iVsFCzF9/MDPy36p8Tj9Tg==;wTervpEHs9At8PDtwiR73W1gSiPlhT9YbRrXLYbBRFV8KIqY7JiohPLggKOkzAgEVewqYxh4mAH3Y0UqCDiKa05bltNpTD4u8C0GALXDfe/1zSGqSkZdz/6LDryovHaT4KTjOmein9gu0n1uwQfyr6dJZb4ks69wt5T4YMsENaL0Vy5+VcZk5Xwxq/7lTZ0rjwJe0liehuBtd6zPQOd5SCekr7I7piDgAgO88qrdx9YUFwljRJe1EColBfIcgi+6uiBFi8RsZKoQPneunsP6HxUNy1TW7fUVy0RL33qaNH/kQO7Ys29RCtzc2Sk0oPLESKAz2luJqZFbo/Nmge4aCFy/a5gQ8ITDUXOTenpVDDGvH4OFeraxcD5mZdKY/WhXx6Qy7d9tgWktfWVGryyWHxzRQbTFsBTN8N4Dv33QDij3RmIrMOwKFNOtXtOMivwL5CUCSLRuudvVoma2b58oOYuW+i+6k3UyoM0U7esJydG4nBNnSgNExPDVbz0tnxV2xxHwQgGCqVpm/oFQU9lC5p+4RZzpppPATEcU2RoZ15BdIDrd89B9+Meo+PF1xjN+jMDZB2aLD0zWqA1oUjQfoTEtiWQ20n5Pz5oAU63uTl9ktLAvM+5w+DDe39duCUATkPEKxPcVQG+S2y5mJkAoB3MVtiDsG/XzaYkRDYpwJ/if4WmkRl3YQnIvot5smJtKuxj9+Uchju2NUBgOMq9RLk5ZsvThyZxEHBW04iK8LW5wg8Hfp57fB4x8SmsLNH5ka28g+rpDSY12EZxinbynGl80+hgESeOzDR6KHkbKZ+Q/YxaOOEHAnbV/du9d1jk8hlkEOoIlh2adeER36Lvc8UbJgV7PfQCVopBv3EwprEjjAsodJPiSYekeVc17G9jsUgpXdhXYHRG62slqNG8YRhNRKDG8KlAX5Rj3G6R0jbwz7eXDKdbFpyqP3UIcFB94l2lK8khE92daJ+0NHzOxRrvDZ6l95Tz9PmdRFXjo3X7YutBqXTFZYCl2b2lGZtOxecvWMbnG/rUl1dDLfvSyB9ylBfdvhESahC+57jCY+x7Gjt71wNRgdtxthR+MMJPoXJvglbDw+GirjJaB3xNv+MtDFTMgHyGIadoXBLuBkyy6EalVYIvTzz797BJIORCRcPgj6oBb02sdf9XcNYG41oKsgqnDk/ugUTSxsMGyk6qmfSseWQBGk3gOU9kVtHZy0pdtQUcsX5/ZzV6imRmqrIQhxhAPQrIk+S0+77udeeLKTJBvTPqsxOMK3dzW3INff2eYuS1Nk+mA0n1yUyV9HoUz7AVGXNqeJ/mUUpnuGm5CBeuAUL3eKM7DbW76kltwFDODciuHrz3So7IrCDU8OBd819WFn0vUDLMqUZPi+SqNiZ11Zvw6YVnL6leKfePV+xKx6cclFg1zgEtjpVYGxe4EW15EsrxCT2wmQqsgIScGq1VZQIPdu7w4wLdV+iHtpvrgsAD6J8e3feowkxr/0XkGdXjUyd4HOhU1yjyuK9NiSnoHmSlkHlVZ0zPlCCtlqONaN8ucqKEMRmzVkC+EN5sp114LMGA38IO8H9JNfeOzYpi2/398S1M15NOORBa2VQHMBoPez6FhW84PL4kxdy6lZAZlAPxubNjEw/ALqK+/aE2bNpxZgpyVZqPIbB7PlxR8b27fpMsl0DlPHGt4R3VOsjefeFbLsGhH0NXqoum9Mm61Ssdn2aJSsU/W67d4UuggJ1XS3vemuMzltI4hMNOe6eAmEwp60zbJgtc1ilnAwqDMfSSfYO4kEf7rOlJYz8Wp4l8wO1tsqden/qSD8NwFZVPzpWGkyyrpHXaN+HkiA5AXP8jgrIgISUVPg9zI3WjLK3YQYx0YSI1k00ea9qOENNdC8n/T7sZalyGDXsSU0qDDK9DDp8M9eRK3fk5PAjSiQqGX/7eiqcSyoZtf/o1UWHlstNg60d+oFgJdAS865woFMLclKsq6wP+QLGu2AQvCWh4F50j6yhbHopuDrkAgDGVxpq0FMDCs09nke5JSBT1MeMCCoeB5b2cJNNVz15fB8JWKOyc/ScyJxMBoiSivHAUHxTAcilGgD+kJ/ttkA4x8FdXP0woZJoSse+XEVIKw1PQiBN3Xp7z8vmsbibIaul+WRSp6y0feL8u3jiRkdjIrpyRYwimFG/2O9BC3G8+kBuq+L0uA/2skISDfGkrNXZN5BccE6TxjFwETlEBO4zO8hfnE7ECmvKhKQntNiq0qrSjsGPj/1ajNefE97oC4juz16A/bsqFP4PxMUnQ0zRR3LVuR/teJZ2NB49US88ykdOx68W/eWzT2QnJSR+aP5XOC35PPFS70GVxF3E9C8kylJjquVt+HkMGYGJzTrUtZzjwDrInnGSWpEwuevKFAKwGcuz/u4XKp2mlEmnKk6HrLvwb1rdm1A0iAkb4F2BIwNVodD9U+Bo6SmFMHVr8FR8aRLcG5/BcjLQ5HAY6eCjcihLYAZYg60//IbeuiVkBFq52zmDXeXW0SjxSfBMw+Kb+70ZosMydj+Fio6S0AwStSO/fqKUhmQ2zgOEo/Qatwo10XHRC9Bj7pb2ZDa19SOwwm5STaUSMCBwi8H/35udrRf0Fg1HIzIEP3vF17H2fR2Z0RLVi9zKZGlihG2JMBy5MxT1sLGm7tBmfx+nTlO/L9V3CLtQceOn7ZIejR/LMxIexUAio6GN7k9WEzw0Z02k/zY5S88JedEs1P5/uUJ9MSgU/Wt29s9FcTHRBH4q4oRSF3smSJWtxQLHS8rJQ9POlbtWTthMvFVlvFLKJauZs9PZX7DzNP8eQGWRLjvxCpTR0ax9LCNRXGDJlcoCkq+bXr96tz9NdixDjJujgqn3tvdwro5eY9II8kCHCJwF8RqhliPYdrhl5uXX05+xE9MdjczrXxN7SxyS0YhO1jKh22IU9QKXM2/YCgYGesQ75P0c0KFxE3eXFtQ9antE9wskD8SvkI3KPi+EPlloQ3if3tdHIjMM9HXCZrsNJO/c5Aa9befNX/KS+T/2T7YuHQADxIJw5knaz5mm81Q3ax6N6SJr7yLBgoWvGSEGFgpMJlw4AGsQwDqfy82DM63jFXRV3sXNyIYNmiSmwcECGIGaKusLQZI5oUDHhaIHcAAspsYDDVKpWL7zXq7RPWJXkgbUhWZY3dYf8RefZI7ryy8947CSjiC5So5SeYj9Q4IIDzH2+SsCGWcK7SKX/bNDNZV+LMSOhQd6IpU+dtCmymPjQznTdWjwkq0LCZx4AR+RtQRVApAeaXCwW6kKLbYZWIWoYJBR0DUzEyR154Vrr9UaGeqgcNbambDVfUmn3ifOloma2F4Lh8Yd786I7VKJHyXry8fWerFpb+N0aZtMDWuX4SHK/VS9atxyT3r5jWFEwLjEeJyK/zYKLzenQjMjAjYGWSokcBbZwJ3971eQ0j4kgabWLGBFr+SsaMJoWsUPYF/qIaC2oK570ez24uQFvwxDvjKwkQaWyTQUj+BZjnUi1GyEqWshCsZikodfcxYar4PCH2mzfvBQtMbTyZOT9P62M15gFllTJ9NQxF1ZOTbQPhWCxKdaofZs+FzepJoq0lQECJfIO2PbXNhsOYO5EHCzKS0SxRtJNGnxQhqiMbK0WgWpcE6pe9dPr0g60tPnj/ZaEXPBlpuaqzydbPaUFCKx0hyn6WJf16kC6IItkxWX5FjxcplQzOe7zulIgiFKj7Vwqgo8aHVUv4CdYZIEXSQ4VIKD8UYkTBv/K6FAcqMS/L5kkJrYXG3wKSGImHu1aavnF+P5bcxUezPu9pUR2E3OmZXSAC6tVLJtR/SuT+F9YuuGlJqkdt3oHKVKnBMgdQATrWkX0D+ohURd4ki6dprASzwhwvSYa6cYZOLEmKqlZRWPwy9hC3nl4751/V58YB2Gu5qLCll//ML15rWNilzka/XGQHIQENFfY5eFMrzW0IHPytCZk9f7/V99SpJDf/I5HYpG830l1g2TW9IsiNimH3zQ7wCPrW3LmXVmfUpMAgiR0bX/XDcLnP3jiUQpm/hZSzd+WYR/fwroLdY87SPTBXM4hn1ulwzruCfRNzA1CZc7YlnFtjfaCfecs7pgvV+pVrGqNEhGrbGT9IkrXTGnoEJQsOdd4hhKgMFBfgDMmPHLKcDzvPrwgCG8OUojCIzRfj9rxpfkh+7/ntk5K57ZdSGJqIbPX2G8kq6+d46NydE7kh4a8u2jyfppF1R6rjEz82uvBVCe1wLmfARl3Nf3VvXU0RRt4Gq/iA4Tyn1+zgFykgbsZIexE8CkGOFHTgzXcjoVYx//KqbWYwyaDtjHOLRv83DTPPWGTcBNUWItKd51y37U0w2rznUV6GYUODfA4RLEFceenhTl8kM8NluI7n2ud3l2oZu9AD30Ljn74kKX/8aBBtTKOmZKd1/QWum+JaiPU0IHxLyi5WHNOlmRf4la5njTXWYx4E0XbyaKFeHfvt5s0Yg4ksRzn3hem000y80RRHLwYI2Tx3CbZdiUm52/IFBcWoaanVKkOVG4sb0LaSnRz6J1XpqxETc0WGZzCGA1phYSFFLmvGmZ5nN+gSumQi4oNDo+TBZ8Ag0Scmt6IpDUkH/90qHcTubE4+Ft2BJTxtkGdaUs1YwZ9VumBXf3D1dgPBbY1VrmGNRyR5/4iCD0fZHcl3kZtAe3uZsZnvy9lVVmhRq1Zh2rpUukn+30VRJc+CP6WU6LhiNbMJLFbGXeEAEwTFM26akIeFGK0WRZZySg17A2ct4/+FcCzZwQn0myqokUaPz1TxuqFrihuY/OsCjhI7RZRjNRCxn7YsOOKnJSa5y4ja+AwsFhcHmFPharfO0zxHfXfWPnLoJEImn1VFIcImx3v5GpXPxBV4e4QJOztAIaSdHueJ9bTsG9mqA1pgaZ8R3OEFFdDcZsA4n2fWEBk8BBA3VEiVCRPP+nIlmbimldco2fFUZAKpwQ6E42RcGw0BGNqtIALHttM4X/aPslx9xDNwLGtGbyhmXyMlw3KuaJPKWKicPK9kQHpRidrX39xqG5MgeWg4uqstbadKUcoaoETfRfYXFCc5nlcrNHY5BipPI8HJfTyjctcB2VB8liI5UedjH1UunF3ReACxVs/tzn1BgfJTm/GwFgp1fagR47SSr/d+XbKxJGKCz7UdylxFqJ20BDOwFa1y9lNzewg/9qivjNdvV8WblmMsZlFQBaW19mGbE72rGW+RLdyGsO8e2dis0dLuBM92jBovGDqpamSVWcK+fPreKGZme8ZK/NL7EWF2dCMz3ANLvrZze4S7kkuOXmNQzOyB3DeLt4Md6U73RqPb4J5jcNkERHqR2MhZA42Wu6x9eEm6dJ52Yb5wbM0sgJHvVl5gKJfNx22v3oRiS4rmnJJLXl+FG9FVg8Axhn1HTNaZAa0e4cKA0xxaQAjUzhs2Ytrf+GsegEM4FKFpUAbDECGYnMnxix7dnL3nDV3nWRp3YIJKDYKSZj0evHlDjpPY9dmkPlau6jpz/TOGb07/DT/CCny2MdcyodgcdNeFp6V4ew7HBqOWzn8VlDqZ03+7U6j2QefJ7hGFh5qrONtCH2oFXishsoQ8hJB16ANN81RVaSQDEvJ3HIZVnW5XiTNTywaK1HnLPbuSpF75HGUVIAigLQ3VDPD+1irOebAI38VxE1RaPvI/DWKJHOHKr5qwn5JDNWn9wEG/J+bZq3vyeVYBvFPsaCAkSwbR2Zcg15LOD8KcUREE6Y5WchJHIsK9wX89xYVm93b9MvdXbWtIiY+UMupMXRmVYL3YA5RFSIizqyiFOs1yqdgxkvb0/qHd3mdyYmhNFiE40b1m2Gxh/tdyC7EeLO3t9GXawW1I+FbrAHlS8NpYHNNTUDMJWHraT7Om1dhRGWlKf0hNNrP63CsYUMZKXVgXnlEIjY3vtokMLPERLoz5W1MbyBnuGRWeVnvT5/nJT3xXCEFBR8AwgPIiJ+0xE/B1sd1R9XYlFF1YhTvqb0447IIygw+/VFpav7NZwvWe2FkZBF33jxDXCcZ6S4iDdEp+xI973Otx7s8HuCOGODB/PgOUuYeUFlT2LY7BJLzxANAArXhI/tX2fKNBzryZYP2PLydeJFbSDDHqzTyr3F8NXRC09X1jhTliU8K9XU19c208RGuu47ELvAt3GbF6V4a/gwMmZkfeLUXZqt2ejbEXIoxYcIOZVtQ6Mb656MxZgh/gfY5W4DIfHbBLJ3n7+B14yHyTLenOy0qG1F7JfphHI5IAoJ49V/fHvua9SJgLKvKYE36U21GArXDThBPNfo+bksrnlEH1fDYBy9FgqXf2GN95o6fb/1tqv8p20FdOl5l0BcdpjWy15EmcCeGRtu546BkaIPt2TGCPwpbU+3aLYUTEGIn6RxFzPhGHcWr2Rmx3AX/6/KcfDcElqRKwyruer837sPtgcIKtr/zIT0z6gJTOyXSNbt/Dx3QmAFv54NICfEAPDzJLc58i/L2683qTdyf7sSCEYeeVfQxbNgR7D+E4rblwU2CzmuNgcOh81TQKdlQ/IUOr0sZBK9gtI4AqN4GA3SXv40Mg0QhYc4DXVdUx9oFFpIg0O3dE4lRivuka0HoHWIUyX/4T/e/2kqNHJsMmP0ZmBbhbtKHWycihXEmTmE3IA+zL+P+cXjo+y9pbEKkezg9sR4J3PIVi5bc0W2+A5/ghA510J0owtFMuHDD46CMMF7K4Jhp9/VnV84U6RCnTL/BKAyvfe9GMfWEhR8zM9lwiDSOBOYO9I9+PRC9WLys4k64hnFuAt4VupZd+0pHVLLavBvUKal1q22FMf9FiXTYEStdj4eydrb8MCi6qpBO8DKm3P9XcJYHLIVPeB+xmUrSH9qfOmdf9df0GJftr4U/HGKzT6yeBhCNbdU90BOWeK59qZ/bMz8v/ZKr0mcvxdXn8Xw1D5yG9zv35s4ml9XSbSt2aE2RfnR7EKe8Kd3ebutBspC6XLIxz3WKKpxPfL6DMIaWzDL5q+NyIZNiPzv+nPkjYhQDMEFmcLmULuYZV1oxRcY0QCApfIRNHTs8HwWAj3n5P1YWovDSAGASD+zFzV4/4ouooQeC0RmpgszMVEVucaarkdAAzs0nhAJ8cldSgvsKVGtKXjiMODYoRkUShqYY3WiWHKllB11gyu/KXKnak8ufbpnN2FXjvr/pq1CNxpXgaY7F/wBVbg6HVodypVrlJ+rB3U4GHIp3XGcUeKqhq5K7mbm//BpNjU+6vxyd1qbwPiTGhKlMR2WgaoF6mysDkT5G/1Sx07dke4CedVrVmsFGwuha8x1z09TT5AqasdVzTQilCcwpwxEpCipIMvNo6GP/HUa5kbCzhkcwXx4ZNU5F05BJeCMyZUdk5jUGkhLyatPP+TmIgNqqu/2JlSCsxUPx+yeuG7sKYVzX4FQ+GG8IQJEJX7JWmDDjGi2SPrShPcz3etO6/DJl8TR0BGTBBfVnX7zrD/fX6CQqmVeFAfM55iLc1xrgUAFxiJGcCboL/nJSqBPWnEdhIm02COFe1fJJhTFBFIHB7SPR6I84rpnj0iWEUkrH1uPoMFhVL7FGa7yGXg2MDqsnBpufzoc5xZozqDqKz+PB0ahKvcS+nG/bGPr4LaYSDMWAF3aaSbA2EGWt+UaN1BIbZksQ5HemOGVJ8O0c7weiwW65uwyLwYHLuP3iKwyBFc7H5AYsy0Ei0zGyMN5Si46r5d6UW/ypyJPbpWZ5Gd7WBKIgkYKCu68QyhGB7uo6vwSiu1aij6142Z5kVWBSihY/ydF1KdCj9uc1u21fbImnrnWCniQIczgD4iqofWeV9lL0EOdFPWVl7arlK0bmZy6USN2lrRcDX7g86D8jUc2wKnPnGuITQkWwYf4J4THZSZ2r5IqwwxZOXaZhtZJPq0+X8qPfqPdADzVK/9hnb7CLcfqDlVhl/LdVW8C6h5+Qp7a3ru6O9IC3WD4bi3A49o1UA98Y79e2AoGIxK3WY+pXczq7mi8fo3Uk0Lp02nc7tw6v2ZaZY/LtZQFRRBPVQOCozQLMXkFDORYnIqOUfCsLC+vjzo91GNKlc8JHG6y814DdEwo56pEy6y8VublH4mJV3xow/LAkZs4A+U2Hl1UWIgARroMD9iaP4sbPn51Syr3dLMDymMmYecg85dpV8OGCKTyVJVSQq0Tfh5D8KIGhHcdIJ9LrH1+ZYxHRqe8Oi4iJAJu+gpOppwYfA8mo0cLmmXRclKOXQ2beOWmt0/tsa0TegSNpPLaYX62cyc4NQmEF1pgfU3Bwg453ttavHulne1rkPJRlpXYON8egp2j9D8JMED6mPdRt6miDgjzoOu8OKPe7GuxJ0aRb1QR7pSycVF+0C3lQ0FB+b5NOS1XkgiGxlNmolUEOxns4mh89bB1nPvbv0+N8KPIp3CDm0cuD9tdvSaSxnj+DRycfNRi5nts4uR44q97PFm/3U9l4D/sihtc1PWzkbyKhAfULRTmUj11H0ECEqMCWxuhMCObgDvZaoseh3sRrAM1tem7IjRGTGOjSTKSiEMbz8agmk+r5yY5uNmxvVUu4hxpmvhDIqb0+aLgLGpM1uwxqa3lVzbDSXyADKUyLh1ULFxvWDWtnKbIhLXRKOu3NQv2dLNJy8bxPlbKfOrFgznSbm4zUwTXu14ciMnEe3nJZI44y8nsy8coYh92UpK+4gGImlvJB16DFobcR/sRn5Rb/m1qpS0udtmsR1g+RPKOkZ0Avp1FWp3xA9GrLBgfrdofP6OQGLSBHWX4DlMVU/hekHHH3WXvD385T54cAsv5t28IivM+vPvN/Nvp71nNj2TTkZT3wbhbLOjQg04ThoxtV2FhbbxIy8VdBbb0bRF6Bgd7ByvtvtL5KmIdZ0EXhydg5fS9G6wCEi3HJZliknwz2Hnf/3/AtXhKGsYAo+VgRPSoOLxKHYkv00y1+KsKbDO2e/E9yvBJXIt5IkdGcJUn6CExUWUG2w69Vti21O5CFOYnXotLZJkVQFBdOJWB4bw2zPIhiWxNyHILH8X0g/Mcnf14+xEbF7mQ/U3dypRTiRAmKBth8TflYG1rZ2t1edB7PqP9DhOlIZvsTKbewWJNEoUR0ezny4Xd5/L+FAqCOHrt2r1tMoOgwVy/ArI9WgiLlXnlXR72mRdbiHenf5mgWT4WBTfjsiVOnK0yYcI1wqNadic1ekA/6RCTAUCVeC17cU9EcSwwCn906pArOGX9rN+D9NxR8bxuyoEPJfX8vu7ivvVZ0PcSCE2O4Y5U+GDEE+k+tKhNCHmGTjJUrWsLrwydu43+tnNTzzyeCKs7T3hoPdzAxWnOM7MNFX+3eGySxkOAJn6zamD8jKdwMgkKeHrkJPKFdxtpfKlrZHsvjzOZAQte1PoA2K3/EThimAaPu7F0e0m6uQltUMAslRlk0nTmphqB7x8L31tHC72qLqRKg7m7NntFmrJ2PLDs+61IaZb83yMhpbqH6y6wT/aTtza81DQ/CmjG4V5A0lQI0hc19e1B5bcsV9Ht+eNBh1V+c+A4OlWYY6n3bkkRluVrOcRX00E8tBCCi4KN6FsfNBGqKsOfs4MxcrgU8C+7gfqOHnRfKDbcQB0vLFT9j08e7p0O+wcMKc7bP3WcGslljDgAZFnKB8TZbQdScBhUS5q0wGNJEdALUnN+0EAEZHEfkjnz1oz/F4DwiGfh+pzSgwJozGUyNQYRdKEf8rUjKCKDhqKDFDBt5v1AIc6OBSsn4SzHRiekr7NyHYC7ZXZXNhOkPQvtM/oTkA402rGUSI7bkrfQ30xR9l2VEQS59C6NjjK4P+cddb0JD8PUD/u1ctaX9+z+1XUPucjAdD5jCX2POf45FtehjCig46/LdtUqc3raTlBnsQvccKxbycquuRJrNttxISqpc65jibDYAU70C/wKt4ebGoxYcAuCjsXukrQYzNia60wk5Nnd9Waq0b1fN0ua+Bwfw8w2yMmdv3GI+IA48xadjb7SfnTymtFUnPTCim1VSSKLDJOMWqlKJ+jViQs6wxRh7udKL+qaJVUXumcFH/0B+LIqZKle6wNq6M/I7AnUY8zc4P2w549BAdul1xyK3/1l07wrujOjgOstOkObKp+qtSWTory2We9OVfWZJ4AN7S+tUcbDDpy4Rx3n1a/hzvOSm6woDXG1GFgegr96lMCRm+6iNLDDgs7V7390aqHYxF+cAwAVsUEtoOWnwWgrkRaAeKCWz2/pjQ8f08VyWLMA0y6SQ2Dk/IheP50FvS5eb/NUiIDvNWPz6d2WEJdS9B5Jcd7pRBkDJrl69HaI6D5qP/BqkI65cVOVed5bThryRDxRJi6w3Ga1eav5iIcz2zmweKiKAyDfhKmoT5ttY5dWh88GRy0HDqDAMsonNhgi6jOVL/f+IQGunO96fLeB2XoGO364iUk9U4c/4TU1laixZe0S2aaebKMvGZQQeGzYJgOfVCdykguorQmfSbIDMW2C3n0+ZL60sdGQ2AVP9rW/l+INLvGEVwFgjQpVVDn3Hw5hoGBh6hH5f7YwSQCijKaleOZO0Rmn3OgwWsv/ep3XrHVdPt+KideuZAIzCDxY0b9LHUHO0NLAD023ZqCyKM+K4IZuV9ea0UU31GYy4YLs5Zdb186fZKc7COeopA1iNR+uzXjSa8a6/yW9zXgXR8JZ1k/+9u07dx4fQqsql8PYj0tdJutzfYCYS0itRKNekW4T8dXW22G9SQ7NtqskJ5es077bPO/jcIotOHnqpdzW0/Lgjkk6eZ8zlELO3oUh7D/87TY4tg6TmXBjZ0yzORtzoroM5UrDWwvQFufHtk6QrbmGuPXPc1LAM2LydGcl+I3ADZcbqPgF0vitQymiU0rSoxzQ0jhLFQ8i4rHuq4KeiBbC1aQwWxmqyPy+8pmc7VYYSUmAnu3veA5wuKnE+xhALlL8jKM9Tno4Q/VfzF59UErYL1PS5iIyGHKXV4cBZqb51R5mh2WiSdaI8BqFNDmonOvIStHqAoJrrHgrnqKCjf/VmflCmA+8UNs/m1mdCMXRYK5VaY8fdtApnm7m9WiqOV1wXYZDF5Wp6crF8m/a28+SsKnRq1tYcsIUudoLQ4UM/76VlxBVIwKBAFnHZZkaVcINxRTVzhZ5nktOpeDynNX7bgb3CISSjlx5XizLP9J+l4mlECsJwAshYLAnBG9IrkfN0Nn+iOrwymbBvKataJSxSFUR+X4qRibBKdJGBdgUFP05FT4QXYvXI8YUtZjQ4gEeED5UtledKMCOnvma7wt7oCMcjai5P3d1sCkwtq6Jz2YSySsRIAYTCvaG8MuunBKBtMT0cFdwE3HYxRhARSuxJHBaCtcd/vQHU99zrG6eCY99by2KypH31Th4YViXC/00ALs+X1qokL9L3c6quEAMFP5JobJkcz/MVba5LHdMdirCS3/wVW4n7NABHCNRk2WDWdIT5EMdhxMcM0itxvUOc/Y7R2zkKK4zEL8VQMq9AtL3HmgXJlSsaIP5N+DqRlLkRjc9aCMjVBQZHEDZvvLFMggaee5kISCC2p6fY8+mypC9KV7w2Ik03nii0ew3RA1X/rR7PS07I7u6GEc4Nb/Nh3tiKqpgqOWRO9Ndp7ZEUILRCDGnDldLSm3TWCPhKBsg8HKag9a4I/JiYQnG2Z8yD+LGozfM7RTN2OCRAfhb2Kfj2CHzkhEnQk7xpyLQBUMKNFqYcVWiFB9kfEtrOEtGlwdKP+HKBzjSvaO7Ra9lr3mQthpxNWQZsibj6ZujPLFE9idgvkhwZJgx/IKSxxk4yNyNkBqlX/5BDAhREZlGFg8xc4ojmU9UdRPZI2Ee/fQfOL/NfgzjBndjyYq2PDjfv0J5aN3SzGHUlo1XLLIZ+6ohUR8uMrj5zJXmbzBNUR99OZYDB7CyU35uvNlBRZvFHEyjFDOPVqyAI1p+S1Q20PiwClFKGTz3/KkOoKhJLEaHDGLuZoTr9dM6FviQf/85H57c9eHRrks48ND2VtLUmUR75axncOLRaMYA+Qc/iENtx2nsohMtqZpqaOp/VPZW+T8iGJ52gKgUvKMK8+6f58EsL8BYIpHGfiVQpmsNuDGtrrSIH50IMTHie23yw0SlgN7o2qoogdfKmjvtdXGQyZDEW+Pd3WxpEZD33L4WXdCaoqH5Csw8EErYtSsyK8SfXbN0Tg4r11U7JTf67NLg/MTvVQMKJp84Co/To89vh76UP9kKUnYXDjYnh7HTUoG2HwIaYLCShH2wdgF9m/QoFnNlutOU2D0CjKi7rhLzY9EkNvYVLEJwZ/nW0z/UYaEfIYiZDPR3ZupN00/wV5Jx7nojjWkYZD9HR8Xo+p0Qwr7DkimpdLhg1B58cvQL5cKg/n6vJEqa9pvkLfaK/EUm4mnA1rlSJgoZnduYVlZcD8u6duhlFilisVr8vx37rTyflge5g0iEugHHIzL3qP6pd65aBk3tsSCuFKnNtPpk7qhnMjWMSiyS2oXyHlM8CYRhfKdCv4zWX7R13uNueCBVfoYIoLizGNlFZll6wgsMZ7saPa0qDtjA9tjckgArCzBpR+vMGpRc9WOGgpYOItKs/Hn3FJ5bFwq657Hs/GrO6KCPCIIZEyPQiPyPkXoLxF8gtspia88fR+rwkdHFejs/udUiwwPPL7TnypH9ViNfsmTXAkiyXfruweqC0C8zDxpsEGv/tTooGXigh2KLQpsSM6Iiz98sAy1pfZpzpFgrHVRozryRLI0rzwXThnDJfwiY7pb65BUKB6yRs0QfxSh7piJy3SXIaNTC5XZweEGBfnMfHvWPseaTIXYjMCJ+nOu3Q52Imt/SqwSou1rdDmYP7CSLgJsXi6WLf16Q/m2fD69qvgVidVoe4DHA5ujFa783egCSYe3528HNEqMhE8iWUpdr0Cfwv7H+PPyHD4Ckeiwh6MeCUmv5lM0G9jck3TnTOdwoEqYc2ogKhjBuaZ54XF66r1b7TEHBo13Y80B3HDs62AkbNOn8f22eVYVXX4+95LTTNGYwKmcXoCwpsfFRfQ3/z12emJE3tVq7nMHRKDzYGHvEW9a9RpVSz1xLRFD7am