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wNXwcBwKJMHn8lU0jMkWxCHxBOCvt36+D8GJnAG5wxK+JVq+j0mG04bND4JW5Wo64LXtxXRbt9O2b+67mFtHmqOo04GbsIO2Gb8zBFTwsZpXGJX9ArsWbyv8J0v3njunT/+9Z0/v/3layUluyEITPOmqGbuQnuZ420I71YauIKdNfo8QkFe0iQGxA7ThJ3/Lh07+z8WlRRVHy93TfiVavo9Jht6ZvXs36VvsrUqUdcFr2/j4WRGMkB2r6QinmKDNgLYof0zuj158/8wFeOqsxkcXktotkFO+4whvYa7TaBOrEIgWML9yIRx5PjR59/709x1n1PbEExINjVl6z75+9CuvR+94Ym01DQgVDV/Rr3JtGpdmo45A/O3Z1Zuj7an7Covo6QCJuK4SNSh+WfhNxRtzC9c43fA9c7OawzSaeI9JiHOGz5184KCZOsMEnJd8Pq2QNqVZqxJQjYEsVYQZkji6hAK3Xbp7ampqb7pqbD6TALRr3sfd5ss6rYDO73n/361vqSAUxqiAnQdmQ0uA0HX7dlx+19//IfvP9WhQ0ei0ihqM3rIzeqxc9t6ULLkIlEBZIHw9fKK8uBO65jQuao4/5FXH2vKPSYKNbY84X6G2qQyNxkSdV2S9voi7TYIEFEAxqbNWYgSi3Hx6HWPDes1MkB8jaGX2D29u3DrVkTdfth1QMm7i17P37+ZgD1rKEU0zpU0mVyoilYVHNv11Fu/v/u6hx13Aa3JeBWkV2avJYXreEIPLTD7UbB768Zdm/zftG/TTg6HvXipGrG/7ED8qjwJ32OiUGPLG45vNq8c03+038/QNIcZ6dDYd2RfI12XpL2+LQMnzbcrQGLGoiQEg3zBbj/vlkG9RhFRLTzAm7BK4Iy/LeiIPiNc3wV1XA3VdyG8Lwl/efHrlKeYQkmjqxI/EOKmzlsKN+QRLNi8+MjxQ7U6ZLXNjikd1b6YUlBLDNLapfk/7j60Rxp9gWWG5QxN4OVr+j0mDyQHBfwMTbDTzqmZPzz/B4Ev9xwqaaTr0pqvb0u2dh0mgvBVNqxL3sUTL9dzUNTtCfymaAINQ2njZrTLVJRHgy7dau5d8C7v2LdjZ9lRbecq0iUWl6fMMHQRNii5ZttGaNm6ZeeOPReKswl/Ult09O3Z1zG0oQyFTRJxaAFH244DO6TRV15x3B/u3i2hcyBNv8fkwbz8+X4hnsCMf2LxzE1P6TdRQ2VlSxrpurTm69uSrV2IXZW8BfV0VP0e0KVhftu2kcoxSMId2GdQdWcASEhSz/IVrtINoxu3r4PqEMLWP9gEymiqmpa2SlmzoEAQr9q6azOlWpuX1ni2QTtdlWEjPGFu68AzqZNWA1PPiWWHpt9j8kCOrIv3Fnsfx/QfHUsqKCHnWf9F/vTB8o8ix/iJui6t+fq2ZNrlinnBwysH6iwERMac9jRq/RsDdHoN6rVCv6N+94KKOVDsv31XASPcVLlkpg4Xk5xr28KEdoI8OqkiLGXf0RKXveMa2u6OVIgGT9RhBgLXPUYIqKskUCa16feYbFiyYZn/YyypoMaD5NzH33uyka4LXt8WS7sqXJap6rygJq7n9Ks5WEXjlGPgLt9xh2c9T65LwdzzbFiswha00oDimUSAkgO1oBiQsIjKmCAgIMkrS0AdigsnmKHGI6fCRUKUJgKiqPuO7NdvSo+X+r/PTM9MlFHW9HtMQj+D/yMI7jQOInXLJOHe8pdbIzk3gdcFr29LtnZBR1zJyCiVApM4xXKc6jiOvgHUPUsk/w7s1NMhdC0xWT3GlrrSjs5HKLcuDM6URwRaq9vqM1S5KkSs/Qu1OpnCcVobiYoeC7jYvAmfwNQziZtln+R7TEI/g1+J0QtsSDhWbFoRde+Nel3w+jY2kq+WmnI/OFUkwKkaknx2rPRgh7RTErL9UCjUwor4BmSoSk84JknRgeJgl9N9QC2Dq6YOmnzPrF/7v/GXBG2MPSYK8VueQCzb+HUtRdMbgs/WfhEQewTls/ca905I5uuL1m5jNskZ74fky9Gyg3f+/RcJo/WWVzg9o1oSpyfBFWkTJUomten3mIRYmN8UdCNJLSBwLof2sYo7JOq64PVtdbTrVcOhKp7gWPnhO/9226ZD2xO5CyFazPXrnJoZUGX0Wx+Bugl52b2a4x6TE8uLvoms+NBIZnXgm7OHTmq864LXtzU6GXRtX/AxUHGs9Mgdz99RsH+fwUKJ9GO0IIM30rl265RbYpkt/iz7ZrTHpEXT+BneXPZ2YC9jB4xtvOuC17c10q6WAZece7jsyC//dvuWQ3uIyawWZJ8mFpGiqPFL6sYvVJOce0xarCj4pgloV4cJ+wkuasX4RF0XvL6t0clAnFk19ud/P7H58G7KbCKqGGlc2m2+pF5X51rDZVKbfo9JCzn6jgzwagwEwoRJtIrxiboueH1bJe1ysGwf/Nc9nxYs19GyBqF4nWKhrs61hsuk1m+PkaItNSLqKvXYTr1XrM0qUQO8Eo7Xl84JfDN2wNhAzGyi7oSmv6OQdpt0x0yl2aqIV068Kg9MPPrPBz/bvESlsQlQPhBm4kqpORloKv+Xe68+pXPupgY7jYm5HaGPwCkbUZv+RPUpxAQ1CK6KrRHaYOdJXZ1rOtc+v3BN5FDR/7HHKd39H/1zR/XbY6RoS6DYeGTt8chVon4ZmNaP1fJENSCAlVtXNcHDsr/swDebV/q/CdSir/d1SdQdhagTTppv14bS5hZV1XEINSDDS1IYYZJzPy5YzBhUaKhiJMQ5yNDwhLkBlLSCZVCTOlIMzHNtuHXbtMkNOQ2mFXMqTzYdHCBcGDBF54nq8Ng9mZOeYVHQ4TFhH6yBFZEjA4kiY1QDdcL1+92H9gQWmzXpyuUvOR46aUadO2qK/9ftbjJ+vfe4fMvXARfhZafPWLNjrVcvXX4MbEeuEnnIkdu5ccp1q4rzvYLtM06bHrXliWpAAG+unHvzBTfFqrCbQKzatjqQlOHVom/IdUnUHYVoHrRLmKrbCzJctq34T3D625funb8FOJeDfi0HhS6wJe0aZb1qj9V7t55/33TLsJgwDGJYQlIwUDxXrVEpc5JNbaXUY1hmlRGTRrkqKixXJKlme/WRifh6u1CnWJSfOKblG7iwTMYawrtxbFIP20oKAw+GpJhIspCP9Bt3vLzg20/T2qWNH3hqIITIy1Oq9x51uJV/s9Kqeu7HT+uApMhHVy4cdaIm6nZm/+LlWNuRbBVnxXo0IKqfIZDR0Bh48auXrzr7ysAlkx2k7m/qfV0CobiJ2g4iSZ0MklItw2CKbw3FPY++ct/HW5cIkPIyGRjAkv04NZihKkImar8U2FJyfkjanFXEkoTOCVAn9AAMzoatJG/UvrnBzdj9FWXyV0YlXffKzhPKe1FDfjC4LNiWnZtATUcyu2E0MII44Fbbd3h/5DKBPHriyqS+t/T9wPeSkqQ9eOG4aQHOLa847vkWG7LHlxa+GrlwLHmtZ96PWbKh9tuRrPGiaw8msAEBbNndRIwT6Uf2/AwNuS6JuqMQzYB2JbeatqQ2YlOzvOr4Iy/d/8mWxZITVYlJYEebC9toK2zw/xqJi7S1jSpu2pIrDS5ZljJbBQnL3UDdCIsKXQ9YF7aQpqwd21lBgJfBs1B1xojJteRPyfFrd2xUSmYU1CZYg85/wK0W6bEl0fLodcb90wue86sXxsFrn72uTaoG7lGa2B8s/6g2e5SLxUk5ldv5Iv/L2mwnQJ2JakAA76/6qGmemM/WfhH4xvMFNeS6JOqOQjQH2lV1fUANxxabju6ct2WpHN0zAoZviHOommOGGBcmBXbjiWunabWhHCbzlFdB6DdEq6pLhtfeDPlKQ3rWK2avAT+BO6JPZu7QXsMZJc7UXJyOhrDS44fXlhSCkcvBuBYNmysMmGle7ny1UXZEUQAv4/6OF+4KTNRE4h8fv+A3GBu4x8ffe3L253PiBF3Jn+QCUeW1/LhvzsNysTgLyO089fZfIqkzUQ3wI3K+q5EQmSjslS5u4HVJ1PVF1JaFTtaObRiUK3qFiX3TINyCQsLSfmSqlIMNMQLEskAekkKhy0TtN1TFwJ1LgXYpEa7WOJTqMQyolAYzeGBwg/Q6sYkS243SX3Go7tOhTcefXvIzXTBY1FxITcz/9uMTlIfAjqYWeE5Eve34yMpaXu58gBQCRQG8RCP5050v/WrqoMkXjb2gV3au37cgH+9lG79+c9nbfp9dw/eorezXl865csJM+azmZufqxeTu5HhW2lbyJ8+yjg+5nXn5888bPjWwne0lRQW7t8bZTqIaUI2JIua7GgmReXFQUihIg/W5Lom6vohaWZyT7z//pO2bax1FybsWU5NaTHMuV6VxOPgWgHRhfk3Mf6BuQ7lYulN6p7YB/zHb4IZN3AJCFhUp8NkmBrggwOere4foFCrS2qT89uqHB/cerfTOhVatjM2iEMBw/eOzik8cgZKd6kgNQXjS3AoL1RmOqp+NQCAShVF5I09mcrBwomK5lgx3hMNVarCKxtLRVVwkNEdN71RyLmzasF13B7ClQWAmDdhTmtqQHcdM+Q1E12qypirSVq4ksjp2mtJv0uUXXJ3RJlPFjHE9X0aJLtIG/0BtYe6VVoPv31r0WnH5YQYrUB0vx5NPHUIaU+MHnvrDZ/+zHkYfAoFIaidD0pn9EAtGONNV3CUFGzecefmgHv0FAc+DNLchvhhczebAPoPT23WU5i3ElinOFTpcVwiwdRXXqvrCksHVlBux5HnesW/L3z57Bex63sY2KuWuTNGGi6rk0eV56u2/3Hbpj4kKacD7AYFA2m1801slPSgbFRwGFicDewwcN2QidV0KXg15qjMrtCuXaftWn0Y9rab8I2CxG2Aig63MysoOP/jyo2VVx6VBXWlWMhuKqal69cnCubdOuWXKqMn6/YaijWjqIhBIu01h7dpMZUsIXeFSTfiB5wEs2Wo2KbCu5x5gqrSwQ5/gUwDSduIadPrE4fLDd/315wVHdgk1QWdAbSBuUKeiWpJYuzqDSxKunlbC+wGBQNptfNpVPGgKbukoMAghFkYg2RfoVXshmK1+CFccViwKTmPqhD7oSbb121Y/OffJLYdLgJoZtTkNEaMK3BlQ850yTkRS0G4jVb5BIBBIuzEBIRPCFtIO1aUtIIhXWruUurEGKtLN8TYIzbmOiIOekROauA3qiDscKz88e94Lr6x8z1aJzoIZkNVGuUUrCPh9IfwBnBAIBAJpt3VC5+lK8lVvKFORvcpLQANGMakeJQbLq7Qzj5F37it8f8ncd1d/esyqABo3ICFN1SiqUuEN8sWwaFUbwmxhkCQKIUMgEEi7TQkG8QiQJQFiOJRzS9qmYReD8EmUKeNYRbgxbezq+DDqpBXT7lm9Ljpthvxy4cavdh4/ZNrSdgb5BUYNW83cSeM3BYSAOKyEdTMQiNZGNngKNAywWY1KiCMDkV9DUShTfCs8+zaczKvCxbxqmCpWV2hbGOxempOVe8uMn73y89fvPOfmtJQU4ujzcnd9blNT0BCIUCIQCKTd1gmbQjpcihAQaiuH/9TUxYtpmHKrRR2oFDNHnVdHjtGwu8AW6sRKi/bSiVe99NMXh2XncWZBAgYFFR6VekFsUhnC0QYCgbTbakFhyC9UwpkkWFt+NEGuQQQy5DypRh22q10EwlXGIZAZId+rshjCmYXrkHbKn3/47Hl9Tyc0xGB+TViMKZWfkEXQxYBAIO22Xt4FQTLJihAdZhAVUksECUsy6Okyb4aNRhAxcVzB3EurEOpf/fPd1z18Rs/Btkk5MQWp0gFrHGkXgUDabbUAfQRqQLlMym2h4g8cog0Tq+ZT193LVQyDk2kGKcEchCOJigmDuTJwNsiN2lS7dCn51ZX3d2Ap0iI2QPHB5gQ0H/DMIxCtDehbDBuzMNOlvAVM5al9vOLj1VtWCS2O406dKSEdOnjw4KE5ozPadxJQSo0rYpX/gHCkTlSjOpPNYGH7l5AOaR1+MPl7T3z8rKEKS3BdUA5DGRAIpN1Wau0KIExIMQPdc2ob1qcFizVfcs69AjzyR8jrXfm2tFWn9Z3wk5m3d0jNIEod3SAW4SZlTqgZdcsOu5V+QBBnxpmXvbpkzp6jh7gBRYQprSSYMYFAIO22TkgytUHBhkCIAQPlBJj4skEN3WAhAdV9dFowVSYq6N18uG3Rtr9uf/w//pDRtpMkaqaCxLQagzJhbWVBK1aFr0xdKWj6yKnPLnrdFMwiUB+zIckSgRquGpFpvp1TM2f/4uXI1R959bH5Gz6N3EhgC1MHTb5n1q8jF4i6dw/lFcc3FG1YtW21vzhFLCyMEFP+ZvPKO1/6VY2HLPdy8WPfibO1DUUbf/T8bYEF+nfpG6mPXnuZ89q3Nhbq1IAaL1AsyOteezX3+FdTrrhu+/qVW1e9uXJu411N0mqS1JF2PXOXCeWHZVxSorAMDsG1DLwNQlST5VVuAQEczIwth3Y9/srDj37vSdBvoE7BdjePzVeWIqzdwM4edv7fF73GCUSoWQ5RJxKSJQPFbEb2HN70p1M+52P6j5Z/M06b/rs3fh+nCu+43DGRX/bKzq3lXi4bPaM2XODh1im3BCq3E6V1Kf8kBVw84aLXPns9TlfRkNYmpAG134vcVKCSvH8v7y19/+kFtS3TKdeaNHyi/Dt/9Ln3vvZgnJ6p4eenNYC1ykOO8uf4cBnn4E6g0tqlStcm9mYYU3bvksJ1hQcK3TyIGs8n79Etp3NaR1iycVLUBnYfUOM3TQn5xD5w7X2RBWM85GTmRF2rltsf3Wdk7Rvz0Mx7IykvwOPfO/9GSeWN1NqGN6A2+OXFd8i9BDg3sBe5gFysrluWlP3wVffHWaCB5wdpt4UatcKO/qc0yQ1Lp0u44gyxC8XrHDaJKsNavGKhI61QE42Cn1eQ7u2zSKNpMXTtlB34Jq1d2sk95/Ihv+OSn8b6NVbdWWm212bjQ3oNrmUzJJdJe602S958wU1yhJ7w1iakAbXZS6DeWizIxerB75J54xxsA68m0m7LBI0BSaNQg50ZMKFGharcTuMUiof67qoURRtO9x7dSVWeRU2MLzT1Duw5QE3UEZMl/vznZfcKfBOowt142FC0Uf8FCtzqZzXq8JPErjtbSyNdWlKxthzAtefMitXmyH7iopHTEt7ahDQggXuJtXDgakYWWj576KRYazXwarYSoG/Xo2Ot5gi1hBnkCYNyTRzNBC08Bho3hG/bv4sIR5AhzvLuz8zkTDkpuC0S72XomdUz8E1uU3nW/JNXcjQdsOzG9Ts1qoc3VvMizfZYOGf45Di+Y2fvuWMCQ93ivcV3vHCXdlP279L3sesf9i8wsvcIEs3BWu/Wxm+A/PWBa+/zuwViNaAee3l49mO6ArQ8zHuv+LX/DtGdVtSz511NudYfb37C37bIrj2BVxOt3VYHFUZm2EoWh3CL09i0S6l2QVgqwoE4nMrjWNnOimDLpNHGFMHxW3/ymYnj42s83Dfn4YCVFNUOkkPpWM3r0rFLLfc1fuCpNZ+TfsFl3lw815sakqw0d8m7/l+jzgI1pLXxGyCJ772l71ffYH2qoEfdi+ZcfZjyY42rBCDX+mz15/G79gReTbR2WyAeu+KeGDxqU2aqOsUcZtSI/cnKBZ9sXhzLzaAVzaHoJXEDdGsidPBkqDiHPr0G0CXyvQGFLhthVm1wziDPfsnN7HmyTnVRSZE/PCiqHRQnyiJOPFNUP0N8gzfS2grEP+w8uCuwzcS2tsYGbNy1qTbU1sC9yI+6UGmd7NDS46W12XtCribSbgvEabHdUlzrhjnJDlZ+wdp4NEq1aQyiCxYjriADi2vtusq8EAXMhCrr0xjH2NU3rZE8PrWodlD85tVIpjV6MBJrbTWktU1j7tVjLwlsWKKuJjoZWtO5cEUe1YspiEXjTamBaI7KTzOUtVurM+lUBoK6EoI2WmKwfw4tyX1qfbv18X8M+CWk2V7b3nTQ+GbU2pYKPD9Iu60X/gFdkvvUAh7MopKiWGZ7fMgheZzQ4GRrbUsFnh90MrRqeAO6JPep+T2Yuly8v8F1Cn07b/jUzQsKmktrI1F0oHj253Oa9V3XqOcHaReRjCjeW+zd93pWzW8Ayscg2Sg4EEJfXlEeWKBOoW+nDRpf+2zXSKwqzn/k1cearLWR2LyvoLG7jUQhMi67Cc4POhkQyYjCku2BAd2wnKHeN9tKCpOtwYEZmILdWwOz+e3btIvvOvhm88pE+Rn2lx2Yv+FT/1/CW9tM0Tk1c8qoapS6bvv6xriaaO0imh/2HCoJDOj8mZq1jAFqSgSylncf2iNNzsAysufwwk4jIZ/tMf1HN42foeGtbV64dcot+o3k3EA43Wdrv8Dzg7SLAPiNCz2g888sB0yPZEDA2bfjwA5pcpZXHPeHmnWLOw8zL3++X1kmMJOebK1tXogl2fOPj1+IHAq0wvODtIsAyIfhHvJr/4DOP7McaXqcdAR8zXoOMJBkEZ9Jpenk92hLy7feCjJN0NqoiJQz9pCE4rOzP58TS5Sykc5Pi0Qr9O3ycAqv0B+J8N6El1EZDjxeOgOIkIFeLmdazKF2excQEqzrrfH4268HJAf5B3QeH0mjo0b17iZGQL/Ga3nAB12jVOuSDcv8H+utINM0rW0BJvAzNz0V2bfh+UHarfGQFespIQWVLSZ0VoSq8hsmT8F1CfdYnCs8WraVwELNDOoIkBFL1cuEYvAswbS778h+7/3EIWd47wMRlMmAgDCr1/KADzozPTO+ATsvf77/IyjIJHFrWwCk9frkjb8LHCaeH6TdWsHLQHPfMKjV44qEESURJmIrhCmtSBDqhbIULjvXaPAKJYfOtN5jI1RRK9i91Xvvn2vKL1yTbOc/4ObzWh7pg45fHWPzvgJ/PJP/qJOwtc0I5zwwTf9d8d/XfJH/pf8nOYq6csLMVn5+kHbrDhEu1RNpxmoCpTYVtIZTR01t9hpuFfdacT3Xxd5JzDbUG7HmzUpPJF0YQ0CQzGth0YHiwJI1ykos2/h1w9szddDkhQ985P9rpNYGoLMk5F9UPdxkwP6yA/fNeTgQqxs4IY13fpB2Wwbfckdt3C3DHjBp9feSHXvn9I6vmQBOBs5Nxqglal8RTQvoePZ1Yo8u1rxZQF4rGdAlo3PUFkYGGNUoK7Ew/9Nm1NpIa/3pBc/JvyQckVTzGxzeH3A1NM35QdptCThSdpiGC0rSSP7VTlv5pkO7jDi06Biqgtm2nZ2h7iRaqzI9cptHoQ2Noj0mDZOoGURRI35OIjqnZgZCQf0tDNh9cUS1NZYXfRP1qJOztS0PeH7qilYXQLZ564ZTh59BHQYkqkYEp5S5bAvvtfJjh3adWGzdctcohtrunTt00fNyNK6VTZXYI6XG9l3FykwmtkvxCcT2kqLI+gLJdhUiHXxecH6k6VQb5dllG7+uZQGxZGhtCwOeH6Tdmsb4jPu1cZ0YBt8Mmws+qM+gtiltyisr4titYOJy3jsnDwr8QHxCzaauipaw9XxdY9i8gcQtUj28IUkQ6eCLX0+3RqnWFQXfNB7tJry1LQx4ftDJUAO27NxEtOitcuBqx4JLflxHFwi3asTEniOBIoUTcKbeyBeuv4QqlsROS2l/7tiL1UYMEa82mo7tZZJpyyvKDaHChGniz3/krJo/vCFJUFcHX41SrXJUG1lpMWlb28KA5wdptwYcO1FKgV7d4mfV7E0WdhPInwW55sLvgfi5tGhVxWFIb+CCWSFKQjaDou6UGtOHT6FC140gcXTLqVMHHrBt3zaLGLqIZcIPMHLuePehPclw5v20WFcHX22kWldsWtFILU9IayMVuRoD+47sa4JVGuP8IO22ZKzZsQFMWijx4ORG6FI+bvgX9/Nvr1P6XDPqEuBTUsW0wWtwTi29mDR4+2d0uWXGbYqXBaVVcc6nUKUrDLXi/hOHiKrYLhrBybB5X0HA7luzI151osgJ9EDGUWAIWXtPcUDoz5+yUVcHX22kWlduXdWQw+xxSnf/R/8cXUJaGznmCDQgIVP8fjkkjctGz4jzMeoqUZHatn2snxrjarZstDrf7rZDOzgVMGvmDvCp5lwa7oeU6WqDfUvYD2bcltYm9eWv3y6tPCFt2yphMyfyoWpyv9Num/lLneemvjQJiZmspuN15eZ3lBTtOnqEUNuQJByn1HBDDN7qifDxNZ8ibeH/nH6rv5D4xRMu8v/ql5eMg4dm3hsonuYRX0CYlUQTH3jmpqf8h1AbpeA3V869+YKbYlWujTzMWZOuXP6S42HsnJp57qgp/l+3u51Eolob/zzLvQTq29cPy7d8HfCrXnb6DNnvegXb5cfIVWrc7A1nXBPgVq/3baSribTboiDZc922b4f1Hi3AAHWsTUHkYN+gygAGsgUXrGER24DKvuyaad+fPvHSz1cs3HNo99b9xVkdO2V1yJ40+ryeWTmOeaucC5TEC2UAVzKkArNvNy/hQPkGJ8rJwBJv8PpV/WsMwv9i06KbK6qxlXzAZv/iZbmiNHAiDZk4RqV8uvSbLhmdIyvveo93HLsy3DuWFAYeTkkZNWoGrti0IhZ5RZLymP6j37jj5QXffprWLm38wFMDDfaM00S1NrIB8ty+cNvfZR8Z9TzHgXee/Q14/L0niRtL5z8WueXnfvy0vg0i+U4uHGt2y9tL1OZ5vW9ir2acQ0PabcaQFusny98d1ms0g5wFHU1AnTgGCLzVmQw2FYZJDeJ+2SG188VnXQGfgJ9h5s2ddnPJWzhLxt6x4Ip4F21cZEpb2mCG4Jw1SvSu37Cq0XMnra3PVn8eGQYQ1SSRD1WgAHiNq3js7z3eAddeIA7f6R0j1IFrI9W6ZXdBHJvxvaXvByxBSU9R59zLK46/vnROwlsb2QDJwv6TFmDMepxniZcWvhooyR5nlWfef65+e/EkdxN7NVuJIdwak4OXF66ymUW4kytBdEFf4sY2ECeuywlL4MohIaq49gcAFTOh7Fob4hosx8J1KJvHMXclxxbv27q0aD0Ht4TdSGWDSXVnbm08d9KaqKXHNs5TGgeSxZ5850+xXHtRs7Mi4zFqI9X6/qqP4vz69ILnanmYr332uifYlsDWSiqP34C5S95t+NWX/eIHyz+qzZJysfrl0XyR/6W3YuNdTaTdlmTuWjvLji5fu1iN7pkTX+CkCytOJep7SaPUFirOF1wQNGQAbXLiREGAH8KQP3OT6i04TmEW28oG38UHX70vqLKWKbcYYaJRzr9/Vq2W6uZ3vHBXQO4kkjp/+fyv6/GUSqJ54KWH/KZNwKKJqhcRmeUcyPqPZbn7y/xEPcz4CxAl4+2XlE1ga2XzZANiMa/cb6JyuGU/OvvzOXEi6uRPcoH6Dd7lffLUh083wdVswWh96RJKc/HVz/512tBJ2txUsbRh/4Drd2DuN25UGXV7Keq+0GoTcc7q/jk6b6YOAh3EsbIj7+Z/ohLVnGAzTnkjHaY3q1ZLdXMtdzJu+Zhzhk+W9ktudq72Qsph7/aSolXbVktDsk6KvfLB3lC0Qa4YUMWOrKYVlWsiCxMEkp1iQe4xjgiZ3OydL/1q6qDJF429oFd2rn9EL4902cav31z2tr+HSHhr5ZI3PH3zDWdcc/qg0/QF0ifq/RUfyi4tcnqq3pCmvTSur5wwUxKc/2ruO7xfGqTyp7rqL8veYs32dQvzP/X7ghv7arZY22/y/ec3i4YGFKFqRBxlfq0Zdu8lP50y5gJwDgiXWIVHrzpxQtRjNOAkAattULVlCIoghtzqf/39zq+K8iXJm8LgnFMm7MZJVEPU6aaSY+2WN2mDSFqMyhvZ6pwMkk8NkGAgT374dGn5Yc+/aruhtbr8hObcenhfneA0cETI1W2ho3WFeOvL2UuLV4Efgwuu5uQIOIoNvAtPOi4cN+2NO15G+W1Ek6HV0S5YmhRMzfLK8sdeeVBzq/wzwtqN2r2gNBPqzruCcttxLGhnBczRbdyW/49P/2nTEHUEdrlS8uUcLd2Tiqfe/ot+U5v4AQQCabeesOWQH+qZcWl4Ltq15rEX74H4MR62c93UNZU3XA/fq6CGduky8F/I/9YXrvr5K/cdsSsYtyHwzDDlZg3OJOcKpN2Th1un3HLtObP0+w1FG5Ot1hyiJRt/re2AVQ0zQzKvxSjj7JPCZfxfd9922e3pqZ0DM2ZCz7bVdftEZ13Ajpgw3v5y9vNf/Ku08jjE7KqMZM4h5iwkqReEcDjegicLOoRWEq6eYsITgkDabUQA3TEWAhcrp7axcMvX2//2859e8ouhfQYTxzHguAjqY42qspaSrw8d3//fL/9ucfFqTgwTYhcEJ9rtC7FnlqikNMSgDYiTgyQsh45A2m2ZYIJVUtuEOjwwcWbYYHAWHNhz2ws/ndL/zO+ef2NOVh4YuYySeqYzsCPlh1/75MUPVn98qKpSmcuVgjNp60KOBpF7NJVYmWFzgb5dBAJpt+WDU26qkAWu/teRs6r4b9uPChYvfPqrcT2HXzDigrPHnau0crhX3T1qpJdNXD0bRo6VH1i+dtnijV8s3LyywiAh26Zaq4EzzgwqOVYlE3uxurTx0tQQCEQSo9nE7Tb6iRC2oJIcgV4tIkxhDO3aZ0T3/tmdenTJ7NqxfaeBvQczYrjaC0C0S9cuJeTE5uKC/cf2b91fvGZ3gc1ISFBbaaiDkDmjtoB4NYzPRSAQGqPyRpp4FjQgAEEVVhOUA1ESa/WezWtLtnB/BppiT/UKUb2SqTkIPoK7VtKwoQoBVzBqSAKHnyAEzXAy0pBzEQhEa3UyxAbTwQuCU6FLqVOINaO6+o6kWlP9o4JymTBsw2KcQSaa/J8x6hQH4iHgXCI5F/IylFUMLg2O1i4CgQhzDUJbsrZ2HUAoA4g0VhKoIgFMq41W+cng6lcmLFZFuWkR8CSYxCC2PI/cAtkcEwpGAAnLn4iuU6lXxzOMQCCambVb1/6hzoFZTKU5KN1x8PKyNpxzgwoLRHHAOQuVz7QUJBSvBCUz8C2YpvJMMJtL/qUqGJfY3PEtWJwr4THJ6GjtIhCI5ka7jR7fCuFcFPhSaHEwS1OnSRznrK3o1fM5MIj+NaEgGpWkKg1hQ/5sUVsurVcUOgINJ9MQCAQ6GaLCIUdQHxc6noE7dM+0RoOpXAqO9jlknBm2tGuVgBm1DZATI0q5nBm2o48uzEhdSAQCgdYunoJq5EsMnZnmC6mtlkjmVKNQUrkw6aaWlqavCBM31xXaqC+GAVPREAgE0m5LQKAgawCxhMYj0Tk1MyF62P279D1v+NRabiey8bGydWMtGfXwIzcij272L6KcgUdefSxWsYxIcedvNq+886Vf4S2HQNpFxIMkvjH9R8u/GadN/90bv49VIPbWKbdcPOGiQJ3zzPRM+SdJTf703tL3n15Qcwk1uZ3IcpD+7bz22es1dgANx9RBkwNkOrLn8DptYVzumMgve2Xn4h2FSBTQ69jyIYnvgWvvi6y/IvHLi++QXBng3AB3ywXkYvF38dDMe6OW4PVv53vn33jDGdc09sEO7D6gxm/iIyczJ+o5xBsJgbSLqJvle8clPw18ednoGZF12qNCLiYXjvWr/ClOmXQ/rjr7ysYu4tC1U3bgm7R2aXXaQqyitgksdIZA2kW0HGwo2qj/DhwNOmTlSD8wfPZEviO3EPl91IXruh3J/heNbFy5xbzsXoFvAhXFa0SsorZ1tZoRiFhA326Lwo+ev80/8A8YoeP6nep5eCUFBwbOxXuLH579mK6b279L33uv+HXPrJ7+UbZcJdJBHHU7d7xwl55Ak9t57PqH/QuM7D2CNKaH199mjdw6umVjLR9pRyMQaO0iquG+OQ+XVxyPZcdJCg4s/+biuV6tcvlGfgwybMQqUb98YcG/vKAFuZ25S971/9oEc1N+o17yfhzPdSQ6p2bGWr5Lxy54UyGQdhE1oKikKJYdF2m7vblybpyPscy9yC8DgQQ7D+7yf2yCuanBOYPCh5zZs07rxgl7iBOrh0Ag7SKiw2/H1cN2i7pKEtqAXX1zYnV1yMZfPmpsGQKBtIto7fDPodXVIdu3Wx//x4CXxm9HIxBIuwhEFG9AXY3xLh07+z8GvDRdY8SWIRBIu4jWDs8bUFeHrD8QQtdyj2VHIxD1BgaQIRoXq4rzH3n1sSbYUfHeYo80B+cMWl70jT8xT3JojRQcSIgorygPLJCLKcIIpF1E8mN/2YFYijOJRWHJdo92tTdgWM5Q79dtJYU10m5gPq1g99aNuzb5v2nfpp2kci/MDoFAJwOiVWPPoZKAN8Cf5lt6vLTGLQTSiHcf2iNN9cAyfipHIJB2Ea0afstUewP8YQkBuzUqAq7bHQd2SFM9EMzQDWfVEEi7CISG35WhvQH+sIRIuzUSAS+EzoQOBDMEIswQCKRdRKtG8d5ivzfAc/VKi7VGsfZAKoS3qW0lhf7vUXgXgbSLQISx78h+7/3EIWd47wMWa1QEZHa9TQWcwpnpmY2tXYlA2kUgmg0Kdm/13o/pP9p7Hwi/jYqA09bbVKRTuK7lKhCIADCADNG4mDpo8j2zfu3/JlbNtIYj1rxZ6YmawxgCMrveKkUHigNLDuw+oGlC4hBo7SIQyY5Y82YBFbSo6JLROeoqkVG6KLyLQNpFIBzsLzsQWVaDRGhRRqJzamZAkdK/SqBMRmQBCwQCnQyI1ovtJUWR1S5qXCvSXXvrlFtiGcKRBSwQCKRdROtFwe6t/sk0Uj28IRYiZXbjF0KOWt8IgUAnA6I1InJWzR/eEAt1ddei8C4CaRdRK/jzXPcd2VfX1aOuUo/tNCoiAw92H9pT41p1ddei8C4CaRcRHQGhQn/WgF84RuOy0TPifIy6StQvA/KJPU7p7v8Ydcorgdi8ryCgorBmx9oa16qruxaFdxENAfp2WywemnlvoAiuP2tg+ZavA+7Ly06fIRnKK9guPwY2KFeJ3Evkdm6cct2q4nyvYPuM06b7f91ei4Sxhhq8JUV+dYUadRoD/QSJFln8zE1P+beJ5SwRSLuIMDvoN10yOkfW6PXz5vKib6Th6V9GWnzP/fhpHSwVSSty4aiTSFG3M/sXL8fazqptq2tsvIdtJYWPv/dkXU+C7F28/QZiv6KiNvZ4pFwvCu8ikHYRNVhhkoACvPnSwldvu/THtdzCM+8/F2vLtd+OZLQXv3q5Ho2vE/zO3Nq4ngOO2n2Ho0Q+RMr1DssZirSLqB/Qt9sqUF5x/Ml3/hT48s2Vcz9Y/lFtVpeLxck4kNv5Iv/LWhnjsbk7gfA7c6P6owMIOGqjCjhEBkig8C4CaRcRE8V7ix946aGoppkcws/+fE5gDirA13KBGkf69815WC4Wn/efevsvTSNl4J9Vq426ecDKjirgEJl2HNBwQCDQyYAApttQtGHVttVxxvUSTy947vWlc66cMFPySG52rp6FO3D0gBxrS7tP/lSjUq23nXn5888bPjWwne0lRQW7t9Z+OwmBN6tWo7q5v8ylRlQBB11mwj9FGUhdQyBqDzr5/vPxLCAQCETTYFTeSHQyIBAIRJMCaReBQCCQdhEIBAJpF4FAIBBIuwgEAoG0i0AgEAikXQQCgUDaRSAQCKRdBAKBQCDtIhAIBNIuAoFAIJB2EQgEAmkXgUAgEEi7CAQCgbSLQCAQSLsIBAKBQNpFIBAIpF0EAoFAIO0iEAgE0i4CgUAgkHYRCAQCaReBQCCQdhEIBAKBtItAIBBIuwgEAoFA2kUgEAikXQQCgUDaRSAQCATSLqJ5QxDbeSOE90qFTd2PTN18+nv1U/h7+SqofKWGYPCGVtuI9xoV3k+BJanaJpftIoy5u5MfqdpjuNlue5jctVwh4hAQiIbDxFOAaJT+nKbYts0Yo0CaNqVAYZJIJdMZkuko5YrIDPW97RKbokIiv7S5kKxcJThThKlZT25EvwJNUxqd7n3k6C1D1Tthc9keRjhXXymuh59sd5thzpVNIra3O+gJ1EaYah4CgdYuIinBLZNp89Y2FH8p45HBd8C5YOxSYGHNs8IhR+qQrCFZl0s7lEYQqKFuWhaP8KlBnT0Kj4sth3sdrpevYOpSwwZeNTzOlbSsfiIG8XbECDOF2yUgEGjtIpKVdQmhnlGpDFj51uKSgoXiXO64Haih3qQok1fTpuRbLilaWZecuwzrGrmCcx7L1NULSNr0GNyzjg0ibV0ChEoNSxI6M7n8RvYKjpHtMjvnJjUVYVdB46GroBxMb8pFuBtAIJB2EUkHb4QuX7g2M7kN5EUEE/I9JWBX2oxIM5RwahuCKctXmEIyK2VUf2QudTueivicW433OTeMkOeg4JJMgT3VvpXfQ/4fItQiwtsgLEypJSz1jQHkD2/A5QDuCIJOBgTSLiKJwYBkwYcgiZcRNUIHCrbB7nSJkTKwPoGCwdsA9q/y+TJhAAOGbJLXpVu7UIqkSrkNKmhq29SeXXPkNpjcCI1BgHJvTNiCH688XrynCDzDQOucCbav/HDJscPw3mFYo4o482meUeyZvQxMW/ACU20RuyY8AoG0i0haczekzFUwUeVg3nDmo0LS9rU5lWZmbqeuaWZKhzYdenbNozbr171P+7QOcokeWTk9u+QAb4OZG7ZswUwm7pSaIHUd7gsCBramT0GttVvXHztxWHYEW4s2l58osxjfVFRQyaziA7vLqo5bssnS4FYeDTCQ1TrQK6j/8NoikHYRyQjJXJK2TEHTjDa5WT36ZOamt0nPzcnLSOk4oN/g9HadYO4L2FTof5Upyfw0qeIHFL+q3xnxBTDU3cVK9cb12sIc1nu4/n7C4LNo2OAFl4Rsx+6S3bsOFJTsL9l9ZE/h3qKjlaWbdxVWGtwGSxnduwikXUS94A6rI9yVlKsZKe0KkKSoYr/UWNwXwmW4E2JC3UIcHK8MnLhdOpzSrd0pg3MHdM/omtWpx/hhp9P49xjzWIwFaJJ4jJt4SzzKW3U2lE+XkJzsHvLP73wQxDpSdrRg68ZNu9fuPbJ/y76idSXbqgweUifPUpa4E3rshKbJfoPZgptqD/5oOfWRgVMbLHrmnOfq4XEIpF1EC4SK2QJnq3DDqoBMpU1oU+Vg5S4rGZKFwZOqBvwQWqBctIwxmN0SpF9m556devTL7tev24BBfYemtUt34rGU9aoZy/XDNrNoxWokKIyOqRljho8bM/x06ngd+K69OzduX7N59+b1xRs2HS6uqKoEvwq1VZAcEVxyrsHVsVNfqLKK0LDAeQE0Db2apGPJu0S5m9GBjLSLaLGwqUkVoQoduQr8Iu1c2zINxi1t4VLFETbM/quUAvkLJ+lmm6E5fXtn5I7sP37M0NMN4cbDBgxKPVklwmSrAndpcxmjBw+HUjdzAvoixZise5ecHl16nkMuUKYyLy7ZvrloQ37hqk37CjeWbLMN+R1EwjEOq6oXJ67NVtHBzM2/sNzwDC+vBIG0i2iBkJwLzlNbD66Zk6lFIfhA2mg2tyDKFaKmCLV5dvopw7MHDMkbMab/+J7ZveAHpn2hYRrVAbCaPNRkmBo4szBb6UQxXyRDstu6/sAyxZeO/xc6JOcnffi612E9s3vnZOWdM+5CNZDgS9d99e2Wb9btWFtwqKS0slwRrg0JGswwwEVs6VQRqk4XsDAzFdujtYu0i2ip1q40uGyVP6bH/+A+cEwtC6KwaLrRbkKf4SN7jRg5eFxOlzyqnAZCm4HaDUqrG4bCdkxCprcJk09cUZTPhGTNxZajYd+L8Kx56D8EdSb6HMs07EgJe73VCZgwZOKEwROVO8Jatm5p/uYVq3evyy8pgLg01R3BqVHLyrMkTGbbFs7XIe0iWjIYcK527+phsK38DHRYVp9xA8aO6TNucJ/hVCnREEUpkN0Ab90wrLD3gKt8XqZdum5qg8OvjjGswhV0MkKzOUE6hkKdk+p8zFVam6EZ1tf36P5Fp4aw8BAA4uDYhCGnjx9ypjrfZP7XH6zdunJR0bf7S4/AIMNQuXhVtsnkOZJdH+brt4Kx5uT7z8ez0DqJV0+gS/5IM9uM7T18TO7Ys0ZPTU/roK1aGh5tu6GyzniaeGEMwgvMEq5vwedkcPcS3oggzdKc88+tRR6Cc2KcH5yj9r4Mu2G8Nbk+Ubx4f+GnKxcu3fz1uv3bqohlcIaO3daAUXkjkXZbKSSVdE/NOLXPqFG9xp4zbpoaOSs9rjCvhANpdYKtFjlwJ5eon0o8ViWup5NQHyXpralMA9p8ptSqt9QXVly9B3KP2+ljnEBkza00ymknKqTB8HYhyLHjhz5bvmBRwZIlRavxzkTaRSShkUqFzT2lLhjaChj/c+qjBmqBW0CYNgOPAOXgLXCkbCnNSut0et6IaaMuHdhvACOhJIwV9XTDvIQ04eNuZUezIDVWWyzORpPR3vaCdsvKyuavfG/JxqXLi/OVZBok9RmcqJA0HYhmu6ppcDUtkLAwlEaloa6vujHki8q6RiDtIhLpHRCKSbUsrA6hJRDeBZ5CxU6WYRiWsAwCz6R8lc9wx1DK+NyhZwycdPb4C+R4lrMqSgztIkgG5nWSd50BuI9AtbNCqGQMzgirxrDOVJZyqwY4V/hUdJUlzquzblK4UANn3vPnHDp+8MsV8+atXbiqZAuMLDhzRxgenTLljhc2nDdTBY1ARwvZ2EzFWmAOM9IuIlEwCa1SzgBFN1rpxbDA2rEIS+GkSjEKKHWBEg3lIZuNzx10Zr+JF559meHE0kYZ/7qD5WQgI86VR5T6yDHAoQ4vK8cIVbkJUX0jvuW1mZzUPp/gcamPO0qKP/t23nur3991/Aitkj0tVeMbJ2oCpCsZNZTzRye8mTA/Z0FuS3MJ1EPaRSQ/OLVNqM8gOJOWrDAhkIkTA8KaVES+ElC0DfkoZrfvePHIaWeOnpKX1cuxFr25Mi4EJdWMwWROTtV5boFDII7/VHiBw2FHs+Zsl5tImI4j6JufrJ4msiPxdX5OpJ12BOvjWrNt5VuL3lpe9O2RiuNakUdPh0JSIbGcz0xLDRtOBQ1EstIuBpA1Nw+DCNlKHJHZVQweTkkrhm3b0uqRH2EcbtMp/cdOG3X+qcPODsd7US/kQMAyzKDhLICwxMxJ5VyXAdW/brQZp9qVIlR+MkzK2VSrPoLAI3V82pqzqBMU7B4Eq340Lr1yPVig5KTGEft1Jv2VitRhc+KWEfJc0sN6jxyWN/pY2cGFq+a9u+LDTQd2yrZD6SPIeJGjHM5ZlUFMg5qCVNn6LCGSFWjtNjOo0jgql1RpyOoKNIo9WE771AtHXDhj4sy09h2rR2vxIPuIQChY0Ow6iXatc5DVkiz0qwh4RqibcKyH5NxZgBO/kSvCThVPYyy8QDJFtPlj7CBLGHqX8AkhvhRseZzrt65846u3Fm5Zor6DxA1w9cu+mIQDTvBhQScDIlEdpbRWYWhpQMkbyzKowdnILnkzxs+AtFQSpijixI1yx0lajWK8wbXzJkke1OrN4MrRKU14e9mapdKMW7VphTyc4r1FpRVlWvGsqqJy48HdhtLhHdqtl8kZTOMTmpme0Tm9c0ikDO03omP7Tv17DzaJUY3FKUlWbnLEGzwJC88t7Ytb0yfHLi0vffmTf36xYfGusn2cmLASVESSp8qR4EEg7SISxE1USQoqa3fKgAnfO/eGHl37Epdhw0G1HsvQAOFU/7I60528WTVOXBnyI8cPfb1u2ebdGzcUbdh9fP/Bo0c4cypEqOWYzUhIeS95lEOoRuKeLd+9fceczj36dO47su+oob2HdmjfMZAVkiSdTdTUDI+ChWPLU6HLHTlLWO98/ua8dQvX7trCGTp2kXYRtbBeCcyCgUWj9ahgsCxMEAoPUonKK1PfdTTaXTTi3GvOvbpDu8wknaD3LG4SZTRfnVzAAX2s7PCy9Uu/Wv/F+t2b9pYdseTZUIWHeYK6AaZrZCoZBMbtPpk5Q7sPGtF7+NghZ6a36ygpTXtDY0V0VLc0o9D6SaVsoQWRl679Ys7Xby7fns+VBhERpgro9qYWuXe/eWkvapZRUC0PgUDabS2mqxNBoHW6uHpn6DBMCiadBbPVPpKSVtvZgyZefe61HdpnihiklhzH5U5tOYyldRkCDeU79hZ9tnLB8i1fr9pX4CzGqVtx3XamzhJjS8sNGXBemeRfC4JbbcMAPVzrjF7DJvSZMHnstPS0jsTdIXUMf0600jAlsaLQTrazwuLEYMSNyuBkx/6tL3z0wicFS/wVP4Xb5ejwB03EhirDTFxpdgTSbqsxdtUToNyrrIpwA2iBg+XFgRgIg4lpxV2se7uO15w2c/pZV4Xtr4jM1OSBrcK1dJ6Ctqm0WaiJ98ixg59+O29B/qfr9my1GLRc1elVK4Yjq7S8emJGzKA+LhlHlXLXBqAOd1VSNKr6A+Nn5Aw9vd+Z08+aSavnMYsIz0yAcJNiNtJn9sp2Fu3d9q8P/z5/61JLx22AVKe+o0A0WU3JWmo1deth5APSbquCrmILwz4gpxAFQXFbGKbgFoXMXRss3NSMq06/4tKJVxC3+hjxkmW1gzIZNWZ4tWQHPYfFxPqt+f/+8s1lxd8ctSqIY/9aagFDBWkQJ5zWsXMTWSJdB7oKJ6CBuhWC4adKZqdwQ+fgdjDbTR04/v9NvqZnlzw3I467JzwwM0mSIt4ZJuG416uB4IOOtSOseO+2f370f58ULGPc5szJK2FEu8X11QH9HVueAIG0i7TbeqxdaXqZtnxyTGpacvALRgfTQ0LJuTlp6VdOuOLSSVe5pXFYjAeeJ13JHEcLxlKxscBW81d8MHfZ3FX7t6hUV+H1OlQNejXhMve43EzehDkZCGTQ2owRb9fOqZM75wwG3sQGe9BjT8pHdOl3zVnXTBg6iZCwsg9NFt9CRPfGVeM84TcVOafSpnnhvm0vf/TPeQWLqG0IQ9VxdqTVqSO+TjDyAWm3lUGPdIEOuMM+8n16Ssqlw6d9f/pPtJ6VTwLGJwTj6drypBMQd8R5FWm+8+Vrryyes7v8CHOqN3JVCp0remXOIQlTPfncPSdUC7skigwYBKJp1znRJ1nXgIC8E2WIm5CRYWkbUC0LFeNDlAzqknvt5GtPGzLJtc2TLPLMixFUfmfPH6IMW2dqTfcV20u2vjLv/z7ashxGVE4Vem84QnFKDWm3NXEuk4NbE0wtwhkxLEbSjXbTR5x19dRbOqSmVTOxfAavO+wNKI4nF+3Kxi7Z+PlT7zwtCTdsl4H9a0rONZkuNWaoLkVwVeAdnn1nnt3w6ukmalhBlISQZ1OHbUWDcChu5O3RUL4dJqkaxL4YXJ2R2f2unTTr1GGThJYDC0TpJYXR6+fd6sMO5gq5CbG2cPWzH/7v6r2bKWljckuyMwSNSFtfoLw60m6rgee8FGoa7Zx+p/105k86tM/0DSGJl9GgZ3moq+XqRTWp0ofJ5Ztbs23l3z54Pn/PejmCh5kcVYQYcsSECczLlCUGU/BcJ9oZakqH03AZx8Qale55Ztpd7uyCMpjK4+DagWklTr1y647kmZr+p6CAQaVVPKR7r7svuzc7uxsjyZLk5pvuq+6Dcv7xbgxHyE37bZau//Lv8/6x6WCxE1GHFdyQdluA04BUD+fUg2t37hh4B15VohFoM6pwsRGdB955xe25WX2T5Hmuu5mlXAqCHK488H9zn5u7duHQrr3lyD2rQ2bnjCwuWPeMrK6nZLniWLRbVo+0tLTNWzeCSgQTm4s3F+4tWrt3bcnR4xargChmwewk1AKm5JrRF1899YYOqRnVGC6iKH1yXkOnhqhyTbz95ZzXv5qz+/h+qgpbqJgHSHOz1QhMDgJUqIdQwQ9cZ86pM0Ax+RhpN+k4N+odSb3CWxCaargx+VCIrGuHTj+96D/HD54IVpeq5ZuMXoP4pOv5PdRY1VaWl+FzjwjfVFQ485X4k+W0Xg9/9/M5//vFSycqKzipEjQJp9chk6Vr+9SfXXT7+GGTtPymJ1SpIk1Alsg5FUlITXJoQcOpjKVlh16a//LrK96F7hByH8HBIk2BKsOSFwmiGN15W5XFQyhybiJo18ib3BdPRGLhvzW9N5DO6jpwCTUFs6RZkdom5fLRF/3mu7/N6ZIHxXzBImbcSQRtJgcb1mvRNR+BPpnQJdpdQ1DFLemcg7DUWfXikBBNq5Ya2GvoiJ6D3139CZVnya/BlSzdKqhBlFfyeRsWHt67c3CfYW3Mdup4dPvh6IHaVGBWMlq8INRMmRP9QkMp7cYOPHXKkDN279224/ABRixVy1iYwmQqc0+XzFMkrZJY3PubIPPWF10zuiLtJp5zSbSEUT11IRhT+oUwTT6h17AHr37wnJHTlHiLKgYuTQonlL35+Bg0syixcRV4oEJuiYpCpuE5cuqzaqm//JrzSjzmkhvs0ikrf92iXaUHaFJeX+VDZXJUsmlf4ecr5w3pMaBLp66O/JmjY8wc4zf5DsAm3FC3l00clUnZzI6pp0wdM21Ql55rilaVWceV8KbSEWXg71bRdSC9rlfkbnw1PuxIu0lNxI6OKjALFAjo0S797v/38xvPv6Vj+wx5i1vUVqVqqBvXZDen29pfU1gl3FFls1PqqOS6JjHXIW8xdGbduFh4oiUhiA+Wf7C//DBPzuGsCnUwQd3YKq+qfP/bBWZlxfB+Y2TPCl4i3Q3BAcMQPdn6T9UkkOl1PAZqFlPfbTlZeZeffmXlsWP5OzfqSVxDmLocJyyhikZpXXl0MiDtJqUJ6MYnUSfxV31mctgsrhpz0aM3Pa68CnrunBjU8Q6q0r2WHFzbeq3mcqSUugq5rsPWcdTSsO64oGHrKjg20HCn5mCQTv/3k2crLIupoI1kO2QDCiZBfINBtMStvXLnmk0F+eMGnJ6S0kYfLdG17ihPNi+DoDrgkDn3m7ov1WlXsXSUjxkw4dxhZ27bvmHfscOc0SoQxWc6j1o41xTdu0i7ye1q8NKupPk3LDv3nsvvvvC0SzUpCWV6uEVpwAZRBiCDgoXNJ5QBDoATp7CDV83MjdGnQQeuZmrb54nhqhCNNvedWSn5w3PzXyIwtk26h1tQ0yC2CjdWJT4o1HSQh1R0pGTFxi/7d+nT5ZSuur4opxA1kHRXUd1hboYe8aoiUaLvOhimdGyXcf74C9tUVW7Ys4VXcVsxL+Pq1lT1pynDIF+k3aQaxPlLg7tmYJtQyo0TLv/lrPuzO3bViVfu5BMENnBVlpCGPWa0GYWPuT2I8OXPOlatv5i6oH73AvP9qAoj+IsnKKNq0eqPDlYcJYIlG+9SJVQkwC+kht9aqwhU52nJiWOL1n4xtFf/buk9wLdNGUnCC6lHJc7dp73wQt173uCEK5k2Mqzv2EvGXFS4c82uQweqGNfCZSoZEqfUkHZPltHAnOkv5lQOZypIjGtnAsSmCpDjs6gYlt33d9f9ZuLIc9wII1o9dsr3MQnuZE9YR+gJLv0c6pGzN+CPnC/0vgofGffqqoe9D8S/vXDpdZ/PFyxfSQKpZsqXm5bYhsGUTK4OGuXqkTcc5YSTFuGg+Il5/apT9F4Vai6n1sffzM8ItR3Uc4iuaKwOjrs1Nb0TcdKcD5QELhT1rlD1MQm8tklpO3X0Bd3TM/MLvi0jtjTilWqvDaMbuCpKoBimIrTIBhNUUIJ0jLTbeA4+oSJqBK9i+raVd6Gt5isMQ72X/NE+lPLd0y67a9Z96anpzcZpoMkBnh/m0qM20G1CnSgLS3lhXXOJxqBv6lUd92XTwXYcxzX1nn6uQq3UXI+qDyw/9uk+oLhoS9HBHarMJIxtidLIEiorwyAk2RQEwMcLuW7yWIwl21ZmGCmDcofpoA6i3ftuMLbr6W4udzrv273fhWMvLtq+YWfpbpiJIKCTp7hWErFBpb0vuElNdYdwStD/gLTbmFahppGQNGkZCSktVxVfLp8/yR7GgIxuv/v+bycNnxrVPkxm4oXRJDCIHuGrSS1K5n45+5n3nvnfj559dv4/ju3bM2HIadV9BRFbEd78mm8wC98aDsm6Vr4S2Xb0GCBnWLO7IGeNPKfi6NH8PVvk+WRQitxQViYYWlwk3WQ6457nCGIYvt6e35GFBvUcClGDhDsuFhWbTLzQgebiRBK0bUrbc0ef3zMt89vCbyqgZLWhriZTJYbkfWLaAnLcmKDofEDabUzaBdKxTOjb5c1mcWob1OQwvS2tOXH1mBkP3vhoert0oqurNKs4XHloNrENyrz6Zrf/763vrP509/GDFSCqIDYc2HbukMkd26fpSfAYm7G1E9HnSAH6pU6IQzhRzXEDO3mnRE3PcUXF/NRB4wZ3zlu2eVmlrYgbhNosNV+VfA83yKXLlhmy25XGuCX4sm2rOpltBvUarDP3QOtH/ur0Pc2GnFSkig5/oL17DJg46Iwtxev3lR6WhwNZFyrjzYtI4ZQh6SLtNqaTQQXaKslxIFYOM71c3nTd2mf89urHLjxtuiIUh0FoM9JYUFmgKqZNhz+JP77xyBcFq8GmVzoSxBDpZsoPL/iR5Fw79pBSRe/S6sUZVR/k+RQdNR+nAoVn71InyVhnr4qcrJzpYy9Zt2X5nhOHNOEagiZhPK+gXr+hRHSUr3/p1q8zQ2379xqqTgdRER96vpE3H6cTJW5ooPynY7uMC8ddaFhVq4rXCWHoendh7V7khdrRrolnoZ4eL6AnE6pVwSMUMu0qeddN6Tv+tpl3dGjfSSX1uEVWVIBV8zky5jhhVbPnrfhw7tov5chedimcK01GLvp0ydU+WXVULObY1NESc+W0nQk2r0Q8nMMN29dI66nk8N51ResliXdLzxqSO+g7k2Y5Oo0wV8M6pKb/8dZnr378/+0+XgZCLdQgzHJ2nlQnDvK7LcpNg5vyjS4c9Md5/xCcXnLWTPk7o16SXnNygHpGA1eqOPLNdefeNKr/+Edff2jHiUPS7NCRKG4dPOTemoG0W++xuEm9h01Upaa0/+GkWdPPmkV03L+eaudaXJs1q6dMa0KA8yS/MP/PHz4jQH+KER3uqYzSoT2GCWeqKN4z5mlRuqWItKeYFO/dtmrjssWblq0t2XKkssyAOmqUQ3oXWb13y4LNSw1Kp0+8HApZ6qRqKAwhUtt2ZGWlSndGbybpTpu83ob8T1d3FgyGQZaoYuKJT5/L7pw9fvBZRAlIGjFKYSYn9IBGd5ZuLwtJbkPyBv711r/94d+PL9y61BYhg9iWMExqc4xkQNptVBMAlFsZtYXdv1Puz77zsyG5I3RZKz0TJW9XafIwYja3qV2nuUfLDv757T8cq6qgetQslEI5l1TIzhx2utJP0L7f6I+ZTayNW9cfKz8iDF6yv6TkYAk3Knfs2VlwaOe+0iO2U0WcapldCIJVpWZsQa8Ye/ElZ16pa3NSCL0yj5Ye+su//7j54E4gfmUEMy34kGTnzSu4BokFwuYGdBjKrcse+feTj16bNqz3GNURsWZUMpI5RZ+ZV6ZJp1RQEkpNC91zwyPDvpz9j0//eYRXMeibTYLFgZB2E2DVavFcmLOFuBngE9ZGS2XD6ePk7H5n/Gzm7eBY0CN0GiYvo5mc3mq5nlwdLGFP/fv3BYeLVVUYptgOiLJDmzZ3X/rzIb1Ha3eBLtWlLaBla79aufXr4j3bj1gn8vdsI7pGhHAKhivehjo9NpzAkE55Au0JwVVhAzBsJ/c9/XvTbsrJyvXNQbK3v3z575/OOWIdCwlhaWFyNZpIum6YhoOQiXboc63yBcd+xC59dPZvn/3Jsx3adRKO4rCnz8u1E0aXWE664yJezxqYx3ScRd8584p+Pfr96e0/bz6yU1WPp4p64YEBCXmlZ68CfLBokO+sot5uTVatKvtA3YLYMIFmKx1Y3j5k3jL5hkvPvEI4E0EtIWJR8+mhsmNXPD4L4nMNrgveSO44d8CpP/nOnWlp6Z7Ci1y4tPTgywtefj9/vmRbBpPbUPoYbFhl9Viu5IpD7vD0MV3NQStnKy+vOb7XwB9P/0m3rD5qAE50gATUp/jwr6v2FEFANIHqwjYMJEAZU7kamtsgQrBh2Xl/uvUZh5e98s96SkpzW3OStyduPwGa/cfKD/9pzu8XFqyArEvgXFuSr+xi5XHBG6zV5gPq7daqt+dMJ0dBH05A/hnic3u0y/jN1Q9PHD7FDZ6RxMybtUCIY/OqyvFtU9pmGqHVO9dVVlV0T8+e0n/0f826++IJ32nbxgQjnlbpWKh3v3jj0bceX1K0+oRdqSNrbYicB6VWW4XgqrqQUCFcKNVL7iQOCBAzgMjPUP+Mbndd8p83TLslPbWTTqKQjSg9fuiZt/70p3l/21V2kILX17ZBrMKQZ99Q2daENit+Aq+CJV9Kyo5WHjs0tv942X8wlfJnUx3uIpphFoWj1UmU6FqbUNtJo6aYlRVfF69zptWgOwkZOoydoHROGF0zuqK1WxMZgSBWpQHuBIhFNURIdvGjsvo8dONvUlM7MKdCCqfuoLo52rzVnAzKKLEl2amyY7qeIw0XvFAKMIIcPn7ogX/cu2rvJhBU4NRUvj8YYYJdLJSkmqrUq7zcuqS8Kg8jzVlhSFKmpsFJ307Zv//Bk5DCJ0zhiISTtxbNfv6zfx61KqAEmzAMWgXaV4YpjagQYZawiCpr1owGrV5FTlX5Ujx6+X1QlkI5GZRoULiERnOaa4MLqt0OUJNUqTXoKm2f/+bfT5ZWlXK41nDdlZgDWrvVrF3M5KsBkh0MNZOuYvRB7/k7Qyc9cetTHVIztLiqdt4RZyjNmhEXRHKufG+pxwM4Fw5MuSDlqyqSpgJTgV6PlR355V9v/3bfJkOPjlUZrioBcjBQ89y0vY1LfgxRVsWgrAaFXAJINQNXBLdtw7pi4tUq2M7UguhzF71+zRNX/3HeX0srT8glwY6idqUq6g6TlzCjZ3lO0GZj6DrKwrY6GXAjPfrW70rLDqvYOOjSDV9vx5pTVg1T0ZMCQnq4YFqWhJIJg8585j/+0PuUHDUgsQx1+Qzk3ACroJOhhtuLKWV9anBaldo29cdnX//dC39EnQeEa2ktT82mOTlPfHLjxBdbq8QWbOpUi7BIWOrFmceW/81Z+NKCzYshLRTGkOpUgG9BxzIzfUI4E5wByYKrT44VgHBhqg7Evw3l2hR05/7iMX1HHSs7/O6i13735n/PW7f4qH1MJTqZOm1NGlQmiA4q37kKYjCU3BAzzORTZYg1FrepPBwIhYPsNZsalVxsK9pw7qjz1JE6xXW0eoNoPvlr2rev/dE6W025fyCqOj210+QRkw/uKdx6aK/SwLQ4w+y1ak4GjGSokXflM2NxYXcMtf/NVQ8NyxspHJEBAtTCdF6AVj4kzU4HxFffwSFf+a54747PV89fW5RfdHDXrrLD0lAd13PYZadfNm7IJD2ZtnXfVk5MQ9gcmBXcEFwZvEyeKwFpvNq+ofJ3xZ+MVLZNSfnhWdefNfaCju0zPln+/vOfvbC79Oi2A7tu+Mt/qNkmSxKSaUoT22QWlJOpItyE0jKwfcI14VLF2jrfy2ouuf+MmpwLKAtnKbUJCMKoXF6cP2/lh+eOucBLYBQq17FZzaepKxFWoVd+Ntdhkt4+/VfX/6bLW//z0rfvCLhBUJkMrd26UhOhAzvl/s9Pnu6Vladjm4SjWcqhcg3XkyKOB7NZTfVUM3Xla1lZ2ROvPvTEvGe/3b5uR2nJscoqFRnFio/t/WTN5707ZOV17ycoz0zP+mDVh+DBFVrWRtV6UeNleMaAWrhSbTfB8UusVLPj7657eNLIqW1DbeXifXr0z0hp/8XGRRBSBopjkGWganfCP1DmgAFd2zBHB6JuQOHgpDBUXQM1Amk+nkIonwcmv86MhmlFQlJkN/NtweoZp16QEmpHXc0O6ki9NRNrV5V8J25WmhoM6ZGfHgLCGGjMoDGdWfu1xetPiApUJvNbu0i7YR8cCNnAjWOoCn7gWoQasJSc0XPYg999JENH5uoaquFKCIFihc2Ic7kXryRcfZq7/vrTRTvW6DryUEIAkqogrlYuN/CUnjdO+14bs51cODuj6/jckau2LD9aeVwaocqB55QeUE5hCitC1J1QIrkpT97wwPC8EcQV392wbeU/P3t1b/lhrV6llclccQbnJArnTGv/htbUEZ5YWTPyFMIpcCXehaNIAdxaKSpL9hSdPWIKcTRlHC3m5tNjE7/aGCVe4VVHe04l1BgDcocO6zXwi7WLKkmV7EO5Kp1tKsputcENSLs+ElKOSKLi2AXVqazwkEzrM/7u7/22fagN5AALt1Z1S7hfKNHGo0pelqbu3C9ff3vNp45ygud6AHkf+p1h5/ziql+np54CJwF6HZ51SrfLzryis5lSWLKltKJCOwGAeUGBVZ5M5SGAqW5x+7k/mDR8skoQUAKSi167940/lJzYxziXxM5sbjcvuklYN08LD+4ZmpnXPTtPdXOUUN4SzoPwFNQpV9rK2R27nTHotLWbvj1QUS75NkXF8xoipAIODdH6ZtuQdqvRkOqJDdDzIKYqQWj/7Lz/uGn6j2DsLNmHMVciqwV5T5wibqLs+OH/mv1whV1pKPcjKNAQw6a8b+esuy65Y+bka9qmtFM2PpjCjOqwOTGw15CZZ1w1KKu3UXFiV9l+bnMLSikQpVTG0tqEHrz8nqmjp3m65o+8eM9LX79PDAviywQ4DoRTRK3V0a4WjS8s2Tx9/CUQpQcMZYTrbjTnu8rps5UbXpv3nVI7nT3yrG/WLj544pjgtkHlrWWFaKjCmZBF2m21kCRkhAi3DFWDxaT0tqnfv3TS5eqR4K7Kkr9iWLO3Sqgq46Ylxl/84B8rdq5VJWQFmL8GtUjVLWdec89VD3fP