZc5z3lRf1FSZi/4Q8f1E8+p5wMVfCN69MsX3dKVnz999DtTwUa5Lm5mzCeAxK2IBp8ZBv9YaOzKXM0HPUnLyAN2LbHaOuTvSeFTAC75sPK+VODye4GFAWukkHltL7m2891Jo++H5fnZocfWmWVWRwVr6g4yyXChn2wk4YpK8YiWxCHMm2Gg7AFwEAAF/ureyXMm8uDrNMLpWyDdVGLsZCFVQ+cfS5o4kcx5zBlYUc3qXrTG4fYlv16IdQl9yiUzljMyzzdR+3rhh8uS4YhURHQWIN3MWSjvvGojOOu7Ce2+x1sG/596/h1jnvg+/Cch+8dQkCN8eOJCFiTxWmUr3J9ePZy+C4CHwpnaoGd30pMt2UeoIzwKiZ/fm2qbdjgXw8ND8bBBWzsZtRcfFC5EmYjF3U7KLUoK0hUph6p7H0rZx+2gK+sw21S5m+1HqT+B/LjI5h8Gb/ZKjEefzSwFXuGZuDddU1aySVOyPtxhPa46UguzYr3ZRBAXa3x+CnRXiHbGpsWW2cysBEBfh+FtAaCAms39COUWFSA/Qmjy1bxeNyo7nXsKs5xqnjtttnZG1dfy7lfbFbXJMbxkMX5uns6DFASK6boLVd0NJR6n2MwixCQ1WcuIu8a7HQ4gXZdDW2w6oWLncVsvqdSQZcGfJcwQ/8Vr1ACgbfUq6Q1J/AcDD8zYsfqf1kU1DWgYDHuG76Bhf9y3heQR0WrwINjFctuP411ubY2jSccCWaoJe1sUbOVcx2tmT9yeNZwo2849iH/mxRHhxLopcYhg98+F0+hWcVB+MCztIZr1ozkM0L4Q9SPBJAugX/ZAWSrAG2AemdxFphnxMMKMlkySnYaX+zNKobI2AC8xSLRwhAZIAwLvr1eo9ab5rCVNPt9QCPgntvcFv1luwmHnv+0zQmhoj0JYLlNKhJH+v5gPWcrQTrfQXgIDjC3p49p490JhNjjlYyg33KWmaVgqjVztN15XyAAH0I41lSbsYWPlyEciX3XCiDPaS2fCxaxMY76VE+GYAmrleIF8bOcuAPQeZu0S5RZUw923n3/+XRNQLgGBM6st2HP8C6xLnUgF6SC1rdDNESCc11JtD6S8EeoAA3pCM1VyKcLmsVCtrntqjEM3pIzTfSJiRwut5+CIBhAUAQrhDC1KTNK4Uy1jUPgh2NkY+6sM5hv1DoG9Q4u8Z7C2bFgl+EQCu81RyshhTzsed9T1HjMFjvjWZ2KxBU52IWgZb0q/nDmptvOOUCATSWIYvP7qjdJAIPlBh9c2c31gK0BLm2MPulrTdWCs+9PBT4Bv3veTA1+996bsf/d5xnU8xrMcUcgsAfTQGzIGm6/X0FM08KsV3xIG2mlJhVYLzaPPxuVr5x7NA1/r5gHimcvdEK1/GhdarYVxy50vXZqxz/jPC9ska/p5UmjHLgLmHRYKwLFu/17+89bzd2wAH0bIuVCop55Uhy6q1uTM+PaRBBDBAjQAPURcd20Vkc+JYrBmGrkaZhsN+Swd1xC5HI5TjTlivfy0WQGITs8Mfz1PvrdlDsCVizcwFCTZqqSMIdDsB9iIeu/NLCs5bjNX7OGWtjk3f8DNQ4U3zPGLYW0+nL5cqLnk1SJ6T6btsBOtZkNoYhCrvuuN2nvMM7cfuuyi0tdYIjnomqB8PiCcj4Z3rq3jVkrGjO0xqzeLBbogHHzjl0k9/7nfftD496rHtenv33uPe8SoPCUMvwkkYy4BLXIuee2TxgF6cTtShJx1qRhPxQ0T185O5jIqL8axHa5OjkW1KFBfG6cH8svBkMuAjMKmeidkTYS1FB6/X09O9zvES5jUTOOjTaSUhBLwNkP7YCHSIt2toSo9wRBfZ19JvDQZqCgumRN9OKI7IfuFZb9h87BO/0su/lEyuYh4s0b6ZFpwgGYWgGUROheoHbo3InfXuo+bDVoSB7cddsEuEK/X4UHlOFsBJmHcTwTup/ryq6w4uNEWS8q7Ramf5kMcyXQ+T96JwNXfpcP0+qxiGR5jQ1jOWofT2txBRj79Vqv+oWAaWcrMMk6t1Z/j33H7lrJNxHnRunH8q96C1VgcDTpWG5uyOKAMec8i5gCpJM7Q2Jv29MxkLOb45RhOkVqc2yMNmo7S9wkPp+qT20pw9Embcl0eyj/OvEep9P/PiV8PjHvP3MzjADIOUQDo4jQkAvy3le3bgHxUcU9VNHrSYCxoTUQC6WSoo72UcEqCDZA5nX+HmC+4VXSMewh/2vFvjLDf5YjFSPA0WAhAxuJdxh7gP1Z96wzPPWIYQoO1PhfC4FMQlFuZEIS5adCr4WcLEWIKfoQ09pCqO0C19/15aqr5Toluwwk/kcOSD1atEYdH2KupDjR/R6JJVwi8ec4yFs+Q9ePdC5R0ID0KNXwSkNEj0yDNgXqhnAZkwelM7K9nMDINtxlGSp3kIApyce/mO425yMmALUWppJhLP/nofr7WXBQFtTVdHb9p/5Ste8rNNAe4sWMKG6q4uX7SdxKJwhJafj823PJQX31gi2jiFT1KVBIQVVlMCITI7PYcmynm9/lUgeAMCbAgCzZjI3JSJcl9xSldpoYKZdcA+P+tu8e/SHkNN5wLCn2r3w7QWKIKfV/BK510a14JYfYao/jsAPBkI7iypsaspD/zvEiN1WueyNHUZtGLQh5JBMXaslObxfqRFGcZmiBjMPbt3QjzQRHFRHgiFjY6oBux5dA7z5tKYlcFANGzlsAytAAJHUn8ACL8r4V0fSRNJyQXOMWoPE+dNyJzVAUTYIVRsMc9OSwM6fHh6Sogy9mgsKUEVA7wSrahRzJNqTu7avat4feMrdNQTDnOrgY5FhIsHaVeG+bxdf4xZfbCe1mcjTl5cMv/BPqam/hFmfM1f7U3RkYSNWCBQzvFguB85fzkCfAYBmzxdCzUrzMPDmKX30v7bpQn+bxrdmwXm99BLh0Dg6UZ9l8ugVyV9eGlPWJRG87zIU57NCW0868jN3+P6+2dnwA6N0iTi3k21GPA6Ta/TggLaMZq5CLjVzIDEwK4SJumVeEsuiLU3pfNTTVwI24HgQinQIDcHkYASbD3uwl1dKoFluhU1JyFvM56HVk6xlHFYBFvQ0PYCwT1p3nJuXLFqE8D2w4en2zUNXpqXJ7irdP0eAcq6g4vcD3VNWhwBgAiJqWngUrqZgwk2jLZC2ihgtfPnbsuepO3Frjgld3c+RYRB0ftcCqOH6VjnuYw+tDG0vtv2WezlUmZvrcOinR7eVsyAPYvwtDGYSKd1xqlCEvZoyVg5E3QYp8N/Rjhdq4ZRGjwwpiaodbi8QdYFCZtYKqVZOcZjUxikR+XRbi0GLBLhoX+0l2pSaoK2iI72u5zCJOMKazmlUt3i4GuWGK22p9nyke0CShmwGN0t1IIes3+jAEbaNK1cJD2nFB33qmGgnHXPlsQUQjemYpHSALnWLVw/yBCZT3SPkNvb0VYp0MlDd6yzlLJIqKKz3vqRE3uoYSW021I6BOVpUOc9Ua5MIcjaC4v+WtbdpiiEtZnx79aEuK2nTb7PedEFoUBzT9O0xsqYii6MCy1IhaBzSemWJh2H8ktVnjwRftbh8h56Lrq2R0Yd0KyU7hm35F4Va5GJqVQjnFzqsJrSJVwhqAbcNSH4XhqwZY2drqO0vVM4OKCBZ/D4D3z45G0DzOxCX7NYOGCECZrXv7JGlxDSqYR4Zz3BqyZr9eYYtnHzBbuKi87zOgc5wHX98Sj4jF097/ICjORN03KgnHaP/ujGz1yTCwCV3ipnBByu19+dsaiZDNihQXFwI1ueOEivBX6Y3dhYiM4EUOp1e1eJrVk9X7P1pjt660Czsmi3Npb0Xac8ZcreeuipNGap8pIWNcrEN7XnZO1q9LtnEZ426ZDaIi1NM2f3LzngUo2u7btXiDlaUx/CUq5AMvbx9b4T5010y2RavaoDHN+y+zcAoG+aSWEm+yAc8fGI87TOeIxka13DHOPTND7u0xtkZY3Pv3u09XSeuZzSWcECHT4yzOmB6086swSHOKfJLRKENVt/WtWK9gNB3VXCaoUjD3RnvOeCf/phQDy6dy4ZoSM9v2xwFsKtSPjxODCQ7+zGxz9w6fed9Mk3PePEP3vspqO/00Tuf/HLF517192/8NGca0WiB6EqTivopr5hU/vi9bgYMMAVQPjngDRPRZMKD0h0QMF2H/N+LW0vZUwWDcm9x3h+kvIkKTiLjFciDOSUK0kQ6jRgz6Z7FuFp45U0LE2z7Ue0+1vziNdrgZBL81Xy8nr1cjPzHzC2dP8FuLbm0cYA48q8ebqHEOGdDDYi+Yg4pSpFFgPBV6SVqMztbU7w8dwxDyOU2nh9nqUm1ibFhbXoKZ0BFZxE1K9GFfenMWiNGXlNnt52YV/avOU7Iu2x8XuWMsV0nz0+5Pabfu1cTo+qqhcdv+Vrt2nn6+k7l+KV9hvODWrilDCGsQ11bweuiBs/8ele4ZaVySMHfurH//27jz3urvfcuOMvWbs067qK9ADhFqjxM1zONC536i3j5zFBB4KvBIF1jN6rkHjb8X7zmAHHAYE4VSwFxAjHMhA4LPoc+rdST7350SXrKqFBpTQtXXfDgL2T87TztEkXOPumVwXoIBG9CwE/Dkgfi6TPnnaWs/trZqG37Dj+bZ6Lbfmepf4D4HmYpHLJBkXtTTNxawpKmXLrE9rEGT/KpZHKLu4RKx0VBFHlzlh7WJaPpuTSe9uWMi5RiyqoJysykUyakXd+3nY9BrxxkpS1pHOgwo8CtWg8IyKelWCwwXFIuMkAdPDw4bqLbB/J3K897oJdzBCzfxntNy623vTBAtQNf/xp/s9Rgrzx1uN5urTedGFWEJYDsa4IEMjDGAPP0KsRRasgvHUyhQvjeco8p1/vXVNA4vzplg65EcJKmaV1z8b8LvAefzBPKpVoUl1YqLeg/dbzd28DEuvCNuWyCOjliJGpLooi1DY1ZxYSTddEtwBW3+OajlDDJxPGP3g8HkFDaNPlf8WH5730YjvEbwLR0zOXgasFnc01hbkNS98e7VqT0ruzVfwt2lra+ZmaRLyOUn+ryEA3Tm7PMZ3cGKZW5vBFN3NSmJ2gMYtFFzSNNi0GEdbvDfyCJNrcIiiiL5roEQA4GJugtSIbnBY0Xa0uUiEk+yld+xGpIsJjunkR7Tu8Vp+mrTu3fnVtNWzf8bFPf1djwJ53LjMUccSlljhNR/DSkdw5e/twmschB7uZ8Y8ylrsUXGa74BYsIRj25kgy67711YimNRjc7ZpvxHtxecFSsYXokvSKHgQmkkpU0qXSzBMKMwhdcMWdTxDCz8d9SnjJ/LtlIvEc5BIu/bByUH9DTJO3Zz89Z6q1Kc3Tu39J6EpjfMeBwGcZMMHOekP1+piZ5PyOVm1jShGvIqY9zAPWi9vzsbsZMECXT2sxX71fuHK6Wm0d1GfeMJE0E1Y5RSYqrRFq+hNA7L1DjwvBFJz6i93+oT/6X9tzEbKeN9wpJ/kyn0srcSrNafj25lql1wTueeO8Vi8D5iCxy3ecIEKzhmMQrYmSmyzxWeesnJ77rLXx7sEiY4RvsyZobqRdTItpWL/Hk9+25f73EZBWYs4MWNI2QjYT404i+PWMaZsNU2sAGHxGcfdqxaBFDsM6cCuSrhkb4RYiWEdgTXcw96VEO3rPVCIOJdHgy0RXyp2LZdpt5iGZoDOamBePOJ2Xlg+NiN8iopcBQq9aTI4RSbnHCHAjQSNUzpC0wp8gSGh75glCC9+2uNdcwL4/XnNVZzCj3DYEQnmFBg8DzghCcfnRZqqhPy+T7RitEiWcCUbqWdG8b0k6i9xbytAKN+2S9kKKUUlN0AiwnwfBqGiNB3ZTYcDvJ6LXstGu3YOTerpdAAAgAElEQVQ6TWXyuu4k5SJ33oucTSkfyAZh5SZiTdL6PZ5ozgTtSdkpkGRC08a03Zhl5ZB57z66hAPrcTfBDBO4BBBOZRP4ZA2uCpdGlGoB7qGG0fb+NJCQYbWWGfEwa/yG3rv5C3sVF2DQ8rQFmDjRFB/GWza6knaYFgPm73pBWAhEFd7OqTc5yEZv1HKCVf20FO+4Me0m6SUd3yS4QssbDvNmrbRGejoSvS6FcuztSYE/uMQtIOFnN+MiHQJCjl3IVnUCAA7muiiuNnX40enpORN0mF/AEGes8A4Fq16/tZpMPnbo0FOeet/uF0JNKwfv//uf+sB3H3rWN8cGRkmgGh4XXAl95G0KWAIEtAkRfgxoEPfR9/XmNXHu0kW7uKHkSmPgIVijm2i1egUQnBpgNrm9ZRVM36PESD0maEkYKvAdq9bb0rPJ0W+LkWTzgMdEu0ZRum4Cr2mqKSh3HHXnxVVtHoN8GeViCQhcZq6XU5fZRPMSW9qt9bt4BsM0Io3J9vL4MtJ5WOJgPcI3NBNym78Uas9Kfo+3Ug0O+bfnPf/iFGKRmVEMT6mdSQmDKNHorIcU/+5h7OnYBHQIAR+FTnuggzrT7Ac0aWvWLAnSWjyaZfqdtddy2tJwdDFHWa58paJYca/SeX7x7te98u6v/FwX/3DS8z52wje+9uK/iMoJhgm5gqRKibN2b6x3H38n5N1L3WrFX7QpmLQrfJgxN7v2zPN2UiVlukq/PIgLGmnOLk2BKjmbXKxRWnBDUsSyDNiaiGSW6JmsFRDu9EA8wA48F6vElnbQ1qOJ1yHklcWmm54ZJ46U1nws1tiy8EFbAfFbzXqINgtwdldw4exGawY6AyskArg91pzTvcgIIl1TqUKSMv/DRHClArXXPWzDT6QRjD3P/b7rz/2hU6+aR+w6q/yIqExG+ovGRCzmUhy8RbATEXeyyZU3XCqbBwBrAHBrBfg5Ajpa0Iibs2IT7uYLdr1NYzoBPjHjC51yDYb4jpQyYK/w0prkP5ya0KWxU+0VpnR6rrRgegYpbvTBQ5vhzz71/oPr60cHgVrOAJhPxmRK1nu2mE1Ma7x+WSNGhofsMisyb260CdqAuzT3zNoT6fexNeA956MpfIC0M1hCLKulQzjp7YvGS00kLO9EeEKexYubbSSJG8zDvACWICEyq9bHEz+S+L8NRu2uhqTsWWx6FLVMnvMKTnpgICH5P5W8HJovdyc+0MyD1opXeBiwuT//+gf/4JNHbfqHJmr6kUP/4oqz/vNvmuhKMsPJp79I99FiLsW/x3urYxTPpxK0vzhtKPzqiLwOPlZCOhsIzk7WOEjFAQD+tysR4CapZKO0Rx4tP3yXDYpK1pMF0Ih8ttIZpNWhvvCln4O7v/S63vTFHPgCBlxKS+LBS+Ig4u8MBtxz56jMZb3+NVjFsxrhbw2v14IuRXMwTn4RaHodADxWuAsm/Y2/8fKTsbzEcz5CG7dwkq4/Rx97iIgKjzMZcIn0MnbTCk3d6ZTUCzBG2vSu19DuuBtVw4v92oPLIJjAJT+rdfC9tctaNKtSDxLB3yHC8UDwrGTt3fxXcXI3Acx8dnNGsH29nvajRxOLx/qG+iSskQNxQiAFAeFVkyn8dhapi3OSoe/7W6+nZg3VZfmOc9CW7FclorOtou9BO1OYoHnNmIki4MMM+QhEuxCqAYwmd6IJHZH5OiYuB4BoRxpZHE1mAFJRkuqkadFSUBgAXIOADwaLQIiiJiKGtbxc2aAO0MMD8XnXF95w8ItffnXfnTR034Sh3OZULxOJ19C+c3fOavytZCGsEH+fgO5NmamHAeUun6kQEJdm7VxQ7j3jMT1zi/bW7cJM1+M5n1xcywj/uKkIaTwuy4A9CxEuWezcVqsEeSVDg9HtW6fpaVJxa89hm1Qw00A0kfTbuxPg46ANJDpTQJQZCBk5BiyAXgyCeRDwVgL4fgB6srLMbsxt5+2+Jk3LgjbBnr9tgy4GD8YTSNGcU9UHjUDCTwyi4gm2X35jPp2hzZcdErnI/Oupd6sw8msB4WVdTnGyaRrzKUyJiXqNfMCZICmBuQ0Dt6L1tyUU5RQh55q4mWUFSO9U1k8d52rLgWdzrb3dC6mwxIP7n731s3f8zqEnPP4rZyBUtOfBH3hg7dHHX9QTAHFy7mStvoPvLGWwgxehDdK3lsCcG4/fyASrv0HAJ3I7Ato/pfpHJLrHv5fS7R4tljW13vQkV5VnvywFTVBG9lIN11QVPOgNkvPMw7FeV752TLeJ4DgE+DFEeADW6v942U0n9ix2qgl62/m7f4UntCxJiidVUhx5NrE+ChabzS6/8fgGtk48NISvQo035IpbW4ddelBp+0zkNjcdoF1Z42XMxKKUmXP+izm3fc3a8oV5UiZ4SZ35SzR9OXL5hPPfiwBfI6Afi/dMSuiXCE2b/hLj4opanZkfnKQfIcEaYQdn2D/OEgY5LIDA5QlvBIDXRCY+QWAapu6kPlOs4SFJg0yFAzU6uYABc1PLT27def7d1uDpEEAbMd12KAVt/ePBf7nvT//8g0BQPSk77pKAGjxrMwl9MheNcWq0jONASiOOrXl7LHIlGqK5B1E09pGm2dLaLUVN+537SlJ0TTO2GIS1dctujmrlP5PosimUoRytQyzZSJGRRdFu1gZpcymZg7Ue6fecZp5CUnr613w3aSR43JcW/i71FZux2ZdNq/gOoH5uqSbZGj7kw4iNuXRDTdTV8G3m6YC3VBj37UR9Bpwm9OfuRc78q0XchsCl7luglwH092dwjgg7kWaBVTnNWiqAkFYU4r7zZtieRiwx7QME8G6qpx/nVJsc+lfGz9ozVzf9rVbv8VgNPHdcaiPn/86EjRroWET6pS5lKWLAnIIV9vXB/d9/zP+65Z1nrq9v0LCI06EX8ltyZ6WMT7ivPd9t7j6LtEbIhLDgc71nZASlFpmd4zEtWr4ozS7R/L3uSW1O7bpSZL9uuRYPCONjxID543wAjUN6tNJ+0ksgBhgg7EKAq7wRadLGW4ftuYy5A80wpUHCuGesRS/f4KInZt3gQ+V5SxiuWgBX6NeKoiaE/UjwhChFqdmHlcPVvaWl3Ng8XkP9vGByA8C9aUK/Z780X24jG2Af+1dkzLmDK8idTbuxzLcus7I2N4Q9NVavnNQhT5xulgKrJO0ZgOsUwzngqNDkudOeNrm9UDT1XjqaM8BwNANO+5dq8nqwChpheRUuiXNmvTjOW89/4BygKVdkCi7DGhGvI0rAixIrVzqvEgaVCvolAkdunCKa6syi4bmW0PuStmMZMAc2smLCudJp8Fs8vsqAtaCBXLH2UjMqb5zhSzWlrdxmjr1w3gMtFTYkgrSMoIO0X8msGxiYprl7rButv/Yud5700E/scXXMlmM8Pg8D1oi75D9kBiwxZoWJfBUqvMEC5NAYkCeCONaajcCkwTDB5Gwxeml+nrl5GGtJmwSQpBEYGmhOhF8CSoL/EvxqRzBkOhWTpsQfOPvPatQSjUq1VSXV54omnkMoaWpEc4clLA360nueFnOzaLJFD+NqcLHb1EMPwhpK2npN0NiAqnUCUrxdA9N07CKMGfDgYipYyty5eIllc2L1GarpFi7JJTnSW6I+r9wyPOns5S7ZTO8lagQDZ/1Mbztp7EWDDkp9RhwWv0gwCK/hynPvewVW+EdpHqmukMG+1scRfHODuzMTZOhDnuCzMM7g3iDsjSOlw95s2Lj/hCc98UvPW115+OGjN+294md+85c/X8KY29zcGJY0BiI5UNfTF8HG1d2pSTmLlPWRk7cBDIqPbD/ugl0iZq6VmpPuPTNg2lBdI+UaW/m+/xwMOMzfWufevaccvu2vf+3KR7933HvyUfTDAiUI1WcI6B9TpDmLJngZcM4fq8SxxIA/BwDxDwHovA71q6WxCoY6R2LNSj5CW91KDl5r8AIa7VVG/HOZ4i2maQksQWkbolT1KyCZFoEMAFEJHS5py2vT1t8zYxM8iwDeYN0ntjK3bRrzNWpBWA0TOu/+M5JCz3H/vshcwywSFtiASlRwHhA9O1lEngFLlZQciCnWRm0///53DHyaAnybJfHlxim9CPFlqGs4Fiu4OH2wHBmZ8yfzIxgLaCIFfln7qPw+TFIXpHwt2GMe6IdvBqA2zWRups5YYjq/mxRANGQAOTSqdmUIhwDoUaBZhGrzZ1TtEasKGcXmv/WRk08DNpsTbKoBTu3wdgnWAGG9K0mZyyHmubXjuKOSDVP7WCAT6V5IzP/Qw08Bho3kv0ceORa+/LUt/J+5OrcSM8situXusGSCrgGqGO+YqvocrJFNxE9t+zLjaeQxhwxJoRFNkGesDUqF6amic5N5pcOaDLiUvmUEFq3CUZhTv965IDAg4teJ6Psk/uCdZ8s0LyWSq+uNpGeSCVzrambVwEmTLaSmITl8Kx7YQin9ZScHFvHsOp8I0DcA4fyImfQORQu3nwkJu7cB9rUJ9iEC0sfHhq4rflI15ckjIUptSgOvvGdiuQJWp9WTYbX6HQ6dB6BPTdbxdz3VkCxtAAEPMVatdYnTvGbF/CZGkht7MJP48zi42Qh1Bz6ztbyWB+tYzZqWWSGXwWx90wRXbL5gV5PKMNTY6bttYNKs0AGb6wmuqdq82hQRKpnw9sOHp9s3ZMo0eqObNUsCj5frX9vAdF8YyepTf/leeOTRmWyDWDMYd/g8TfNLiGpUCYhkNLkYKCF0Kr3Txn+7Qv8eAF9IRPuxgh+AWbxDs/cA8CGhnGrO/KtifKdCp2AlO1gTfGCCMMCvTuduIFi5TPFeJSFjOu6O2zSbD4M2NRTC+Aq50z0F2nGACN69MsXOouJ63EqjuWLQY+5idHQXhKUNaBBb9fD6arl48XnIfciJegRzrSGZSM7XHDcdO8/cRsuMkbZedsOJ/Shf52l5/QhRd24TvyQN8r+p/ulMZLIlSFgMuGWsDFPJ+zSogtPOdaCNAML1KQHTogizc9BBFtKTMiV/kfE5z5ubFVUr4sCpKb25qhqYyg60hAMRp6vVbxsMdTYrgq1cOWk2Nj0HknKa3dQJdgLgNwCpZy6zTNPS0kuD3HLFI6T9vuuLFx/64j2v0QS63hnmGIWXiQgWvwbHgGDyeaApp4p13D/eD4WxqLmkgrYqMhRBKCgCp9AE/Bhy0brSnr1L6RsHZFYAjyXqp+0hIlc4emlkKegNL+4jp5zO7ncKFMT/Kga8akJUriaAtg8WTZS+6/HANbo5h0CmVkOSpKfSBGyHxpY7fxeRdIzh6sdi6swQGJ85Tt73YrnmLnFJIFc2YC3xgfJ6ZJ883kxEDSRd9Nczi7T/PhAC2r3+Qmfu7D+fLlJZjB3gh0T4FQR6YOArMYpLWGcT5isxcumCsaBQ1/CwVH0qbR+lJR0LABcDQB+4ZJbXW6Um6HoyeVmIRJbSlFItc7I2/UOCGVRgf1thZrob+ozTlnOtis3iafBSv3Xsx579YpjApX1cNgPmt7DxmO9c8pRj/+7U5zzzxjtv+avfOfrhQ0+UhN7B3cy9MY95MhtgiHAYSBUoJX+sqV2OMYVqikHAjS/FclAZVVRq0VNdyBLMu7tDsH0yxd9jn7TkQlOAe3I8gn8zMZcNU7zKHzz3xpqc9btaD1iYtHmpVGnALo2Vflo0VneRFgg0iCcw2HhqwAD4/1Jp3Ey+1hihmfIl+Jtz4B+MjsPwdABz1Bg5+hKuT032aWBAzJhTM91MS2AtKvhe29aRACCMG++TZH6bB4uUY9V2aGuiyQ3h80D4A9F89xFChZH1xUrBCvvRMeMKjuEydwTwUIBS7AVhra9/0srFHfRJ9SWAeLL4YGvYDpMImjNtNGSn1rsf/o5wa71SXWjl/PYEh7a8X5pzzJ2XmqCluyrQIBVZzyKWlibjZiLDnXOl22kHUqItyQwYDs1hYofpetq6nfvd98sqb7Ng71SrACsz9QTPQeyZb+17nCDkFSgd3HeWz3i0f3uC+RYNA9YGWhbSinDYAxM0AeyvEHoMJJ669YC4rcxw2rq/BmFPt0mRUK39FhmJ5HsAgOsA8bsI9JAUQCHlFhZc9O5ipfumSbRKtKUoHXq09qxQ5AjMy210uqZGgVOkat7HOFhFqS41kKStg8797o0ktqJ+ozFm2Nhz7dvBcnsBZDmf43wYI+BK8vlyzvFKTS9lzGpCvDOkZnn9yGHwZdCgxler1NW2ztN6W5k0k6XcHUuAUOjbwwNrVCYANX43CPi0NMjUY0qX9tFD39ntWAAbfAAB7xRqnn8XoPW9h4kk6/Uy4NjFqfGWf1YGHJubA4Hj/5+aOTyMkb+TiGYuMT0+aM/lDO3jcbyMTXuc1qMcfKf4V5kBMGFApB8ngNOFIut7PCg2DnN7PCVXkYpwniV7nBPaBhqzkM4lFZewCKT2+3DeempDM28pan7WebGrQpuTlwGLMIwE3yBscGVDgNUemML1UA3SltLhe3jJAYyDC9NPqX4CIr42grqMLRK9fnK+YGm+e/b88K1PetIXT3308OMe2xa5PwDrkxe98Df/cwMl6/1bBrErvcNZGhMXHeAgtyldjFX1BkB6tla4xLtWqZ13/f0YGziHAEzIVpF5C0VfxjLgRem7uPZ8QJZK50o0ew7uzd2ZsdWrSu6BZoKOH6gawp+bvJcxeyZr+lAZWB3wGC6oF+cbey/1khiwHGa/5MCgIOUT0o+jzMzDctwMJZxVCTi9pNVzwEqK/DJdrU5PUXwYIeutHznxFklo8qKfhW9Lz1jxoz9KAJ/jKG5cr69IgdSl+5G7314ADC0dqd5Y/V6ApWQTtxKEJWnBBwDg3XULHynVR+bfuewgVfgKrOk8Auil/ZUy4O9851TY9Jh/6EUrr6w8fPCRtQ2nhOwFzWLB+zpWAFyEiWnvPZrnsTXRGyUktkWYfI7Wld7j1gp1/UBLVIqWKP3HlpE9Y92Oi9J6DY54sjbzFys5zLydognZ49vmrI+cJU8oaNODDi2lCZp1ZhiEJftRe+MF9T2L3tLmObUfFvl008Vpl1PYpPBpM16JWVXaUH5sac6sZIrK7YcZej8f2MUwZwQgLl4BD/MhEsDR0RpUc0+6Tg9B0R4Y/7tQeCMV3riwfOo7zyL0lBCCUsLlsGqYUKKePfOYYB9QADnq1T4DbioY2RWDZkcbVT6SGHfMYK0ygak/OG3P6UG7d/80HF573KDubqYcpyrQ5wi5h8iX3oUSwTuOyvfMxaNYZDXwjH9StYQJgZg5QRUJ/ooQHw9A38J1+lUWPEvX5nkLOUGbfxOF4kiQ0KK5czj5FoO0ItHb71Os5wGNDvs1JXh6hfC6CCUwzVUXSxYO8oAdBKpjckrUqVmofVmXU0WJmQ3giuy15qIAcqSfNQcj+qCFFBthTHf1JKMKU9O1BQQejy+dd2witsz4BfclHtbCHN8FBGlAkiiglBAAnkDbPluOT6q8ZO1ZyZ5zX8ygJaQqgBbhiDpQhw5ty1kzdzZVBuQQTNephhsEhVnhgwjYRfEHh/bf+OaLz/7fX7z4bMR1OOH4T8M9X7lAfBPO+1EM5SjFSJTehRIGHFc465mBlTQTDyPzWAakOY5hSEZgJIeY7ltrS7t6BaEmC2Sl+i0COjuZpwcjomNQluC0jHMV+pi7bPqTdytvgjJU+gauGDDgtNMmOIrzrQCGZb6G5tUmsbmq4ClE8PO92SyITtWZSSNTcyagpmHAzBQ9DyErLdkWgR7zTMdLg554P5FoI2BXYs00bcTzE4tXJAvw5lA30qcEudn3D4lgKiGX0Ej2l7a2t19OAt2dZ/asnIF2GYjVGe9CvPmyHce/YCyBtoQ6NfhKYZpM/A8fnp7yjH/3zXu576LgLYYrDMw8E2Tl9VuHtcUE7eijHoS1tcfQ+nRjS0/m0bjO8x0NNzuWieXOqFmbgswmWN16FaSA8EXrsP7tpFSdltIX1053RRyrbzaJYciaYXWallVaLCYe7akPJREgBK2ayFRj6XiYk+cexnTTw/QtZSikrmZM6AoDTirpQI0vR4QrJEmnjZTubSBCHBrfboGjoLpFuKRoO0KqMIYBnHWykMnbuGiDBxdqF2vzt4gEf+etNiIjfwn7LeyBdImFtfoiZtt9FszFufiBgbDhkCIXPs/0XIxgNp8JugA6Mx1fDL5C2FmvVK/XQDc0zZWDrOoK4NFHHv/83fefdeb6+iY48YRPwaajv9OAgTAmdOxP1tKMvva+/2Pbpk3feUs810OHnrL9ma//KxGfmtvFPlMi/AXgAgqNBDPH5ZbebOsyUbHB0/0qcEEt9O7jcTUo2raNWoYOWHgFuCaHjJURfLcD9fCdxfVYzMEKHsowo6z10sPESuoECOVKl4pMFZ+nY+4yRn2UE52iBRrKEEeoH4K54toLfAwWB68JWpKMus1yakEuH2eOCSumlw7+kINoaqC/QsTPTdbgqhLGZh1WiAr3gm9YwoSkSbT/lkUZa32ub+4iqRkKLyMghahkb8CcaFUQIiZjaTdOV0v3xzqDVttQi3GUaPPePU+YB1CNXwSEX2x4hzMIy4sVLs3p7ve+5Mo93/mRy/m3mFkyUlSj3W6o7gLAFuN61kMuOGoWq4CfD8Xoj9q4H/7NWZfu27h632lBa47nIQlif3jJn237iTN+7S38Lf+xf/ezt/3W9tdc9RKVAYc+LROiJICWpAtpd3eRGA9Loyocs3fMnmhib7pMDg9dEto17T2udtauTfRJ5vbUZGIMtlPjDZMpXJUyK2E/tVQjk09YZxcOI26X8/mOpTEaMBIBHa6guomAen4ZBPgMAfYKgrgZcGTOHZgLRF/wgrmeEuEyL0D0EUsYKWh6WlNWOiiOytSCywIz814AD0PQfLBv2XH82+LvxQuM8O5qbYZjahFB6/ecQNClSC0J6MQSdqLfl6bRaGftwcCWztHSQrSz9zDL+2945hlVXf9FlzbUmo4//rHPrklEVzrbozftv/KSD/xQ7w7xnHKMZdPR3/l1Fgj4j1OKDj38FJMYclvv3crdseDTzQX8pWsvHdcaPy11JwmP6f6J+cEOZDfpHBQkKNcZGMIQWyUOrtfTXmS6JATl7nWBZVCNThaCNtOncsTiAVo69nKrEIOXvg+Uhzh1TalOlaZpKj7gWaWGdmfsyh7ChfPktXoYlMGENEe63LXgh5YuXC4Kd2gy9aPPeIWK1oT/fgB8RiifZgkFizJoS0PKEe9csQzrjLWAkhK8WmsMi/COnb/3oVoCh8Qs0yjq6z/yqVXNr1jCiI6EObdUGJHPnLauUf0uy3dq0AOXwCbugRDPwml1QcBN30fHvKDeC4DnRrn9bl+uFS8yxpVmKCkmM9fSZSQBtrN2FQjmxvzM8/Pe9Vy73LstvctdX1L1pl5xmiGf4D0VqyHlJqgtbFmoWSkxTecyncAJSYlEFVQg7UsKrvGsJzarAsBztAAznutMwpPL5GU0qXxULgDDJ35Q8yt1AWo1HlMjPaECiEEXmkvNY5cQN42pjWE6OQZZeuE9goI2nvfxehn6mHaeOUh7nPvO616wrDvbzrnvNFqpZnVKnaZ4iTBbVcjUOAaEq4dFObCpnqZZKsbMucD8y8tzBFDlwV9K7smi78uIb1iKdsnriecpoWpppvNFBW7t+/SOaLnFl+84IetS8bzPQkVqloKppIip5QjTTV5mwrz3QnrNNK1/9m+I8GIA6oPlx4MJgWDWhgtzmKbF6Jmxr9Xrr08Y3HxkhO1dUrkQqWtF5TYdKWYtgbGKWMtaRPiiD957lrl2Y+YwhnF7hC2LeSy6Xmvehb7HbCm2EuuOJqClZlmNEZacoRY9msmZHxWMpJ2VSFfy6YLuykuWAjHW5VFy71goqVfwvwHQTyBgqEo2WrsUYjzOic247O5jVJgo4Egdy7r/1jozAkbfUiuUqWUaevmNR4YBC/NS6XC8xpJ6wCq+MHfojeK1Njj+vUBSnaccaYUf2Cdd49kcsWw4522Te7qIGXNknFIxOhIBbycgzmsVzfqG1BpGE3GmnX7xpeTQSmdXQnhLzt5qawlO0vc6Q6pumgtusqnImk/J71k/p3x/xSBITnnRIvCbMaS+ZlWp9jDUJQE8NtSDVgpZLCUqN90b9c7yO6rUohPu1Bapzq/FGAWM9PiTUQx4UWZTcqdCW8kV5a15K56LFxIS4Rao8TMxEqE2/0Vphnq3o1SsMfSB53vlBfediTXeHJWerAEn5yFMv49/z0Exey2lLgbsXcCRvGTOC9FjmMJ8Ysi+A4CT1wJN3xszw+CvlqAYTQbXmhZyoCCIeDsR9TBbUxNN5lL1kuRdxMwZAOc94xJNQgJIGENIrG+suXuDeaar9MsD076Ss24RDul365sM4RwwACu9xNmXtLX7QHBxeKJ5ubMSy0Jw01QIv5QgpO2jin4W61gYmk9VilS17oB1hySmLAQJOUzQIFZp8s4vviOLZll4x3QKqAeQYAdptaWHnRRhGpSeT9zeWudYvqRYI3uQnYHG5caw0L3CWlQN2Fpg6MDbbsxmawvMmcWaIIJVuAQITkXAxxHUz++NLdf2VBPQ+dsVnAx8tGltZFWL5TQhgA9ZeYE8TtoHh7Mj4NWTdXy7ZrqSzfS+ClBj/ST/FGcv3Rev5ULSAjRtUcrlk2IFrAddYu6Vgr4ygp4bMcg4l/wTFAMp5dKVnoIbQo6ngDWMBwnoDiT8HKeuONIZLWHbNLN66JBHaJrHe/TK53msZ1b9WleJU20di9JjQcgrwQUYRFt79tvbxvv+Q3+l8QHt2ln7DWZ7bWrNGeb22nsORSZoKbLZO5B3k0O7LrBIKLKQIc79FKl8/mpPw2j/h4j96dU84mAoqJrkzccDwPO4kjAB/qsOqKAN7JAECc/jlyT3MS4Ar5R2pB57yZ0oETSUO9khcPU0jhqeM5DwR8QKlLpL0rVLwhAC3lqtw4VB+GFIeRUAACAASURBVPK+NaXdsHRdfxIDF4enGLskOHLgkpRSg4C3EdAZ8bCxIOtgwPypWlOWzYPcIH0LY96UJQBqAW0d+hHPY0pfwQo/GFWhGggIpoWtENHPEhQt2qG4Ig52GMf9VJtBPEzbvxltXfL29TumKxo5eiFZOtv2w2BYRWGzGLDXFeAOwtIwgVsNUU1bsjY6fRztAxKhyTTNN+9DpTUAXE3mMTApWEn9HpNmMB81Bwx0IiC8Ooo0r4Hw97Gie/nxzohbXFRB9z0ui4AMiL4EQ1lQlq/0sVt3Ife7l/lwHxmiJlk69vXQ1JRoRWv8hRmwI2jEu9/OmIJ4u9XiHd67l7ZTCPlhIFW7kKrxuAJZwkIkQbmksEfu/skEXbQQxHM2UfM8DFiAv+wxcoWGXtisR8GqVpmaEIyGCNcSwfmdIEGM8ESM2ZoWWWmGLMVF99AF6/05aZt0n3LYz4BY7SCqGZZ2EL9jvcf2XHq8jK2aUMOWt370xD9p9mrb+bt/hf/Div7MbYD3kaablC5AiKabf6LU2mVzXu4SDy5PI50PJSdrM6VLInyTTYlCxK8D0O830rPT9zhmXp4LLT/A8nSKsWfvnWNHXAuEhWbPFKjItr+epcNTn9g6h0WJv5fA5Iht/IYzMQWd1tK4OGq8elLrLo7Scwrthf3ymDJ7WrhVCCSem6bBeP3Y1jpd8Si2xW2gGQpBP/FUzMIAuXtp3lnpTfldEbktc1djs/Y9/L7tvN3XeCxVXfst911JgA3anONPg+Bssk8m07YsohGEJfFQUTAHoLqin+KSrLh1y+42gjyPn+wNtODF5syhPfMf0WbvJknmq2COsvxnRyKVgtfpkF61s9+DgLsI+oFZJXnKnkhPx8Xr8vnqGo7FKqqGsyCetmfskjZbz3/gnFxd4YEGNswXN4mZNR9N2Mj5nL0CikUsnQJgT7hU8jN7XaWxDNYelPw+4q2r5d543JySoL3FI8qA58UEGm3Tsd+uSO70TEp9jeF7Kz83R9NDHA0Q3IlYb/LS6XA/lnmv+G2s4uTutKwpK1eX7Tjh4jBmdN+OrQneiABPjO5rzgUTLGMSHsNC5vTcveSCLzED5rmqg3mCTKx8sJFScRMFDACDurKRv+XYJAd4IVBvL9FcgAFzxZ1hZPQI36Nw+bJmJ42AypIabb3shhPfahFd735Z/Wi/q/6Z9r5q/hb2oaYYz15/fslcvdqr1Wdp3IOilXX+uhSOlbHSCUg0GwKUWz+86+F2qTZLSPuxxo2AXa3oogAqp8n7ICH9DNb4US0F0FpD+N0jIBkWMXF9nruTGztLg2SNvKPxWr+85gTTIK3hzPSY71Fcg1zbyoVocVbRieA1LbdLawl9WXQPwnznQY7n3X9GAvJUdCczQvI9g8AuhF0IcFWPASPA1cB5goq0mQYZIcHpQoUkVcK2HPwCA28Ob1LhhpqoxwgQYY0I1tqL0CCNUA3XVBU8mJOULWYxOMhMvx4T9CySGR5oYCXjPzapQ5Tz2PoeU23dEwgz5uGnl8UKXDKYYy8GYNkwpDmfbiYYgqfciygV/IFLSZvwENFFCb1kxfEIgHFlsobpEfKeDEuL9ie4LMKj3YuBwJzLaU73bnbf+/ETgNUbgabXRQFP3dlab95zNtxHrBVKBQe4n57Wn/G/Wox9dVo9OUYlq6D6llp8AXvQwelyxBSa0EiKFJbuVeqmGYFImC0yk7OaGvc8F5Hc7QUra0TVIUA4FYB2AeL3EOihXF6v5Zb13JtGgBha7+bzikzQA4LlLHrtncceqWhDerDNJJISUB5C006iGGotZRZGJObAfxzPV4h6bIiAVh/Uy2wtE7pjf0wzSs5vmjN3l+TNeS+KSziIpF/H+psul2WOlBmCjp9esm6Xr7F1D3C/iaZi+lkdNUrDdM07k1tXTihR7ow4nsQ85YjxXklOUbAay4g92m9uL6wAzjQqd31DfVIKBkEVncU+Q2mcrn8Rj5i2AuK3+LuUoWjrkgJSJZNyKmzQpHoFVLQFCJ6l7MfgjIdzmFtiQgCZ4B6LuzcZsKTYaTjfJW/VahvvT1dxDenZ8f6kJui0T5fPInyUDaJiAkhwLWEUTef0MxqBCpGUk8eN1bS8GEhdqUjSjUFAjyDgUfwPBLR/SvWPhLzORQPVxmpSDgbkIqbbzt99jYZzLV22jGm419wT5JS7zDkfK39nmZ+6+4l4MxGdlYzl2huJiJZqO9aD5d9FV0Bm3skjvxWQPhaZ2dQoYseezdHlMjVRtTVpd7mN6HX52jQGsVqtvE84xyztWsT1MPZdKndzFosAK0/TzJ3e3PRFBcH8Gc0tDEnFJy8sqHQ1ivhJQ2K7egW4FwhuBKTXSGldOctlxjdfbOnxCnFe4SbLgKVwcuXQDiPClVw5hHe9qRQiS0IxQVDNfy7/jvLyCWgNAT6MiF9IJT4Ho+LjTuH3snQTEd9/2Y7jX68Rz5xfPe147ENfhgm6mb8jFSaes6KtDVJNYjOoBkpuMSfr4iv4t5YJ2vUAPfEPALCwr0sh2IyytCMVjOJ803DPGzMpvz02syHcCTV8MmHIYvqKFoDH89EKeFjn4SVAzbm3MLFY0U/y/wzr0d4DEDwBEN5i3JnU12mC6ZQKE55ASHENs0hjDh7q1XwOtGIsA+b5W+divl+AJiBpUk3+BqkXxBR/WspImZPurxB+H6DvInTR5PnIIhxvLnYikw0QenUJ4DlhqgBYZ5AGyQz4HwTHdDM5Qtg/raedhsf/xtpoVeOnOQtM0iRUydoICAh9SQ9XrDc8HzxXkrDH5AUpaZ5gLhwyAp5UE70xwgUdvFFE/MZlO44/qfSApMe+iKlrGdpYqQAga2tNzmAX7IAEh2geaDNbtgGKXkJEZoLDIHiiYYbVlG6CVTyLIjCXNC+Sv7dATAq0Uu7OxdSl8+8ICcHTAfB1ANQQ6NSyJAU7av7tyRR2e7ISCmBYWyJi57CL5mMh9UUIkMlGrDdadDW5AwiawiuCb9uDSBUfQfbMFnmXJXeHLUVcB1zCI86ZoOOFlLydIiGpf2GLGTACPEwhaCvKtfdaN9