+syCa+VpiznMronjoMy29D1QqQsjt8U6eE3gIHQskT1NgsrQo77IeFHulhgg7FGIB64jmNBHyo+XTXkGpBA73pOeuRQr9KD10+qOKV8YYhMEPrs5JHeG2Ci9mMgP1tZOnblN40ROo/L0B6nsemOlBgDysI9sggFPPAb+lTo1fPP+itWGrNXS/U/XmpFAW1qB+NS4IN4pEeWn4tdTFTJO4B3xirNIHJNXtDBBbhlK64LtDGm3JvPEZGvPG8kpshRJfCH9QBnRsUT2nECi+yxko+qu7kbOQtrwR/7w+HaFtF8PIKqQpH55r9s11HfzKx1421B4uavhJSdL2DFskTWY3/BuliypgQujktHXgIVF+WkdllSfDGsoDodEXUFolcTLiU1/r8r0iCVdfsM5HtuqdYI55mz1kjY5ruQ0lKp5mUzT0Z0gcwmZqd2zAC4gJU1RfHQ5GVUgyZcN9DvbHfjsvuI8BqecgqWAcSEuW7KdIR/LRDhgsDGb7dUjnODrTheWmWysUs8cssbF9EF5IA4f5YBAh18V8Ua4qui4cw3YFIL5zm+79sG3NdWdc6i11za+QV97TL6lg5r4qI0MQOdm7qTEjh4WPAhNk1dz73HRNCvYnNRaiy+a+tjq+DtenUwsCURXblx744jUUvMI2CErw8qMGYxGUznQ0gdDXJTyOj6i8thikCNyb18dabRFmfSq7EvQxEaiqnGMdUMV/SZDhGe6GMq/5eZ4YvxCKt5dhkL45yGPB43iDb1acS1mzOzL2CTyDYWLTZm5bonZGoxH2HnLzSiZPIcWJjYh3eeu1S0ugppWhg/Utf8i5X42rUmhfYYWNBE5+kO58cHbOhp0UXjtbnXq7/iInx90P1GcDS4YPhRQJBnx6ftvGxyP7fB0JDFtRZs5cl+9wAJDxbt+YwIKB4ElDYRGOkgUeMiyGVXcU/j922OIDz37hGwOQJZHs+LUqtr15qPN1tmj5e8IQei43s9xJl+Gfa2VXOuyFAvyjAwxcH7z+G2IFZJHXmiKgoO8GxcLOjZXfIveQ1ieF5KEmh50g9+HT1cnLZpisVhlGrNoDWPKLqvNERAbP2s4Bu4c+f/SG99HzOF1xz/R/kQpvCkTGAF2JPhUHC77AGBAURQrR5oXpP+gy09yNaYdv+hoEdiWRzTlnz+A+Oo7E0p+2zPH+2+pQ9QdTCw4jkrQ+McXPm9MGgNTNgFh+bD9m60VecU3Xcpyft+JHgYR79jIFEUDmy4MzHbjSEd7av830ADAFf7QXkK20Tfel/MJc21SgVbFfFD1QyRpNB8NWLMpqZpXmMVvefZNDqVi8doRq8Z2LGLxb9a3Wks38OY8jCrdx2TPdCZGWkiIjRReXUPRtfPFSGB0PRlWrWcYhdCa7TTq9OxDOUW0qXU35PoHVyW51TUIbSa3FfM94x4hUVl2tdKQZF5jvZeU5kGYVwh6Nxl35u/M+dqwplB2Af9oeVD/MlQfe557n4o/S6WuViX4v6f9r/1OogBy12bj2VKhNr9X9SO66pS4UYs4ZMyMN61cMxBv7EFVWBG1aUppMeF3bCdHOFnr8CXzLnSs9UOktjVSX6mGeKtt16o1NvK+1b0aoofLFNVtWvF4Xv7swB23v1OnfvbdyeargAIhE5o9AcU9GD/vvzsMn79eIn9dceJUZHh3ihfDh5Qdw5w3+HLdMTalRdNbslpVekkZx5cXHwE+IFQC4jUhE9Ql6oevYo3mgIiH8BbJ7/IhtgIa2XKYAr1I1lfIgRNn3zAsApuHgOLpuzSztEqavIOLxU5HqtA8befsiQWreZdL5DcqJMYi3jV3MehDe1RQ6PtVYmRGFyYQihZCq9F0jN1EeHGw54coh6nQXehSYZ440Pgt0cz668eRZKsJAK7fvARhdRkvhgXdpSZTOTOXz9mHDOUIDo6QvJqg76ytKG8hp1TpMJCqt1cpo3kjtzkXIxcANEctK80RciAu8Z/GLRADHaeMLZZL/bvhrMIhNP9gaEG62TAmImoPmnVvzZo+T5Z7ZPequUcplI/t0xRlJuCzmdeA4xRmnr7vMlvYbwLTDPxOAQaEL3FA2Tv8hHpzPF9kfeFQ54yBs1Nd69l5pr4lVPYYPo8o4CC7GbTqitm87wqq4M657MFhID8HkDXCwQoz3K8QyG5l60x2jg0EByZDhLBLpKMTStsZk6Ey7qjToPZccP8qtahCtLa4sJYOLcOpWFW/By81qKXcayBdyWEaIruY8APhx8qqRkpZsecd6sJZMXu5EmRXldv6HeiVHcR1npW4Thkrbk2WvtIsKY81h/eaZ0qiDYGcvisjPg1vuXZRpA1E/OEqlHcTNxDWZtDnEzqnjG3D+KxTVv26quahk3yJ+WKsBNEtfA4m7oHv3JoyHEjfV2C3LREguA8yWki1s6YTIYdtuIVc0YnFGnkXxZrcDAoW+gbPIIOeTXYEtyi9hSawlt8EFMd5Lm9V1hitzPS+WaenaJcPBagtmPshmJWeOWzYY4gnjF1h+MOUVhldDaBNOfwnLqfPjBeso7zN1HwUpvB2tpA9QXnn5weQvYGlU+JutwzuhTayoZuoWUkd6RpTR7a/AgUEYYtekzFRZ6Pe5QYv3Vi4XW4jc2OEMn8etfEn2RE0HyosHUeJ8Qjsm4huT9bwtd6QTLkxJbuaKyoqLDUi7+xFfFhTrk0as4+BujRw/k0ruotfYgrY9bsQlRPQmU4N9gVo2fJCvgp5uMzYWrW8jKJslxNxEzbxmyzRPM9Jl13CNOL2YYxwPSxepN4GQEJ5LGqUJRkGKSVqd4ZOzlcoMGXj2SVD8mBW5nCtrxf0Uoqz41Q7F0ZHS2g4XxSbWiPm1uu37LLsiJRNJr2633mQAbFxECoFA4wdPp1zPrRscZ0HMHpsKCB9DqJO6+kOROMUZzIsEW/SuOYfPcqBLn8K8Z7wyV83lfBwNfBEx7rPrG7AqUz0+oNiCN29+VePKDcb1IcD60vh1S0MxGzY1HDNSiAwwukPeuMdfR2OHOMvhRK2+bnGWe7MhzYADmR6E2R053i67lI1EgUoSDzX1eWrbN1Oz0MQsOsiL9EF0Bpa157D3mNNTNBqeuTAVMKKwfXR75oNNdzW3bLTrPAUwvlwoD4mtFjyliR6wvaOTZLaK0XU4wH0bLzBUUY7zx15WX/LJ1db6MIt2jFy7AIF73E7eU80NcdDIHBz9WEWRx5t9zvfmttSOAMXmIm6wvFm3uuwpTTMPT/vQQrl+wxqJyBYIb4DpW2v+7q29RClMREyGYLL5Yl+XL1X2SjX/4wkwjZ0tVpsNzxoixoVU4Ul/0hjkN89v9F3XBKqqPvE2Tkb5NTPoniS+S84FkcexcvUVKKTiJfSpWCTuBlKyp5Ma4iO9absLKgeJtVRG5S+aY5eVnWX80jyItsVjIjrppsRe+F3Ko9Ye6waZ0fNYlucIuzGzz1gWSRL3lWgXAQGcvXwhM9osKIVavmDvsRLAtGXKQGlfh0plxZKfCKLcfn1P8FlyyGJtgesblwesuOpOGu4oOWSyTNDmAg5gpj1WhRJqU0N19UEnlK50oY1ymv0f4BxU6aqPUJkZ2W6Lv88+9WlvsVFk37yW8MvctO/FQ1TU/IjhETSDPkMf+Zhc45uPumLA3YNgnhcCMoMmEzNza1PaMAeMWkPcA4HGHIhExcBbjFGrPJv3eDqKXVS6IVhgDCXwhsLASla9wFFLFLKqZrcidg1mnce0Juw5o1dWg39MUQKNtQfUnUBGlRsXJVJPdYx4e0croxrCQ/Zh1CxIEG1Sx3F7iTQuZzxGTVORSuUuQ0K9qjKkU/fpbw19WnsfjExgX7NyrprhagLpqQQn68W89t85QToPSDGAmaQkrHupVHBDiaRcJcQsVZF0o0rKmIhFiR0f95xWSmM200MkNbh/K29cb9byfyuLK3EXmR4axZM5pUJXKM3m49jtL1PRCKZYGJjG9c7Z6vpEf7uXW3gOSDvZkzkaHlThvbbVtL1NZSzySESFn//nmLHcWr7nRKUsr3tFuF9tlKfCajebADeoxAdqW6xY4JfOwUfUyMYxJc5XaRCi+jusDJJu1wj1DskSgtMpFyiA3bKxEUzMgGOPVDgxs/QTugbh+tHdxEOdECrdpo/lC3Ny+D0InryOIytEFurktFazHDzZ6y1/34DYZ1cx4U/XRWf9OqE1LZKJFFND4CpLAoVBNzBrdzxApkWk5WiYfNZobTEHabEI3oar2ZTPDVecdWx5MAraLvmpm7iWhR3ZrFj1uOmhh3GQKbaP+Y4WveJr/CFwk9+v4F0CnO0nOKXMbXlF5Z/C6eris3CDFefkFB6hmkOPfhcfwUvKOvukVjBCXT/ywYJe