vhHSbs+ftzWHm4WzcDLqGP28+//x1p3FInYMVVx7aed/9/nUnM9HggODMlDCkG65iAGO4DEe7SJmRKZYPctMhPQEYqk1CIOhAkK8/QI51xNPNlO47v0H1KHkCOCPNvY4IAFhm/lNBo7WOfNQBcSAT/Ol4rF6eo1uG80oLgGaFF1W5yZ2ytN+9bG6I6RfNTH7V2PhaxiDVeyaQm+reTu5/un7V+VQNFeIIXP9szpiJgq/CwrHGk+5gTpDzv2CLEY9+VxEwR8Toi+rkhrYV9azQ9jdfnhVE0XBCmMOgVkqK5LmKC7rpBwI8QwOMg8YlKb7z9t+Iocs1aG0Ukm/tj8iaBgfO7WsXJ56kf7NjkRnN/sVUpNkHnAjjyeLRGQIxSLrBoQ7V6w23w0D0ZhJ2slJN7WKL0ygCTc+2fACfnXr7juJsyF+ef7CfLV+qZSCmhsdpvO//+24RCFHcCwAlxNC5rdUx8LESydA0O4qr6QXMSrWHWZ610PyvPySML0yuuPmWtI2hHPECJVpVjLJZEX+KDlXLYtfvmdDGJPugco9XGE9YhWc3cmpDnHYU2GRM05w4HdKW4S/c8PBa9Mfm4bb+f70XLEx0iwHeuTPE9MS69YnlLotxFNMLMNuIUgCazBniQiN6Vjtvtb8ZtptDvbKZP7mwtgTV75gi3TNbwVWmQb+oDziYrs8/DIvJZwuVIFfIusieZZMK8Z2cI261CzNwsJQxtClD/IgL8IwAdFcFbioKExZhKHrG3reKTPbheT0+R/BTefhdpJxZfl6tDNYJSO5aIyS3Nw2JcytyzYOqNsKeVtYw6bIPLDhPhm4O5mPNp12n99BK/kJFK1V7huXaU8Un/aepXlHzFWUJhYC0z8S2NFbDuj+h2WhJaXRh7UU3RWoM0Dluw6pX6rQKIxcyXKdyx3Hmlcyi8+0XaXhpPMFmDq9KCMDla3WPMAM8ZBHd6NxThINWgM+Dzd2/TrDE5TXQsPdToem+9BM8igDcISxxkAvXzgBnzs8ZvKwFUnWRmMZec6c4y9UiM0FPEujHZrCJXHRqGwDsKMavSPlZvdqDA9KTWMUKE9z7m2mkPsuRRp/1bZ23Nu7VQdP46DsJSqkM1DNjCvU3Hs0y3LfeKfP1z94VknhZ8qfoSEbav19PtsT8yDTLrP8yhuyQEOqbrEH3nEXMUTYeJL3wEMI4rV7PZt4o+HnywYwLrciZkzW1Qah3J3c1F77XU9+AMZwBCFUWITMHSwwxAau8tbM/jK+89Z8l0a9fWu86MPxjD4+dFhP2kB33xcIOSj80ZKvWzQ4Cc5IuNrUmedVptLGtZ7/vEndrXgFtGtSwGYpm4rIWVPhKdAeXTk3KXqZ1jqpGlU+9dukXXbe2L9numnFY2GV/rz3sPpHNSTFONX1uyLMSEqfTc875aIMLJuVxQW4r2LcwD728VwXZEqiUNR7EW7UOEKiE0HW6uxaxLhVcLitASdqP5pMAZIp66995a90oLYFHe4lKZSryG0nvo0UhT4h9rmoj4OKKkfGohOmF3n4WcYM/90c5QFvh2bxtEozvR/JLUphqAPgqAWxx3qBESuV0SoR8+tQPwjNgIxxx6TTznHn3Qi+RWoShLL59HIpyVKfPVqrUeaWa81GQcmmZRjzSmKWhkKSybt8TYESMUvEBVE3RGn0v76REkMubQLPyfx8RV+hBabfuurnTavIOsyTlOJyl6TEo6SQ6LN4dpHq93zP1P90v2gdnCaPY+JXtackYey1juDEutIyVzS9uO2X/n3bGsZf2pGO4zjU5LrkLODNB8qbm9GvY1syIR4U8CzFLHuj9hvhLwCqMuEuBx/B3V9dVVhdcq8RTS1ERXVRowHN1jV955OpCXBzrPnbsf8IqYAS8ljzG3iIFpCWFvTbCjYphGgjsZ3o2/b6KUR0pwHWFX8pDXSfaHSqbS9Xra+PJy5jIpUnnM412EWPC38iX3R597GXBqzpaQw44U4pRnj3Lh/yMFilTgCtMQkd16kr0g/JTsjZcAxPti+Dq7ubMWkUNYs4hKaXCPkCqWHmdOSBJrOY/JEvDcIW7juSsW07ZcAJlx5l073GehsUSnpiv0qwT0BgQMReYbJmCh68Vrs+5Csg+SgNFTimJrl7oHCJ8HgudGoBvxMEWxIiXIa2GQEhruiXvCCqcMjItVH/6SyxH+DhG8SUIXGUMAchfcOkjOO0Zq8Hs1rFq3FpkZKxOh2sttZL/h2ZffePxt0pqsvbF+1/ZpzHftBRBTcYjg1xMwhgNU06urCT6b5zAoYRehHqU41BJBkVJISpiMlyB62+UejvdRaQJXnE+sFWQX5tkz/zc+ZsKbFvGfanuhBjMhXDHAbBfKzsXQs8ZbjRCK7LznjFY7F2aCZUyBU/QUBfHeEU+7MQyY+03vTg31Zprg2wFxMyB9arKGvxvHtFg00Ws21ixRVY1/llYRAi5SAnSqRPO9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s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportProduct"><block s="xPosition"></block><block s="yPosition"></block></block><l>-1</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script><comment w="200" collapsed="false">William Fang Period 8. This would create Graph A by making it so all purple dots would only appear on quadrant 1 and 3 of the graph because multiplying pos and pos/neg and neg are the 2 combinations for a positive number..</comment></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph B" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l><comment w="90" collapsed="false">William Fang Period 8. This creates graph B by making the purple dots only show up on the far left by making the xposition less then -100..</comment></block><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>-100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph C" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l><comment w="90" collapsed="false">William Fang Period 8. This makes the apple graph by ensourcing that all dots in 100 unit radius are yellow..</comment></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block><l>100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph D" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><l>-100</l><block s="xPosition"><comment w="90" collapsed="false">William Fang Period 8. This creates graph D by making all dots in the x position before -100 purple..</comment></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph E" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l><comment w="90" collapsed="false">William Fang Period 8. This creates graph E by doing the opposite of graph A and making all dots whose x and y multiplyed less then -1 purple..</comment></block><block s="doIfElse"><block s="reportGreaterThan"><l>-1</l><block s="reportProduct"><block s="xPosition"></block><block s="yPosition"></block></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph H" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>-100</l><comment w="90" collapsed="false">William Fang Period 8 This creates Graph H by usign the less than preidcate and the y position reporter..</comment></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph F" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>100</l><comment w="90" collapsed="false">William Fang Period 8 This creates Graph F by usign the less than preidcate and the y position reporter..</comment></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph G" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>direction</option></l><l>apple</l></block><l>135</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script><comment w="90" collapsed="false">William Fang Period 8. This uses the sensing reporter to make a graph with purple dots stopping at an angled line..</comment></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph I" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><block s="reportQuotient"><block s="reportPower"><block s="xPosition"></block><l>2</l></block><l>100</l><comment w="90" collapsed="false">William Fang Period 8. This graph creates a parabola using 3 different predicates.</comment></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph J" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportDifference"><l>-100</l><block s="xPosition"></block></block><block s="yPosition"></block><comment w="198" collapsed="false">William Fang Period 8. This creates graph J with a straight line separtion between purple and yellow with the subtraction predicate with the  greater than predicate..</comment></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition><block-definition s="Graph K" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>100</l></block><script><block s="setColor"><color>143,86,227,1</color><comment w="90" collapsed="false">William Fang Period 8. This creates the graph by making all the dots in a y position above 100 purple, which replcates the graph we are shown.</comment></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-dots" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>