0kANSmtwc5BID33W/9DB7e6f/SanmaONbX9MFSqzadlCzfZa3qlp+KE/2F85XjHLjppXKgPLTR9VOL4DYGTJkfbFSowA3PhxVrvtz9AiThQ8h0LmF8qDHVzNNkAbcjZVHe3de9PWFsYnDOzIhtETZhbG8UnuHgNCm01Sz0TeNwkrlfweOHtYMxMa9lWvpxJDea7pU0573lAFs2nnY/0ANXnCTzGDBa2jrw6sjbBBUTWVjnljzQsqGvmN1Fohol7lGTiVHOsiGvQByA0QfQGobJwHVzCaXHR0oiXvoQNyETp9se41DG+K7txrIz+eLWvPRWgZ0s+oChOnvdon6sBxz1eIdgnBaq0HEN8YfyUQp273YIXFovViURES/Xtw3AyMvYcsZkE9+QKF6H0lj7Ypn3a83jO46gFgLp4T57rDwtHZX/Ep3xZf9xGo9F6pM3jOtQWtBnFxKgZUsyn3Yfp/by7uzSGFDeMsO7AqqzygNUKt6XXk7T5xS3qT+XqEcSDRV+YuUpmTYfgp8rRPnDvZaXb4CDrcO6nbcvmGa3Z1etDjLNjnH55PPmQ+jdcDU+p+iwbXg3Xb2r0UT9KPNWFW9t6BWLsFUS3dEtv4J5JEs0Hu4HnpVdr3NqxyI04liqoUBagUdGs4ZdEDMJ3Ci6YMVQQCaB2pJPgv6/l9YBp1JonuS1mTkkrEKDYkNdoeciNxwaKnlJSOb2fJdfaQX3SvzZVzUnNfGaEj5B8slciFJvi12AwrEdxC77Qn2ynz7b84mfnmfrB7EJTjP0i3fAJSZqEG76aFxD6ueJX9Ue5QDmfsw1WDDJGS23KGv/d+oDrvsEcJ1+8mQyqOB7t7lCSy3M2A35ve5ymig+Zihnxg72YcLGYgQTQKR9ZBw3qhNmreZHnSy4rh3hOTW95TsTAJ46icLwwfcRZQ45R87lVIY9ScNFM6sJNBzXYlvjM6+74noht6+Mxoaz5vcL/6IekkT+Ofn1cjHagRWAjVg0VD+QfkrwSiylghVnzZ2u0hG7NL9ypnOcUXEQUvnHZrao5RcTRvTff+CoqpKltANop9IWGMv+JUViiRnzNr1FUzrFn63DLcwMTqhTko4plX6KMzBVl1tr9z5CDixtLiRraY7DeC0fRVP+2FhXbavzC4R2URPiRg4i7gt1Ot8fXye330usNXj+qgbXQeTz66G+zEHpeZlTJsAvGwdiIYopCyK4UDJDMcgmhNr7Szt2+ZnzADkNtnYOV9df6DNI4tHftSaAdenEosxlyr/k2nvZTCD2A4mCkTHJkrsvzK06qeIv7vswlnpLB7HKDWT4lCb5BMvlYteHVSNC12QSHd+cblnaYC4ROB7N7GLJGEG3BRusERXXOpy3qFSITsv5sRY9msXnYA4PvmNBPv1f7NHuFJtBfAVG2QztsVCq3z2v0+/VPZPKi7m6lc9ZEE/MaoFtseoWh9yxeF3W5zFm1n3wrJ03Uo9pJ8kDIXLH6gAc45gOp8wR6MellTKq0Nix5KkfzZWJo2LQ7xqpODZUzR5JF0FlityDf0oKM29nwIZEQh4jd0UL7qACsQrTMP8kdpiQkNvER4hj6gSa7wtdlT4Sr69cSwk2S61lsW4/lgXLc36qROitd+pn9vn7y5fgta6zmHvjxZtoZU0SyWvmIu2pQilQ5BstmkbIWdrgNzAdZIXIuhkvWXM9wV6u5bI54Y9oV2ZDTzSX4oiPIJ9+NQqGjKO6qrDeLTBhLJB/yWwdaKczODFWGPOo7oW+lAPVDUXL/Og2wiD3J1bfFn2bXCWJ3VhGToSIef88immT1+VZAaUeD0QzCsNmNHu49ItHf3F1TXcEgn6GwmZNPx8y/d4sYVrurMv5FkCCrWdD0uV8jIyy/4mKOG7ieI37t9rKwsjeMAFo7OWF8dqptWVo1+ia9iv/HkCBsXPyUhCBS1coQXSiasRleL/9hQ4s+FyVqujwuxV1h1n3sYibVM0rbxhKOgV6Tt4DHE2WCI2ZS5NfLT2emv5WWtkpcSyYV9EteS22gQmOk2rtIqXuLQT72KHROaIlzDK9w5q3u9WkhQFdNK0vh0f9rPvgNsl2tuTMfaZYyjxaV3a0C7ePqi++5SL+3BUIBfd3U6qqDU9M1CoASDjbx3/i8+5v9AZ1fvu8v8KfBuEwu1Gbz4g8z8oTYtmph4A+S87gzWjhLFxqZ4/gj4aDHRD2LZ3gs1EcVwXkYcEO4hJlptpL/O04b7E3gUMGzXz9RW9go1X9nF8XQKcBQC9Uf1hsIc0vqLGO7Rn1emMgKmy12odZLoWwz/wYD92XRnP3cO4yuHsv9VMRaebmwhrdsrzcvktJXFeJijSylkAZITJKpiotuJiIvXWmPxdgKLLVBzpnpuGeQ0fvI/VqPRDF7hDy3F4emmBHTIKlU+0MsLWw4Wbx6A0mQVDKnLfpTJzp7ek+xHM5FtqmyImB4cFU+vO+8ey+tUYNMv5st5WrcxY+Cn0Dd85km/2DPCC2PpXhIShvznQagjS/xO7NlfKGF1BZfmwx/6SbRAJgvTxrz2sT0fICX5FK5oBiRS96trglTOONZiM5ws8L5qpexOvExlMmOK31gQnurAryxwIQUfeKZIx0WTIYgJx5kzQWPpph9LEGO8yJJ/7ZV5x9/KUFqnUGWQV7MbdF4X+KHQ/ufIDlIILT3oy9qv0XIi/70A0f/ZoaLSQRTGBI0XQhZx6ggWagycwvc9gnVkYT7EcnXGXOxgOFutuzRXRL7VAwSBGD2XGyy8MImvaE/PHaiaclUKZWLe+eNA+9/H68xksKmr4s2d4WqwQRN93E1siu4KlYVR27IjsmloU0wLQv5I6DduhyT65QcgtwXSs5DCCk3OVvPZP/Dfmr+N5dQkd6Twd/4ee9K5R1hTATAJJ3cfR6AS2eIcBjUqNpiucXuFzZD2Al4OTFaIKt9s7LnunBFMAdLSd9eZxi2SJYLl0NwFPzVa1hg0E48N+zp6+je1MexTvMmgWxCftCY/KWNOM2fE05kM/f5VS4b/G6pUkBAYcgZSevQSuaCqbcPXbJ6yrQcofI6C4UcudpwUn+XbOlrsh3snket/Eglj1PW4o1RmtgQrhsY1DUuZP/51UIaj6qekzRBXhJ4Env6u37T5G3eFU2YUg8D9QdU16eKy3gkvTCZl97gF3zOuiKV0HPNYAg0Fabhq1YOU/AulNXVCAM7WdSa+bPbKCyT4GaMmSUiLKtxK96n1jw1NUYCvBPcrNmWetExuobtb9O8BngEsQwpgN8ooymdemf6Svp0vTPmAhE8r3wbXgb3mys8kLr+o9GGytyl+MsjIwOg3qEmthLxN/FBO/je+g/9EQojqqkfkw4TCW0dchdQdYQwjMAaOda3RMbVeQlXJ2Izu+cQCaYpr8wUR+jyuR7Kv84mkEfuKiyMBt/05Nuw3Gwz5wfqnr7erBD1WB3KI+EEVhs7s6/hEjD2ztr9eaqn4hmEhpaxdMFraN+2eCZ+dIwaYe5LmbYNjIeuvy+CO3JF239QzNOEOy3p3XPtT5W42z3L9EiI7oA+i9LnyaM4vGHvFVD1qzAb09DuuLn1htTCCUCMCj4rjVU47Aol7a19fps73QlyNAKKHn95xA4GRSoYA5htSENo+Tz6efNjjOEksDXR4qETwBf7BXhNMK5xrzuKwOquOjs5rJHHHUjrqVL+/uVmpm6DvaybocJRcucphh5o+YFStFbHTZ03buF8RSFAukQ2O8/SpXhXwIckLZCfJtJjUmLhU+T+3pzYkJRc8ArnqaeSyhulniJL8gDnkFAllJnvBL+cd9IGxg/N2jAOIOesFTlK5+3i5/6uYXucasqkGxVsJMbZ0ztGJm/fzZAOBISHLgdrC8gxiahJn9HrdZRujh3CaAH4yKoIx2xMMilBsg5UvxZfK9y51mJRSFYBXbTo+OLgmRwSdq76ilLINFvaQeirrpc3CcIElqfCA7IXZ8hAgMnFcI3zQ3CueQOn99JWxcIO9zOSuXGX8FHgEaiOPgZZaVPsc9qO/9bkMUF7/Tnsq1KZKXsmO9stIqczP7CZRV52QoNIi2nBTd29yWsA70Ey/hLuebx1uK6PYn1t6nMDUI9NHtwYg6+mdqpAGyzxgjU6vjzJGaBQLNm38hcPhEQk4seHYUN92JL3HrJlBWbvLxKgumQYGeMOrhWoTMluyqiqIyvWskSIajn/bWlj63HLHFjQK+kkJqHC+s5Cqbv+4G20AbOzC8Ul8mGFMatJfCy9XQzZDHv9KQusr+nVpvICanaPZL4ybxvk9LNWrtKdup0WO9t/ou/GYG6D+lR3Aqj8dYyyeskxfJV/Ahc30k2LugiQbP7aTwzvYPOvBwtMK3kp5VsWi46symtkYTd9PjzsJ4z1+0SceUxnVB77B4b1gV5qaqRt4Quy4Cq8I1PpTxSVD2U1ErDshDGyrFaZnqc7sEPgnDJYb5r5CimWh+4LGcnByQm2LdkGpNS0Xxrvft4RfXqfOgiioi+mtYduvKnAW/2DJJHdhKnrkJZBg4EQMq5g4fNdDrW78cIPGbUpulP0UTWyQxh6zgPFQjG4r7JbXwC9ao92fDuX/44i79fVsDvYs6Wm60whEB7503TBHxB7q5n+0Lvb+GdGS3BGnIfHmF4Nk3m2ST1RAzeidiWZNiAskFwKgdcEyPSfY2Vzus01wmWZfyFb01wRTjMXvBOKvbMhJRd8ZjNTPlYfuo2nr4Hy7PMVdDxtTD03ci//oMMkYb2tyxTJUrjBh7Rq0Q7R9//R4ySm4UtwsuHq+lxiWCSBOb3O3++VL0OvC2lENZgwWw/hrESSQBakAOn29uhfdBwN9RKqDgrRO3CZ6C1fqh9GvOYPCaZDPsg8S24GgBw13eLgXD31mD84x3Fqgxtx+qzsvvZnhptfLcH4z/MhRl+cyxEJ0oNf+Na52t6Ec3rBSGAsdkckYu064Voq/ASUrwneb48rY9Rg6touknIVYC5cY21mtko0lUwXvuDdD5/tMfSHB+w9aFbR7/cQCDIPlGatpOfx+KK8AUI7DLYq/jFfeGrazZBIDKDB73OI4OXMkT3F1vE7CrwYKEArdVAjLZ6xxGGk49JddkuuGkrhj1V5d5tZVEiyJYhIrqLD+2K/0QVoGoEQqMxTaQvW8oOZXKDa/KjXd23sqOqHZwa/KbtHh1ZvspoVj54P13tAIibumDLNrkEXooTMhunNr0W6i0yuiGlnODkaDIlWeHgE1v/5YF2NRCIfx8TRrL6cKW9rh+WtPBKM2U84jfSbyzt5IJtPuA4XCX+5E1gyFQdonYrzNHoLWN0y9zfzfGnaZ3BY8ug97P6p6of4wxQn2TC5uqgXSp5XRs8aJd1LijIHq+hua3hmtRVgeLevJb7NoqhellKx770dXAybZ0bdBYeYJWxumKw67oagr22VkuTGokNv9tzkmOzFEosMm1kQw5RJsvkL+BmQYgObPJAHpbu41exvQ0GC+3HevSgpqBTSWRpiMnCzQ0cG5CRL54mDTpays+oBsXwkM1kpOA/p69tNereAZQLB2BwW2KDleXVPUJjrF6YDgBgXuof3tEQ38x85tybaMwtRePcQFgID2vHbtvfuEC4XKcZdWHjMG2l1iUV787kVaNeA8l+v5c+D79G7vx4HuPnIwjUA8VkKU04TLf2sp1g82eg5DeqUU766J8E0HajqIV0lHvfOtFVmVnvdUSUhraJKPYTozTnre8MwHDrNvRDPemfSJUuooQa/BR+aNUgibCIXDmbr9y0i2dKEiiWMMpaEJNjrwR/4QmKeipBqHu40U+k5Z1PGu9qTWQVWjmnc07VEcy/NWMquQqlSptYp0vW7LRhKxTo/6rcjr3WFnPZO0hlkujZYax7qejQsgr4owidFg9OFTmb/b3CJPhV3ajDC5aP1glhA8+uLiYP6cbnE5/9EPcAx3WVPakgEgtUECq0RFXrog9cD5sOHg8bqVZ639q3iYCFTRGUEGZkn4WPzaYd2E6qBJgjttwCnLbMRG9OcZVl4bIY8JHjhQFf2zmhlnBua8RvV1lPX7v8CEtS5MiE38NPqRVju8Cv8AKs433u5XN83224wz1ofIuMVS3LZANiWQcApAWjVxMwSMsS1TusONxH2dkJEeHqUCi5ZbTCjmMd5n6485SZ0XmzI6jko5c8MKPA4KVwlY5EXXf6Tt3/jULiamuTVQriAJoztGJFNrP4qSxGi3JMgwHzQTiGVYIkxdkl9Qd9Kfp+uS7JrusJOvj5t3NqviB4ACAdpvLlq/u9dlcqjbgE/fDCd8vPZXeCMkt94TeBWausd7EdqH9ubzAJcbn8KQS4zi0csTHmDxvyzFqzQeUZP4ej7feNmkvkcFRuVKOiVxObArike9r9Q/xN9h9cjPWKAfyRC/BNon776+6i8sIXRjXN1F6APIemXc9qnQEuStJHk8kMUGjNozaA0VbPdcG68lNAlkbPdXoheXAnJqL+VE4uL7jv890I9nRNtALnHIjQP4AlsrtC8SnduYIXYcStWKngJ1h/M9fIItN7skBb1ZmXFhWQf7XnnriU3SjUBZZlHx/W3yrp3y8fufTfsWSDt7snKa3Ovftw/SSN3i4+05wMnzvF65h3jD2SGmyO+sCsKmbbIa47EiWewaRSWpB2w6cJlPds/eYBoKzq5gOtlteX2M8NOXQF5A495ZGAfL4L9TtXd97wripzGN43cV14g1+nRdBjs3e3QJeewOPT5OyXTEzt+NU8PyaS8gWW1kXSmsPdIm7l/uRexY2nybtYF086bv+77ShgCluacEIYOcVl85H5jFjqIZNMByLx6NsTLYv1ck/t9UV8dnBVwJnqrHBK2dP6ZDOPpmwe1JHDdYxi7zSA/SAPxs+hanpzU4u28JeTthh6wJ39teixf/nF9QbK54VTxHu4ob9MODlGJIGmiVbwP89T24mIVpqAdBXt+9/UQNC/pbEqka4/elr33qpq51xdpAu7lW/WUM0Psq+Y9Kr1mtToQhddp8cXl84GEMNvZ6dEBg4hmaVSqMy1X/XU/CaF1OTnMQZnIR/Hp5aMi7cQmy4iIUmWLm1mb3/q9/4wxsvx66Yl4yJLyqh0xkKkeOLbG8iveKB7Pu6xrvNSBqpyNisu4YV8SbXs4X1oSEAjitIGRh/eCchjEaPFkT/vthbneRk9rRpHcxxkYntadK6ryaF8OQnPnnpXjbQx5/mnI+OaXlMHtpoW77VB0KIzXt+cEBHWP5+IM1D2FGJEq1g93ImRDjwHqBsOLNmNQp/JcAMfME+3IPemzxzQmxn1H0TBQcfJCD+Y01iUW5RdQA5Nv1WmNujaIEuYeAhWwkO573jV7nAzsY5BUcLT6AYVFNksFiCBzo/7AA2JkSkxN4/0ZcUrhBR9Xv1KGsfcBQBB24qa+slKklwec4OGu/J7hPyLgRBeytjASIORvVdtMuX7y6iKzQerZegifiTPeFQj6EiZzKcv9BvLj23t+5UnvMV29IP9AQZFvl09mSYbMJ4sxLWgAygnOfZC8CcB2GfsKsjbe9mKGfB/TITHXRT/+eGaJC31BgTzntSHezAShuXypSBsG8jbVS6yp9CyoRZyY6J2f/HQuDgf0kkWpHgHGKaDBDjg8VyCPNu0daNW51Ehngnh/Zh75KEoOlBbWqkaQhixufV36v/lPLnigS4GaA9qgkKyGUr+9LuUr2+tbGoCDeRZ/QYpQ7B6ScT4WrY2f5FU15Xzw9zTW1+q1UVyF1eyH+gITuKoJ0lUauFfNpZ2RNL+XzU3uLBE7dEXL8vvLoyEoCwwlh0Z9tNFT/prTw+Cs4Wx2zA30UjVEw8w92mma7fonhZ1JGypnLRCesfsICDuEBHB7r0sqZnhCBUv+fmraPUeGrq1a/EbJ8jXvf3dBQJZI68jA83zzds4mX9TQZIKOSt9PhFRzbrA3s69eE/w64/NGVPmwRS1dCYU1mqWwMQUUxBuRmS9C77gpYLeio8fPmQ63TuQ7P7Fwyj6LynAXPRlKzifFYY2Lv4Z269Toe6T0ja5qGUcyxk4CxJzro0vPnHsnE9cLu8KEeaKtF8xchbN/4cZW2I9sPE1skUplnUPYc7FVxjeyM/9VXzcuXL3sCND47HjaRG2NiwPZG7wYKJhcmbj7MYGIEqdnHN57T7fMsuFMe3KjTp1w8N5HUocNFrcePDXvXlo8NkAVGHxCPV4PgSbI1STHuXIAV2K4SjDJXKQXTKgyuIXzMZusDr8rcZY/kaHyNFtoyVs3BrjnKGr1z/js3DFvWpRaMLMMOlQri1Iaad1JBjk26fPNdteOoqTprZjiRx566T1VuOvlD8SHAW/iskZblGrG/iAyzrMUcEC5KhFG3vuOFkDV0VYqXgmb7bjws9AA5YAUKlFGNAwB4mevGD3zaJj72JlQQ0pTEBYh8/jJ8AAyI8yrC1ggPIzlKLW5wwmem8UUrxQmSYuKQePQwCWVlagK6I+khxTcRSGT6uQ6SiBWe5LtEhAKYKwdqWLpBPlfHQ5bBTqz7nUp0OF1asYAVxbTUAZszecX+QeTV6H+rHnM/BvJLvA+/UeEJdlhdZ9vlcWr3Spz4jGNC46MMZxLHxpk8RDjYnmLUASAxM6aSjsValrfHli7EutftwsQpkhUQvoknMQXHJNkd/73Jby5wOh0Xin9LuS/Bp0j50W02r8I+30gCUOmavDkCd7aHfqIOLGveAVz9i9qfUl1R07zyRdZWZPSaKIuw5/daksADR6NtHAE4QpPK0xPBDNq+fLAWj3/Vc+X9p0sM4zB2GBj2obV7VHgFSQ5AZyuV09TTomEJjYGGDj9hsHrWPZG8o+1N6Ska19FduonDhANGR3ikc3XvWLUwiB9E5a9h5NpxM2sFq4TuROuHsNqY1Ka5Yl+uoUo8g2eaZLsNRvDSytvzS8GHTUmokQ2kuAuefMOySpkRnq0dAqMrip3eEXEoSjSGyPfgUUBzMPlqcsOuNEJVvTLlZ+n3DHvFUtro34jb/9abSTFkC88uvXd9vUiLYs1jjHbQcRRLKgrIoGJcXej9PP83UermeNNTLvJd0GVpyOzi0RVPKIUtCuTgge/JaZzaRL5LLM1tKULHd4Ferr4TCf9iWCnFbCUH9QPMMyEBTKKZs4VRfYwMnnYso/ZRpafAZeZwaEG1SaENPVzhn6e1lnTBJ/8hiciiiGiMOjXkYy9WQOyzKeO3wsL9+/RnJEXI2XtUvCSC8atIE2Nm6Of2WdJBaRocvE6ghgiGZonvxdZZhMRcrSnBmlKQsIEUMsbhJ/bK3N+J2BbvPAC/4QjlselxhTaErxqC/BqcPjelwjEINGaaqJMlmjfafZsL0/ZT3Bx/y3h6k6BG6BPh0RDXtFUQZHMjl8sS6d9OTRpy9WOmJfbN1OqR2psE9FTHHPqHWB/zEIE+IcsiP2ECOrkiow0QrioDSUGmpwm/sS1c7bCWspfjH5lcKlDmxkHXTZ79ZhbSNxz6eCVAPeZ+XTWS2/TrtB+qXiqNyJTSUGwf8mmOYooxAU6I+mtIY/P21G/ZQSEQbNB6ABxgHqbfm61w2A0lcmEyKA4IBUgvwJIpe4EX8X+hX4NVMbcGLTTADETfKBhNVCJgdY8HaONhPpoxApMls9HDAhdHk/mrbaw0U2arEIwwaMFlwvnUUJzOKzYq5k11Me/tyurtEAec5FdUJ8VR+n8u74OH8ToCXrOOKdmf5ngLyisFKhIWJwwyiq+0bYNzN223JXOnxgLalXKb0IKlvQwulXwF+EpI20j5z762TijTHFcWG3tj9oGe8OrJkr4UaWWyFX5Zz+2TX8oF3KBJh/ZTYKv+mLetzQ6pqUHzabliohdGUYQlmY2rk+7gk7UVPR96OStxT1XN7UeFDcjD/UeQ6sBhk4SAe/dhEyMd3QpR1AsZX1mYHdcAJPkn0EKNJd90v1tZ1Itf++di4qUHYxDZ2pwqVVBQXoYOpGZ5fuehhdPyo1K01mqCkZ/OIpAU296+bj8oFsR8R7QiUiKW9cZQxePp1W69poQSIztrMolzKGgjs/nEydc40eh1YlfGTDNeGabkWbD0yQgZmCOSYRKjo3jhnfzfa2IUKj0/1I6CJE0a0dBym+v2tPwRc8YtljNLCo8H1tXulRdkOO0DRkD5u7tg0/KPeCp8soP2wnnCt0GXyhcNpf4IqwUd01VFzxGxZcGCcLVQEwdTHKWUsC1M98H2LSgCSUMWhNij03tW7vwNQlq6dIJppZOwGNXNT7cK/O2SA7Zt6kfFOw2jI09khZlktkNfrEZTP8vmVwpJRLQOKXcEUTC1z4SPHA5pZeNvDTaRl6qnupX5UFMKYxi5lOXPPnPhNCI7Jo0OEe1hqlWUolOtQGHrasBj8z1w1U8Vdf3ZkF3+dXNBjVPlJb8fetghxVoNsINXFAGF2vLiT+TxOtPf8HJzIZRAmcwTxK2dHXCpAH9DYysLGOiwmrllhg5Zcjl+0xE7owzCnQ/zc5esTqZJR0gUTMq7quekcSi3KE3GS2mE/fhLUCFRO/w8u46bVKvC2NR+z1uXoocyj6J6NvveF7UxEpw/UqOCEs19PQsZuvlnnhJnh5dvVAhsq0NwHy8+VlGbqDe07Zo7mwSZL8JZA5SLGHdQ43USAyj0yQ2NyokbIMZ9aGpr/eE72mlefr5nAblteYaAMKV06nC8UkJ8AOXuVVgdCHcm9etKpxi4fmQOy5A3lF/a0XFez+9mVs4lsc6PdbotJAy0rpiV2NUtDmIgEl+JwpPcvGMndLs5J5U1GhhY8c2USyPDf57D0a1t2VHW4M5AG+zWxPNw3h8OZgn1s3e9mbkJd74aKfIREnEFwHX1fWHdNdoekhsb9a0K20OWGuRJnfqUr3fSXbTysa7HRPOHaNohoqL7AYTjQUMDudPpVgxp/zMZFSnVx5iN8yd0OppSnSGUj6PoWUGeVUOA63NavECZVB0p56G5qrFAwUtqH2TYpRDgF44RUju9+C+8VFi1Ah7W0FkRKR8lmJmIdh3vrqRKhWpyySLaHMBVWmgWdPBoJ0gRDXR0BQ/PAy8xTuW+lHhXzpMptbY+LTuwW79iEhmbS1GsiRUDyuPmfkJK+tvkCpjCdLrcP1RoMSO9N8rBMnASfW0fy/CVBr39W3PwwyxA7sf8ZzfRYAV4YNXKw+yA9v58zRRRhk7O3JFaUB9rLNtSTKQs5i33jzXcQIfgsC0RhSiYzMWxWK2sIEs7y101td4LqGT2RzHPnQa85V0QTNm+G1FmWz3VJKAnmPQxeahLlpiOxFkLUUsnYuqEKJkeQDvP1iuxew6yE0S/zFGwj0fU/SrxnhM1jetoOomV2UgjPitO7fxNRrdKd4+JiZ5xcQEDrc3w7Bui5lBVdxogUR+RRkgjal50GA1ZvFlZeP9JSUYYaqJ7DNcPT3VYO/apZcJJ4zpOKwUjHrA39n11YY1qM/msFA4EgvIlAvmUfljoELVCiDbQPWUzD/7xP+I+nTFwoQRaBy9IB1RxnUPQbPd0HfnI9YZGBqUOlgqDrKLPpMz+TmVxYQbskXMcjzZT7BTla8xiigjpd7hPvS99aWrqwJgPIBKcOYk4MIq0dnPc/8NAcK4uDRn4Z/6+DGf6jdY/zafD2Bvp7TeOK/5qR4/XJFO3fBtOmW+9gi0EG5fqtX5E9p79KQoBaYakEw+pH6H2uXQodtfbPzXaa/+R9RVqsWhQreo4p+Egs+WETYrs+vuROao1l5Paz3axInJN8ccY5LZZebuAjqPYtV9cwS1m9wzsA5M7E0ueeB/FSQzR0nqEH7uIqMdIlz+EDET7A0AZhQ33eUo4FjPrQAmAqLa2cwgzTw6dY0AlWKyFXs+DGi7X567lie+CvntEHcFO8g/HTotlAfHvMvWnru47EpSUJcxvSG5Ts0o0Bi0M26ZbitDx8jOgSNw3lb75uzklt+AxG1ldq+5oO0BXWFHKEx2qFqJ8kHONvxzBFNzlFBTDYh7fuW1Lu9QKfRr0DhNVdcBHLfcVQJJx6Su5jPshA/HP/md7KRqgtfLQdbfE7wpusOemJxIiMc3kFdtNyH3ArjYiknbogE1PxZOwsfYcFpi1O5TqXdCGx9oRCAo9LsKq5lX8hQO8w4v2NZHu88yki222LXwxPoGUhpKMVvQBKS9NKuV3VTE/TrPZDkLSG85GkvNMc/++fcWFWUWFhfp538FCxgualw7NE3h+JTe0Bgx8JamIjj1KzkSsj2+ricJNN9pBgGSCgM4vUaW9EjCaXoSJMfzXggdOD36/tJHtib8r+eEbcogPmMgXjtSJvKD5AvuWSS6bOkaXsWSbjqQr+Gih1lL1alRrJTAUdVvSJIhnLN3f1nV2Z1fH5TAgl3EbGVpqwDMyoR7HOTIhWMJvYPwc5doFsJaH8Ubl3gcOz0JgxCEVTeZHuCg5FbD8YbMxPHkOmdRpmbY8mk8M+WefR2J77XNyrcDXdBSYPXX1dy/kskc1pj2T7PU1Vb3mjFqkPwadh32oHbI0QNRlEpfbb27cHiL0EcfU1sDJG2FQxYydyD2HSOeURwFSJ6SrgNnyC6bxnULhgZMB5fd1FqbcrTLvAPbZbyWqFYN2eI11hmGakhAdjyCGYMvFRfqarHCym0WG+QlPpwplGgWkeYb2DKhHBb8ohiFt8s8fgcKjdrVT94KtgvfovVdo4KK/kDW2kHoVtw9qX+A3SbysSekVcRn7lBMWOAgNELH8+oONfJB2vWdSy1qCeJltX2l96qKllrUCr6c+Bs5zZcjQGycoa/CrbOnmExNeJe8LRa7jbR0uypv/+g/EoMNRdDZ5nRYEOuA57arrfqwLbg5vQrg88sqSqySEZokcF7g0Vp8IX3/OnTtuw5Km2SCZGiGayfuFzavWuv00BDevtCtvXwOyppsFEs3BeX5ayWENQDAFG26/d85J13UpywtE8ZWb3lF+nuHjrQssI2Q5zsA9yN/O3engkjQPmfm2MrCXPVaRuGtlVReZr8UIqJhZaeGxP/L0SjZVTd5d/4PKQiHyWhfQ2aIb7ndaAqrq8ES6pxeWHhb97rwABzaZRAjmeBp6lxy9qVfiN1kCH5FHo69lUo8qnoWEh/3KHt/1BAtdbXCTy0anoNKfI2q7j25bBF/afUhO/RDACq5EXHVVYZgiQsVROTVj7aa3Naigd9mkDCHb+yExXuipUDDhnxjJLOWBd5FV/0jaM43RgsFvrhwUMcCFwmj41Cah/A7GkI+UsY3ekJ39+Ix4x4a6Qotb8QuaNf1VUnJK1CsFEiLcq/iDc1FO6KcK1g8U8P6A0qFASDV0U7d0fIkT6pkpV3hfG2zE932Qn5jOWmfyraDiVwGil4w2fsOCBHavMWNaUI+7ZXzPweZuuSkh1ySaao0DArS5UcrTQvcdDBAla9dI+vFAu8iNaN1wFIquQUeUDETPVidAj/JQNnITnQe6AwPblagXJOArElIqr94AmHD5QkSPgmPdMZwgw4vqNSZmv7cWC0ZgvgrJzs08b9aP/yXbMHf1SZEROEzfLPYV10fad9Etl5SObid+Jj8iyGsLW8e26qzyGTp0grzACgvkcBv0xl8tNpume9kQuLDrVjcFBCAbNsXcjNG9RhZ1E6PZD4vL6J9MgQWK1hcnhGMidr/ITvFXNf5tnI3YjglEFGuow6UPzLBHkX1foCcOY6QSiozHHFasz1RwyKknJqqxhmEUWzOyxVrObWoGCtQjbLsJC43rlIg20gOcPeVsrUlZEUtKL5wtgYna/H/eVKkHho20o850yIMLjSMSlEgigRZ8W5+/wHXx7vpyelYv++AhOtB96q2Pjjh1MJOBG14iB6Pzcu6m/CYZStFGvpWvc2xllNEEg9birvE0dq/mlrA2CaNjL3beSw2v0L3r9t+LKkAZ3AlNlmiAWBgXV60X5NTinnqKtuE2RALwbiZP9X1JIReXvlnsbOswoqfCh+3CMLFOHjiTtWsRloDkCailTW9F+4GgfurPl1Ip5ZdpwEhjbq/pRA68GMluwxoNlGWMrorUSMEm5rBsusFedc25WiLkDnxRxp6Yx9cE7h1A2QDOvzrB5nWWZKTxoGFH+qfi1RKFWI87SVyEHNvikq6+3G5/qu1+ugga7CDgsSFGpDxYZGMqYI56j1PDEm2Okv4/fDwGG6rPR/LAg4IEdYTgBvNFdxLv/LADqVaZ5ljtyggrJYkj4/WG4slgl39QfklruGOOAQyujziQaeWw4xfzD68WzvHjd4q2AVHdu80JFfgZJB7NenkLLOXkv5MXOSNtk4YAANvXGRs9gfwBxHvLa6ihJxpe5GDagBxIuKhjeFssGHno0mAL5TF4a1DtKSY+p0+hRDns8KjFRGyhjIr3yuIhzoShgs8gk/DkmNFHx3xsxVDelwO7yAZAGWJL+Hr4FuGkd4uE8zVlo6Nhh1gCA7jXQjFx2nsoh9wPU+GQ0CJmeIETOgb7lPGxFsk60ORjyuErZxngJxzBYA1QDQEUorFn5Lh1SeaKGPbZdJMtb5tTq0RmefcdpH0CVOaMYHhui2aoBNs3jAJau2EvFjRfLRU+7/i6c9aCDqvv3P3BtONLIKv3J3cN6ZTMIhZGogUQvUH16TIOjSqnSiTcvIag7mrWDb5OUNuaTIWjfwXqTlCP7RpEDQH0zcM9M6CINENC/zntZclpxC+u1wcNGer/dh+mQZhnUB5ns8tF8v/sFpEpcrDCJQiiRDo/yOTp/cmRrhV/gDGUrexFwKqv62IzwP0RqtvIy7vjyV3FAqEjEfhCc04jmmrrNssBSkbJGOz94ZUk3uIN4YEowKBJclPbnPJlvm0Vcs80BfEd87o/N0Xo5K1Jonh1VjrZ7xAWd9+0bIB6nvPBnej9jRs2pZBTJ5ti6q/J9rRiMCO7ac4xt6zCG/ODVVVgV2n7iJETfW8oGboW0Pw5iXujjHf5luDBzi8JsfCotVnTTjgE3VMqLlE9a7wTHqsrO17VXMknmXiV8goP/ytkLAcn6UmdpMAaKUhytBId4twtWs418bn3DAq9nFs0Qmn2NMGFdI9zVuRLTiqIbbsmSZVkyv/Qc+Uf7peIjFYlENhtfYEbu6sowIyjGEdsL1GdjpqgyJeNcYoQ7SUAWOPTOrutCNZjxrHAu2+ypFtbMem3nTm5WRCJVeYIGMFM/PTmZRBDoPi8UpvBsCtNXaSf/HuQE47j694F/405ketBBM4IWF8VbMwl962bp4Jm7cDlduCOESOYrbxjpXICCz7pjznDUagQbYUIdt64GrkaPbE4YueFfSWAPslHiIJwBIPdwfEDpbYHpRtrVx9MAm3SveWxSbdLPga6yq7uZQz7ePVca6pKwjcu5dyBQVjFzcd0RBHM5vjM2xdYUnwlI3VTtAgk0Bo2MzyMfjBXZ01nHe8rRj3OTgeXQIe2jEz0xKmE6E/MY9okr0ir9/VnJeEelFHMg7NTSpJ+iFAV6PhLWXbp+aO7LmM12QKfU2z6sCZfhP3somJG25OhAOfZc8Bn3T2ZF7Azm/WOAgdWJ0ylhpK2qWJfXQlCc58RoG1QZRoNrg6dbJg/Rk7uSmWdUfJ/v8/5yAtU2Us4IOBU2NMlXTJT/IE82/plFgBD+cSpahruHyH2G8g9OccvoPGTBiuhsVUK4T6myeq79EzClwu74uNxA3wcUJaUrlliJg5hSNxDaMVkGfet4fkgw8+BWSCmf1T0wrxYaEAr+IOE0X4uiybpm1yeZjBG1hmOdJHIuI+YLFf7Qdn+ll5ewH8ezAE2vwa2+km0QYD8cjq0nouv5QAbT/90d/pV2Kc+npqpakfoQeySTMKpn/goaRHklG2EHohfZ/dAwyT4CSt7jjD6FVPzMsjhufRqOqSTJjUo/dud12dk3tKqC6Hqz8/7db693DtRK+c5yC+A7o0t98RXq4f9IZtUS1feWBiiYEOwb8bglRBOEEYyQJHqFEtL2NCX/l00Z92VPgaczudDxZp6OmB7Sjab/R8OS9SQwmjVyVbNlG9ezFbkx7r3HeYm78ZGs8qSUKMWxAFvJCDJxs6vCJ0Xt9dbzwyG6pE0wVAt5Ho1o0yC4GYebmA8kSVFXk6AEv2kwN26TlMyxm6Vm8ZYFJEMXIb3rwQxQM7+2N/t04eJV8lkjH8Wh61rrE7thasgTURV4Uy42UylX87FVrzgYzjknJ4CdxzM7ZVGXfTtUTPBlm/l8pHmxQnac+pcq6nL82U4frVf9TWkulKKAX0wvGDO0BTz7igIIptee5slJfdo7gphOV0xxXP7UrjKo+4QKxnmNLTgCwgXZ4/AyBgrIpEbiQHxBtwBokQRRliEQEKW2XUyaC0c52Oy1eYnNWaVAK9nLHKa9QcMjJp1jjU/bCyOumv08Go+W0gDIelBhX/utDCVYcZB8C1ZpiG00aQmWfxcZSY+tS950Gpz91JjxhKTkvF8QhgOxyYszAZqbNQA8XZY0Gs7N7GVVcGBN8zQehlvdC0W6GGdvTIb1TVWWxL9VAB4fusq2DpaLOJig7cR7MhMlIOtBaywpahUE2SJ6vK6TpiTSR6gPL0rQ4OsA3DTsYg5VeqyxP0Kj/0YNRUp6NQIkKh1Sy9Xw4MKPOcwn7EM6Uam2aApsCE4/E6Na8/gQcLjVdgxlkaMEQPde4HCXTL6dmjYRiKXVJHIxVZDaMx/2zfdhP8mUEOjyUcbCeo8MdrkJLMQN+mTz8Q4YKpelyggUAMKRxB9iqR1PsxjgjHoSrggsBlGJPnRQOiBfJmJOwiZaXoMAXCag81Vy7uy0lMM/NECZci0mhccYvEiIwMM41TJb2oB0PyKFhfk2Bymg2WPq2NommK4f5DR+d3o9ejgupEu1wBgRlD+R2TS/fWCi0PYnVMdRVyrLY1M+UGOFvwuHIDIEeem/RuEI1Xf2L/114e+pbA5P1Dti+XOLbBbZbduR59TtMEBFeU0IlA0jRlnprAxrqGIZM1bpEUE/UIC6bzp2FK/MG12sPZ7spZCAi4p6RaBHK0oT9dC5bFESLPFtKIkDUcVdA7bMEGYIUENcw69vIRm9k5NcZpy8A3kYg471CwfX8b6RF/lhwTQhGasC34JhodwZeTDUx3MXQqxITBYIJ1pKehs+MAqrC22NSNcHVWGfU=
- Overview
- Deliverable 1: Test Suite Completeness (25 points)
- Deliverable 2: Coverage Report (25 points)
- Deliverable 3: TDD Approach (20 points)
- Deliverable 4: Bug Fix Quality (15 points)
- Deliverable 5: Code Quality (10 points)
- Deliverable 6: Documentation (5 points)
- Automated Scoring Checklist
- Final Score Calculation