7k6dmr5KrlsP/NUjRVUkas+snEkjp14zcdaYXqN6pJ3SOSU1zWx76aipv7787r7dB6p4TtjXI/+6b2HBcqbctHJYbaqZFmB30hoHnKpAhjhQfjSzTbsBPYY6RSFp87+xfNL4ToAPePlF21D7S8ZfsnPHxq2Hd0FRINn3gqazIK2SdjFdwhv0ufnzttGubcpvr3lgeN4YxcY2UVJY1ai2Jdwt3K96c90fv1tWUQnVHVT2szRG7zjv5umTLodcI1XAiFQ7emmuGsyRy/XkcNQGudaEYfonacQxEVJ27n0LCpYoGQKIchCQeMZ0EK7SR2x1Aiqq6nClIVI6d+jw2p2vuzqZRnM/LhGupEfCGc+uW4sT+7F/PvRxwVKd+aKzSFob1YzKG4kBZL47hsFMUvs2Kb+d9ZuhvYY45b0cpShOnCrA1aS7m3lHo2apBPnHB38/WlVOoT6htESrDGpKS3/6xMuJq9HunAn1/JSWHvpk1UeFuwsL926XvdS+0gMlx0uHde5jU9I3K2fi4LNOHTpR57pKU5ZRduz4oT+/8cT8rSuoirq1IcQM5pCg3iF3KhNYUIbOaFU3m824YRvCtPeWHpn7+eszzr6yxcwY6GeJgIQG0QMjff+omvDG3dc/mPfxX//61Wu+BMhWB7R2wzTEBMlK63jfZfcO7jeY6ORTpSIlXH+uo9ItWoI/ShVcBEPjWPmRSx6/QvcuXNUh/9nU7186cZbvgBUnqhPx7Nw/vbNmYVlVBRVVKlZMC5YLg3FbgO67fNq6te909qCJKiTE2ndo/+KiVXJ5JeDGLK70GVQCMUxrM1NAqU/w8vJWFmAE4wCawjk3ichKT3/pztm0+hCk+Y6ibMKMaqMq7cBlTqFoZbW888Vrf5j3j9YpS4ZSOP4OyO6X0e2pH/05JztXzW94NdCYUypXuOXWW8SMM6gmqBnCF97/+5o9BUxUVTHD5OSOKT+cMelyX/aULs/D12xbffeLv/y88JtKywJVIEMb/1qdHNzhptZkpaSsomJNyfr8kg35OzZvP7SrEsT/VDyRtpzVkyacyhxKXMiRyGldT6A8Jza3GWgjkmMVFaeY7Qf2GtIi6p2Ha+PpIAWn1KlbJEqbtwN7Dcsw2yyWYyDaGn27rS6GWRp04H2kqri0zu1XfsUBGTn/fcsfO7brJIhFhfK9SHPMEdM2nQhdh25bhMCjypgqLT307pqP5bjfooYpjDvO+/4lk2Z6Phd9tKWlR//4xm//84Vfbj1UAlEekP3LnWoRKvrf64u4jqJXOjgQeeZ4bDlX/zrhtkqw0em7HIEF3godfJCHzUwt9CEHDa8vfsU3RNcnhDvSFq64c/PyMzhhgeHIXu5TUwJWnj7psrvO+YGjpArl7uFnmGWlJm/pfXCro10mQnJATLkJCa0wgwQc0T+jx+M/+EPHthl+W0M4Oect9LFX1sfbi988UlUpGTLDbPvUdx+ZfuZV6pDBIrUVG77z+exZT109d/XnXEWGqWcEJMVAcoyjvkkDun81W2s73bjYU35kwbIPhRIhU1K8zKs4R1TIR0ujGhhDmedPvuzPNzye9v/Zuw7AKquzfcZ3E8ggQxJ2FjsJICBLhrKxgKhVcbbWun5/f7WO1jprrVpttY727+9eFRFtreIWRBmyFGSEISNhQxCyA8n9vnP+877nfPfeIEGhYJKb87ZNQ8bN/dZz3vO+z/s8MS3gsKk2jlJreU3Us8qaYbYb9CgLYBsdfaJo1+R2D1/9SFLLZPUPGPVFSwhUMCFRTOXWfl/vrXhf3ex90nL+duVfe2X2RYqYSVU4Ye/O+/djs58HXx8g2cJeEVwhGPpYChD0YxZ5/5PdBjSZpIZUdU/O/GomtKH08kZ8OjM1qXFUHTvm73CPSSc/p9eDFz8QHxOHXWt1+3mMOlRG+X3V/Fpqvr8p1hhE19S2j17+ZGJCkgS1LQKYa0hRSPaOZlah0Pv9bd8WdUrLQO4X3PLcuE3ChzG/Gw81W3Rq4SjiLogMsb50o9FK+v0H6ANyEzgZjcMj1H3p2qc6puWYAm/IJKjJ6jjXc9Sa5RJiy4Gn0drClb+dfneZW622oVFfcWqOervU46ASiyqF3VPbPXrFXxMSk3CZdaCki5iL9UsmZVRvdYQWXyGd0rJ0dq8OGhwjQNpHoMcEnCJBa3C7i6I3hKhdAsMEjVrd6v94o6ntHj0RlHjPuVS+t+h9rUAhifBHbLXSQZN/TkN1Empc66kpYWNhITe7zwNT70kIxGkx+Oi/9s0uxWBSG3ypPPfPVzyZEJdItbEV3uDYcDN0VnNjRO0m13Q2/PsACWREMzdYyPEAXHkkCz02LogY4qoEAi+SW+Q99gdPYPWcMKYNkT11qj9fN5+YOWpjKhc1vSUzMCxcYnSjTP1at088SvJy+j10/j3xgVhJeTO4+s0u3RW6nvvo5U8mxLfyXSlxswN0bqprC+prLiSAUXwe1M3tlleVLClYsHD1/E+++mDR6s/UQYPzFVRsxcx5rxPpAOUd0YHL8MOjXSmltv61cYwlHr9hC/sqXUuQxVUlq7cs118MuRDLaIFeqKWwQ+ezNNUMR6U9hbwPXnyvLjtE99VvflNqmrdw9SOJLZJMGVMzCjVfyp+nUY+FwziJFj/g78bignmvfzZt+bebUYWbgfsroS3fbnnRKZM7d+j26fKPP9q4FKAVKWKogUsTA7GZqW1qamoK9++pxWKkrTP8B7ALXkbQ1PU42P3gSVZbrdmLP8nL7EsjYSkqRtFlXXHniNWHoOKH0NKevbL63DL6yj9/+lSTc4a2sKuXVkrBQBx9VAyBFFwMurbq9KerHkmKTcGuPXrw+ZirmYa0zjag6V971JTQZjrEH0ooPVhyxxt/AMKsoEHQGYfhBfXoV9ZWP/3FG+ARKYISfjwGHCI4ZB/dUjr9+YqHWsW1Vqf0q4L597z1p2rXpbIG20KeYDCnRilHh0vHYy4XCkuCyAdy/DVNmFNdzy5ESM7Uu1BvC19NoEUFaO7AK1NPl/yYET1vKuUfjrupoBRqVdNrm3bv4TqjVQcNfpyY7WJvbXHRlz7v1RDIgOfY9HGX1q02ROy2dRUbzgXmPWzC8LPUg/vInGddxuA+pAE9Q6yf6OiA46hdUtTTST0OM69arxE0uL1knnDnJXcmtUwRxpYHq7h++yJaiwnGHZHhkaLi4FcFi6DA7QUUfgVEQHu7on+DngJGZq7kUIlTT4CgP80f+fAVf24Vn6rHzfrnDrn9nFvAkZ3hwwDEUuryANTuiKxlngJa8LUnAW0izKCY7kHeLOtd5sF+GMnyCm3VldKpNCNBRF5uLihn6BkkPNJkJgiCDg16HmyupemhaeiBErkQODYihY+56p+7D1SuLlwBZV8sfOmKKI3m5v7h+bzXjb0Cqt8EMBe1k7D4Fy0pcNTCLtYjiXA9kDIFfilLjI2/7+K7Mk/K0UIt3DAmSTOxG/H7wwBqhds3MYWJrFZyx6W1gLkMs1aAVRc9LKHswAnvn3nyw1PvvP7c36K5htamUOsYH5o7tFd6lgTI9lo4MX3b5HAwreQBoOB56ncDxFWY7kA+LbQOg8qBRf1wiWkPcwCNQJgKnT7UVzgqwLkC9dVV6h1QiTBcstgms/y76MEJ5DzimRouRW81A6XQvtTzs9phWLoLV8/1nRr0SslIc7lFw3zes4b99JfDzpMEbaZh/+VRvwgeDUlhtGoyoJ0M+FdpHe34mNg/Xvi7Xtn9XIretlB9YH4qEf33NDV8Ma2uy2pEzayC2Sh/I7gMYHnbWGpAAkacUzvlnpE38oYp/33u0PM6AMNMSDPdS0ONntT4xFlr56pn4bw+Z9xx8e9PcviSLV+7KmXGPwL+7ChBJvSOWkCq4rD6q8FwMWQQhjE4UeADBU8znw3CkExrz0PhAofogk3lqum9FjgpYKNIISyHbQJsNmCTgQ0zrj1wsJGksmIhvImnTJJ6eJ2aTVnUSxdgrs+wnqCH1Gifzv23b/+msGSHOg9qDVfnjctocKOIZudg2PoKeDI9dEm7Zfw1+dl91WdabUGam1k2hyyCmj4Gocb0WOZn9koIJByorfEAj+EEdUlpl9uxe056TtcOubk5eXCKdFHYlBV1nmu6jwRzs0F5w/t83nnFno17y/eon5k0/Pyy6vJnF72lMlo09oE0RYCULsxeqaRYgGrZEdXbqAh4HG2BKPGARwwZLhRzsewLyA0sK4Ll+qbS3lf7Bg6GCpi2Qm0SmGNYotbiQOocM9cT+uKA2zKVa3cXaSk4PaYWLUKj9aFtyLs6ks9rHtI7LrlPvnrXrA2LHVyFUDgvGk5F1Ga7MuQeSOjNYy4bP/hsMxgjw957qCoGFUcavX7S5rZGk0Rj70pIbKClPFixfHuBZKJ9y1Z3nX3LNZOuH9JjeI+s3LSUtp5ubeBuwHdK9p+KcF1KCMFOzuz5ry8/+Las9IIRU9VP9O7Sf8PmZdtL9yqMaZ+QmJPcKS62ZfmBUgWijHGwd2fkCI+NxMFjGEBW2MNZTmqn2ybeQA4ehHwHNTgl4yDcRV0uY2RTEUbXvp0SPUElSjpzGK8OMmTsSgzfikGXMAWjua2zOqpNhpkMhoq3MUaKxvQIbyYXrfiIL59jNlbqljut18gFKz8rrS4FtTrGKYmGbDdqYVc37QWhl/Y744KxV6DoMpc+HwyZpyHlXEqjlicWbhyj+67hQ6ov9urcv3/Gyad3G3j9lFvap2fC3YwtC0RZTewwk8DEdH1wLk1b/OL5U0CeEJ+8f9/2gj1rUwItunfqob42oPugoq3rpg6c+NsLfz+h/6SzBk9MZfELtyzzPBqguM+uJ3GDqgTzPNhxM7Q2ZJcNPWfUgIkj+owcmJH/zdaC0gPl6m25LBgQLTxQ5mwieQ1M+mGNBJqLUjqCe+jWB0wPKPsy33QZthBQBobzfc7Aya2T04kxTNUnLZoTXsb4d8tiAs4HPMWn9zptyfpFZVVVkkRDsSWqvdRA1EVO6Dz4uvNvhZoR6udS5tJQHVE7TGv8ZVFcORPmePXcHbCWtAaQUIltx7ROa4tWvDL75dfmTft67cItxVtqDlZ3TO+of9R4owP2IrNAy7eIECLDc5GX1fvLtV/sL98/pt849Y0WTmBM/3HdM3vBb8PSx7pn5S1YMavs4IFapnJUIet5bgSw/TgH+3IogQZZ8EBlxRmnTFLfap3abvLgiSXf7t5QXESIA4JFrMlIHpvRXjiDLg5ZB/54/m+mDDqntGTrzpJ9QSa45sYxvSyCV6paAm85+xZM9pD0F92YewQ+L7YY1ddiYuL65Zz88YpZnqiJgon9KIFdBAKmlVy1GSLykGT3k9o9dOVjTCt6wz5PaNvwED/XdwqP7m6FKQ5Sjb34/zrjn/bxMw/+6+HXl777TXFhcWXJppLdy7etnrVmwT/mvDJ35exN29cfrKpqndw6JhCrqzLQSyaS0tC8GnyxRSC2c1rnhevnnzFgkvRn/PDsYkKKJ3vVhmWFJdvx2XLq086hiElabJNDc48VV1XUVu7q330gXh5nSN6pKU6Lgm0FNcIDJ3jotnE0xtF6tIIL1PhtdKs/2Ntgg1AqjO2c2ubayb9qk5w+qu+4nVs3FJbugNWMOVC+BnaNOguBAZm5Y/uOR76vXwmPXk2mevi8us4g/KqgSGqZ0jsz97PVc4PQICDIWSRwD8AmggmkPFrY/VGLCdAkhqluB9rt3AMTaO61T0h98sq/xsTGutg+JqbCRprhOKu/VSW+OztUFLbv3XjPG49VuVUwM8HV3hcKqvjtWrVQlR44uK64cO6Gha/Pf2Nd0Yo9327NapvTMiYWSDw6+fJzE0nc9JR2ZwyYHHIQgOokxeFWQEHhEbpgxaeb9+0CCvARhVShC4rvlSH/xGWkYOeWVBrbPSsfy8q0e0bekNyh1XuLN5dtAYoa8dCZArgTwJaABRZNaRtZOucwKoRHkcfRPin9JwMm4Gwk7det35K1C0sPVgh1rFyXr1l8LP/1mTemJbczHSatQ+ZzGppRIG2Z6IKvhApUenJaAo1ZuGkZx2oXdFqR/aH5IU2o4hsNsKvHVhhxqOfpXrC6SklO/O+m3tkpPRt9utBND8VumqE/NKQMkoV7FdIYO9zx8t27D34rcVYEtXSlxi+CeRk4RCANTJ2+baXFK7atn/7F9G82rlA/ld0+G6c5KdW6AjhgoedR/C0FM0oXeDkqK0ue+PipgwQZCvX3Q/SWRUjdCKVUs86oWLh52UlOTI/MXPXaLhWpcUnD+4wa03Nk+f6de6v2BgVY40gG5sTQG+WN8AJDYYU4OGYtRbv41AkDJmlabiDQYlTe8G/3bNtcsoujS1KfNp1/fdZteVl5hKIinD4TflmsmSULxCc4+HN6gvbIzKstL1uxez3VI8WO9maDbQ+VTSnbbfJ6u2B8DR6LTDie+o+LhpN3/+T6UaecEc5tQ7yn5ge7kQAcujOnffTc8wtnCJQedqijh76oHpjASowuTEBTA9twYFBJDS+kQ1zqxD6jJw0/R+37IkxomB5RA26l8UqCR6WqouQPb/xuceE3jLuepEfeCTKYiUDzdiSMAYQKyJjVd24edfmkEecZTS6fX1FZVf7ce0++s3aekK6D/piNcacJdXAH/JgJDEm3i0uadsvrZs3Ctq/KCKoqy9Zu+bp9Wnan9PYg+mZ2EloijoUFQ5pZsntIkhSygv/ts7cs2l6AzV1oUOI0Y1Ma44sGC0t1hzpYdpTQ/QZgubTfxLNGXUz9fRn6RKhvQLGhGW7WQjcrkhAgh9iwYdW9Hz6CSgwmZwUGAwOSLTH1A6idSqGzU/VzniZ2OcRTu/oDtQe/3LZ6xoI3t2//ptarzWnbRVOcsO0cwgiAjSWr5z34r/tXFRfiLMD3YKLEirPArTVnkLlKowgHb2dB0bJUHtM9I9+/rJAExsbEDsgbkcpjFxd+TRprk1traXIcTlfvsKL24Bl5w+PjU8ybhRE+LzYQ1yE9a13hSnXoSfFJ1BD3jNYulc2xOKa7bGGRFN36RsejQd0HLV73edmBg1Bh0gqapCmNUURDkQGq6difR8sZOiSz581T72F4u7owKoGC5fBPHnENm9ntq29apN5WVu+/5tkba1xXUObgnt9lUqWKaq8OmwGoykKBVaW9Kt30JHKXoK0BshUq8YRTCS0gQOHCfTvmfrPwjS+mF25dV1axXwaDaalt1R+sqi6du2rOE//+8/Sl7+09WAkWSoYTAVheLzjq7SJn2rmCaoomfOJg94wuLlqVzHiPjF6YIDL8eU9d6B6Z+bXlJQW7NxDBGXVlI2MCIh8PjtohemCPl+7bfVqfUQaQAV853p/u3dPvffHzVz9a9k6HpDYdW2fSMNh6mnbdvNIFZHdgV8JMUWhVIPWt2JgWXdM6z1k3p9YLwuXWesW2pfYj39aGyk9Y+8Skh37xSItACzMNAYArdGVML57N0B3aH3gwZI5bn7t1a/leB+ej9YQ714kFllMJTgcDrBJglzI0nPNtXBnuJiQxoi0MQRRMxwv3b1tY9OV7K2a9+Pk/Xvns5Wlf/HPeN0v2VpZ5NBhAQxqUYnBgopfVq2DN8TJJ1EJj1LBciSkeMyxxiMVFX8e4B3p3HkAMIsP7Uf/p3KnH9C/eUIcnaExjU43RPskCBS4IQCzbtH97j/SMjumZxrfRTKjTNglps9bMrTx4YPb6hSex2O6Z+bpTESpxNq90gZp71mce4cnwF6K05Lbt4hI/3/Alnl5tp9qUYLfpm4Vg913lskmxgdvOuy0xLpn4jRu8aAxt0ySSUTzSDEMXWuAcwVlYvXu9up9dITTVDjkesE9gmsiswBFKskJwnNDFai1Hvg52jyMMV6jr4R7CZaDuyISZMjcKF9RFQQFeC1KOHDpKOGp8BMtLge8BBoIROCn+pLYO0goywBmi5Nn5bz748j1Sb3Hw+qr/Jccn5aS2AeyWtY1yQybVMuZqMR8aVOvX9M+mm6wgbGrOBuUN65LShnMuPfeZeS9t3bMFGmuGat38QprarqmSAYXZkA/1PTTylMln547kEgjfXlMb4YsGjyadw1457Ge9MvtGVDMjlj+muaoOaZ4BlQGoIJQE9/i+gf5Qpik/huRrXR8qjBohMR8FMYYI1PyuNKo20EVGygHRTwXKooe0Ljh22cIACvJiOA9BmC+CGHYMwm8IVNJgHlq2oVgtJ8aIQaivBTmfvWnJA/+4k2iTY2BiBEEeu21PolXKpPnbKPGl58OlHr2jugaNTGbqGzpEWsswI9Ms42Oc0TkDLuw/6cK+kzvEt/Jfkx2hWy7xDQOURvwQaMHD8gbcYhlSdhZ0b9Ve4nukaq19fbsOyBoEGjmUV7g1L3/8lNQzPzR6rH2ObhtLI0j11Nhuwfn0n+4bzrutR3o3JO56TDq6QylQspn585YWdk9IODDOLcdmD5s44qe6x22s8WzU3a+pTzZs2BCJuQ0SAc+BeS3AdXyohHzxur/dPPpKhtx4KTihBvrx5xR2elo1Ric7HFIbMmfD8kfffNjHSuhXDckfqh45YEHoCXBM0g20Q7vQq0/fFkv+LiCmmYySYzMHvnrja3f+7A9XTfqfq6Zc+8qtb4zuMsTF5eNIbRuP4iiIp+89rE8DnRxyfRBWcyhOX6t9QVIg5rfn3y20nC6uJri4eeoLRfs24QC2+tz5srCAgoKbbizZ+zm0vEljsIor1oOX3d8S7NcCtaxGb7CYDEiGWvlCysZam2nysCtYoGNcqxt+em1IbYA2G33So9sQ6K2a/5WGe2yo71NOERFZRmqXySN+ev2YXxAj+wLdUAVhQQBiQzPWE7QwfqEgScoaTt5bPfvdea+jWAokmINyR5yc1k0gsx6VYyD3RCYbfBf/6OH1bWHvD/rujgJmj3hdk9v99md/SGrRyvdLB9eD2y/53amZuR6tPcJ9pQA8CAxd6Ee6UI9W8B/AzFotAAFJgoKro2ZDOvZ94ZYX8zN6sdBmQ78k5Z9++cHCrQWovAnfKyM1GsQZJfZ+jty64bg0rm2EJcYl3zDhv9RZaiEdFEsCcWd/BW28tZkmfzmpDN429e6ElmlGnFBqCVObHdTNdvXmmrMGz3b1KK/e8AsQRK+l8JTQKcPOv2n0zw1fWALIao1HLdBliMHwoIGgUcCD2ZhHZz+/Y99WKQwp8L6fPRgX09IBiUj0JdO8LXhFD4aSUYNS6NeTEWsP8oJhb4oijLGxLXXFADFXQI8PB+EuOv0XDrrL1P8gKVwNqFVBJdoBgXKjxBXaoRmz6Y4tkm4/8+b7L384pUU8rAVY3/CLDKS8suwvHz2FC4Yu6HhCiILCNSSKtL2P382s61R6+keM7X/GlPzTglJPAjkCBTugoOU3jS3sHv+Y2v+s/Mx8GWKXw12OEyw26t6sBLUaDZA13O2o0kCBFkIECGwAdms3rdAKnJOHXzAlf5R6b44hV3BUODfiiAwA1/CKoPwJNG2xrGApY9qTSSQmJk678cVe6VmMAsgq/HUFJD6UGX1xKAtK1Lc1dQZTauC61wr1CVK4f4cetNOZuR5OVfDfKys/J6ntETb7HlNn1xXQEgxSovBXcBzVS+Qxgzr1vmvSr6b9etqofuMQ3QPYbUCaP3D+IaGeueCfB2qqIR8GAjW8Z/X+qw6WGXV5C7x1NxaG2QEFGVDDv3LCtV1T2vuLOhQX1A4j6FHaWL3fm3yX6eozrzMOzyECOqQa3N6d34vCDVMUQv4DkKmBU6UQJbB+17qeOX30knnDebdV1FTN2rAYMlOwX6O6hQI7d6zMcuy8gSkkA7/dtq3bucRx/PpBq5bJf/nvJ5eumf/K3Blrdm/i0O4TVHgKgWsJDXCENE9IXxYMMl/kwUElQEJN+UCwZnvx9k7pHaUZbsbTBek4/8kpE9fPeq6++WYK3GLPgzcDJYWE2Ngrh17ct8epndIyiB4/0UJBxIycSf2yaBqsDuXLzUs8HiCyhuICg/ODmm2i6yL2ng3fQbhQoQa/Lo1LFh+fPOmUcY9//Irn1AYEkGaIVs0DB8zGCAVNPit8auZjOnfQXE7sxFB7mx6h2gAjZw2X7VLIRxiyFNQeHAwyl65dbPS80dLizovvG9N1kEeNxILWTtOlBl1t0HlrjEe6pXYamDfIwRofbtgFjuo7A3ue/uTV//vStX//5dDzeqXlqOySe07Ag7+FNQoY5cdSA5wKZkxptVMQVHh37N2ieRo434jEOxwrH9N3VJLT4ggPksqwHFjyRVxMi//7xRNnDr+gY3qGWTTCzFtmyHH+08dxzVheXEhEEKTIsBenqSC6AWjv2zpFKr0IGRkmoiXiyw7um/HFvwQHv2qhLi8sohKvYCNNK5s87M748qPFBZ97BlaIXwa0cUhFVROniNnDNmS3QSFJkKDbDYCOFF/sWLttbxFijd4/kjsvubfvSZ1BtyviWjp6xNhku7xFLL/+zOu1zgYSCIQhpflU2I7pWReOu/yJ//77W79+5foxlw3O6qGeySDwg42+reY2YO1U/buG0RhH1BDq5mX10a+AeyZGfCGhhPiUgVm96s/iBZDesKF34xnXtm/bSRuk0ZAvtZa0kYaHKzXpRiMsqL8xpD/jZRJmpfEocqMt8EYu2yTEZtTwC56nf33ziR1VpRz0AXCx1J1jOI+2tnuCHmIWfOLdv1dUlUld2ZHMsscOhTk9ogpbVuzvhzprDXO9AmgYZPizQRgPIC9/9LQkejQALqL6/PeX39club0h8Gp1dQRpLMXSdvHxfzr/odzsXExyYUCJ+67Gkfe2hrtW8a2nDJ96/+WPvXzd/1168pktA7HA6kTamX42BePqf1oPaEhG78T4Voc86HrRUs/zTwdfgPPTyPlFASbD/KVIN0YZrM6p7cf0neCX70ILh5AGaz3/isgQhMB+Gc0U0DUDcnLgQlGe1CKZhFDbRh3QcvRKJon7yVeffLJxsb5DzNi4Jpg34gZP008MZWDngZI/TbsXMwuUHLHZ7qGpbihNYA3bT0P8OTwPd+3mVRzLuyiExhLjUh694ok+6RmO5zChaWSSubxVIO78fpOf/q9nu3fpRs1EMf0hR6T+ZIe0TldNue4fN740JudUIWslqDFycJUUkpMAzFaQwJRBZ393o+Dz9rn6o12T2qHzDuOEu1RP+rlEGuk7laFP7D/REHLBHcLB9MvPc/HofImX8JZZDwBy6ao3oC2tcT2QPXJ66uaeLTVEVhnUCdWnQ9052/duf/KDp5rkwtHEVz5IE77YueofHz6vMVcQYu/SOkmfmT9lTDpoYEC9Bqzt1sPDfWzmE6HRYg9lbuLjkv9y7VO/HHpezkkZQoiT0ztfdep5L9/8wpWTr0uMS2YkEPJs95FXHDnNxmkxmRyXcsel99w16eZWzBG0Vui/yGvVi+S3yRicN5zIEK9ZRDrNUBhfDpzZb6Ln/y3UR/NAuQ2+pRJemGMbdfI4iWb1kE2j54nHNW0NMl8RUkqTuqLAsB8sOp/UVoIcOpazJQxlQ9WBxPg3ub2hI25oabpknIg/TLuv3KsBkreF3R/9SVZPMH9x8Zurt6wErwlip3rqJGsaPtTn/Xv1N0XehuTtHp6Hu3H/lj/84x7/cYLUUldALxx7+bPXP/vZvR8+du3fpo6/PLlFiq4dhDLciFT3SK1CveOkyF1TkHb6KeMfvvi+BKeF2i3p7Fu9rQtHXqrfHgnPDR/6t07vOy7RAW6vh4NtqBQRgBIB40EOFYbEhCRdcyytKt1evBXm5ohLdZkYpYZC1Q+mW784uZ51UgeBRYvQQsJxjM9ydr/ztCNDFJesx9/444bSXUQGuYyxsPujVy4hx5Xqrn1wxkNVVWVRs5wcr+wy9FElawGkkzYkb7ceHq5ggVkbFs+c97pGY5zzDvpSwUY5gZoHTmiCUOQSEvmxniID7PUXr15057O/evKNh3cW7+iRk//wRQ/Fx4BMDyf87LzTB3cf5r+Q/O7L6sw3PiF5UGYvPVeMqj2mlwA0fc+LCyTgO3C379n687/87Od/verxN/9UUl1hijyY3kp9QHXf6ZDuw5DE6+nsW33SplUKCctq2fs5VGPA88Pou/NnvLX6M4/UUhLwmlr9u+lfTkgfHBhOo+6u6rI7X7yd2CJD/VdZZWroxtpgt6kntXgk8HAlKpt5mGAy4RHGH5394jMz/6bHA3DoACXYYbpB0nDfn8mws6w8XNp7+AX6/Xmv3/HmAwu2Ffxr7eyf/f3yVz96KS8r/8GL7xmcmT85b+QN5/5G17+FkVyvk+SGqg2M0LOHngM1aczacXmAew95vuDOjvo8zs5vt1YGPcrk2yvn/ObZm/CFXOnz5LRYcOiV1XdH9Z/QymmJ4pAG31Pjkmwz7bDLpzpfazcv//tnrwD3Q4IlCmFN7IFv+nq7UlPOA8Lh1A3uOVBatm/7wNxhlrt7GOARYuG6ecVVJbLhpIcjebi6ymnyX4ZUK+at3PHNijWLemX1bBWfoitIBPNhPQqKPTcZUdWVWvr6e49o554tt864z4OhNZBWVC+1YsfaA+WlZwyaMubkCYPyhmlPB2pM6qWv2WBMl2nIYUaS1intZi/5oMKrQqs5nKTD3xLMaxWIP3PwFALtu4w3vphxULiUiX0HysqLtw3OP52GUzaU5dYj0hTF4yktLytevfMbRtFcQ5CuyR1H9R9rJGabsxnVodmuKD9QdtuLv9lfc9DovqFbatNyDm76mgxwv4MnAfVqCQPxt7dWznl//hv2Bo28VTUwqX19XCCWNqjce308XJU+QhUBtBH4ir2Fl/zvVff/447yqjLDCMRivRbYlXU6TKxutfoIw7skLiZWvTgXSKZjoFwzY9nbO4qLiBGug44XMbozpnQQKi+E3jgyacn//ORaUEdjjoJx4/sJPvPsm5Lt2/YWoXE8nTrgLAcUzmG6+K11c7ftKdTvECGUUd3qFDSk3T1+8OS42Bj1OmAoR3hmmyyjikmItJgb3tzSO1/67e7qMoEbJy0U1OTsC6LAXUI7WmslDKI7wMu3FZyckZue3BYLg76nGqH+x+a4N6M4tVO4c8PKXetowxWXZGixjKic+v7vUvs8KkTiRG4q2TFz6cxWhHbL7KUdXcweM8zOJN955Oq9uK3ik0d2G1S6f++eyr1B4YKvpOS5bbMmnXJ2IBBgvmXGYV8q8k/oRatj64zayvI129cJDgMRQT3pQME0vnjn5lH9x6n8q0+X/k5N0K092CY+JSe13di+42NiWuqEWprpqrB1gvp6YkLigdKSVTvW4z6Aje85rDvInkGjjTZP2JX+s4uPLSoT0cf/9Yf5m1d5jAbQao9oz1MwPWpKXmpN3jk4fI3weWD+Jy0DLV+7/qXExES8fFqcDL3Lm/du7d9zZzz22TMUzCAaF9mDGk2y8NV0GNOSOZcNPe/nYy7Dayf1pfxP9tzqLigoXFVdXdk+rUOH9AxS18/4B5RfXDQoglz9/lfumbV5EZOaWqtV1aFmcv95dw3OGxZZ3dFECgQR0CPSRhq+tiTS/GUALTvdq5/8xaZ930rpPTj1jiG5p/k3rWyuXbUI12RJ3p7/+hOzXgSHRA+1PSnRqklek/LrOjmrT5RcS+mbBQi/01LlVv3qhZvKKysif6A5FnyNJZmh3Hfr2LNxDkxqXqugHtMZJYchZqjckZq3lrwlTR/Kv37SO6YzgcNikuVl9xmYNxRsInEkl0R0z77/6ZWO79vFfnvp70dnDxL+5pdTpovAz896IYQaunhBjLWEh4VqZiZ6zB9laGiHxQjh3DTxlriYWMYYYC7xvYNl87T1CXohRw9J1hZ9/ZdPn9eYC+VwzjQnxyXSFhkaLlfyezXGJJfK0uryop3rR/cd7ztfa8WG5ncH69UGt/LpqW1enfOK4LzxMUK1OxrztNujAAK2Cxts5nB68fALDKtLkMit+dHXo7ApZ0RUUGPMb5pFprpHyHkN7RbHfNV7G9F7VIxb8+XWtSrvEh6sGR7jJdX7UmJadMnowVTuS8SSggW/e+3u6XNf27d/T4+O3Z1ASxq+IkZYAEecXUp5WkrbVoQU7tpy7rBziFFtIKxZWq+CUp1uOxJSsGXlb6bd5QbVTQECFmAigRLJuIzhHrfpHFk0OAfXf9WABb+z9Nud29cP7z1K+Dd5sywxmI20LqjOW/nptwfKGlvijybPOPqFVpUMB2Y5JKd0RPbAEX1GGQ6ZQSB6TLeEVtllaPaioVuE6rl1BtKOyP9FhRuJSSu8Sq/O/TJbJS/f9HUtFg3A3Z45W3dvPvfUqepPfrLsw7v/9VDJweoKr3rVzk3vLP13/0690lLSzCFQ4bs6Gwkf9b9umfkT+o11nJb4L8GaJY9BUr8qQ0lFxb7fT79nd9V+QjnMt+tdC86LU3/i0TIZGqa8cGjmi1/wiPfxpiVvz39dS+g1R8zVu9SIU5TbrjttfDxHkF1EGi++NeGB0AwIkglGx/Qd67t1U79kcgxFQixUYJlUQ5wMce+PanJPa1to9oMwrn0j+0/625V/7ZJykjZqo8TdWVX+zrzpkon3F88EgKBBKpwY6VUH3Vun3Y2sBiighPRDqKE3EJyQdhPiEv0nk5FmqdlvdgOUlFWX3vLCLRtKdqJMMwhoOMRv4aBovWcK/rbI0BAVhkPyFI6sBslVOhO7ZNPyZKdFj8yezTDbNUmcNARY9c9v9xcv3PRVY8sOYM5eAGW1FkhBoIDuUUcKfuWp555x6plGslbTAI4tUTesCb1rl74huFY3O6rX841+qXF+05TRVglJkwedLSpKvt61kYLjhUvd4Oh+Z7gHqr8o+joAm2MZdEDDoVZ6LQXv122gf12oNsQNFYOw2mt4ZZpDLJslCx202Kj3u5fvWL1nM5eOQLIzx4vlUT2dAuMpHGuLpEllu02fQFZ3SNTPEFBORd/QHuxYFxcu65fZp01KenPbr9EQ3Gg3WypbtmzxztIPZSPrrElPch7QQ2wc1XhVenjz2IvPHXWpZtEa8MHiLj2GbXf4V6gp/8swZ5b8IA5DGL/9oWXdQ/O0yL7K1Pt2GzQmf+jmwjXfVlaM7T2qT3bfzlk9R+cNr963qypYURmspcQ5NSN30sBJ6ant8C/6b8toRfsAq0kOMHvJsJ7d/IAXGaEPvHLv/C1f6xVJMxrQo0noeq7Oc8FbjTalbnlUEcgOzUkIddC83VWfSO7xYCsa/+Cl9+Vl9Q7tUn1KYDRXzwAb6jyzkKxd8vD5O6rKOQq84mAA3LwcCbHEEGP1v7iBPG19c6KzcrDF4cLxNL/thjFXnDXsPH1ptu0tSm6RkpCYRHwFxYYlVB2+LhF2VmeRZ5tG3HDSB/4QI/XTrz6cvWzWby/8XUJCXBSYbB39/emBolhorYnQxHzszT++XTAHRhdRwKgRsh6PLU7O6hO1LTXcoGEJDibl4UrW0Nr5K+f3zuyRltwOEx5BQg5s0ZtJHJIH6M3Yll2bNu4t9EwLCw0/wZ1KVyJoDHFUQiGxgsb0BIqQ8kRv4hgO/QLvXQjq/Wr0FWcNP1ddoIKi1fe/ds9Tc15+b+nMif3Ht4hpqcuqDZjdRJIfIiE3XI+MPP2YCxN/NBD3GOor0DLcvrfo7pfveP2rD3eWf1tcXDSi15hmWEwwSay+okLvQ+DBfHv+6y8ueVsKL4Y62k2CYp5Lm36ZMBpaakfI8oROPWRQMg8qcIKVy6rbX7lvS7Ee0zSUwGPt0TSlk3GITEzfjL46u9QajP7GG0atVGYRJKhCy7TCFirPnPiWBTWeNx4TzkX9Jk0ZOlVdoNVFy3792m0r9hQqzCp3g2uKCmRog9KgmEu+o7xDjbFX6FYSfkmCo1ILmnES7Z7JPelOm/XsNc9c/3XxJvVqHg1+svnL7d8WkWYYNKJ4TY2H0TsL3nx81nNcCsZYrQhqSxQqJI2W1kzUwq6jHbaQ0uMRF3bagnMvUEoOPvD6XaXVZcT3ZaLNwDcFmulChNL6kQNHJwTijJWiSjM9sF81Jg6AxmgnLj0Hm+ig+3rim+nqGXPBOoz3Ss+6avKNhImKqvIH/vlQdS1S5sHlJpiX1QcBT0GY27Dn89BCsK4+apEF38bYtwKCUjWWaFCHgYi35s+49JGLn14wvco9AAbtaHAnPffFj5+jzVI5z2CuqXGJd+f+84lPnhOMuoR6jAVwCAUc0n6YjYiF3Qa9ljCn7YBeCXE4THN6AlxTPO7Wbti399fP3VhRVeo3pVl0m6boGSfKmJ/bg1TmwKxeOKQK9giccyzDGLED7PQHGY3Qf2EnvKYGluhqgWRk8qAz9QzY9E9f2FlRQvVAGicnp3VLbNmSGEZng9VAD1HgDdcSzLlm2tCHmMaf8K292I69W6Z9/PxFD1/wxKfP7C4vA1lLjxMahDtTUoexpUUrmiPmon2R6ScQMXPeG49++qzLwJtOnTrH8zyOdtdoehc12W7UlvCRzi5w3+w5+sGFjANm/dUD8U3Jzpuevf7PVz+Z2KIVO7QeF4Wp7iEtQ3WfD+sxdNamLyU6m7naolfryeIdTmTAkx461wYUNFDfRuVE7jU5Pl1i9CnjdRlhceFKVDlB4pCkF4240GOcR3ZdGsGJrVt2QCHjsJ4Oq6gsWbT+izWbV63atWHzvm3SFC6R+0RcmAaBdV9twtR2g5d5NYvWzANXoWZVY5CmtqAx95HZz+BAS0C7eYJBqXqAwYEEhHWjxjPGiV6sgbEnjuMsaJPIEVBgQ+dKlQTTjSV7bvn79Y9e9Tg4xYZ6a1GY6mpQMJIiqBsOu/TTThmT9MEzpRKNDygoZ3rMYy4Y4IK0BRcBl3RJzWwRiN1bXVJcsd87wafHpTJAhfCYfp8VVeUap9RbUR96t8kZmD8UH0OEtkajaKRJYALMQVXqyl3iLStYsGHH6oLta4tKduyqKEcJd/gRuB1VQi84uP+xGizoxEAdTAY9sE8WKundvHN9c4NdXelT2Pvu3H8++unzYCMqYwQ+oeo2dAnKH1ERkOCMJCmJjjpM9Ga7yO6TCLqccTB2pQLboUHg4wuwxd5UsevWp2/641WPJKOidrSmuqHtnKB6SpgjZ8EZ2bP/v9fMEWBADvsC7SwpYFostn9au4tHXNY3bxjHRtAfX77v482LTmy1i3quoA7XiTcp2Po1RdsAB2ix7MoJV1M0J4XRYdk4NI38eq7C3D17di3ZMH/Rui8Ldm8sdysJqPpibRdNLrVdM2CuZHrQwiMk4DmS1qJQL5RzPGD9e4ktEpthnUGdlpkL3nxi9vNqMVV5rsJcOGUEHJlVsoR+16JWbV4JLE7RkfBGM08QS2/SV83T+tU4jwk6V0iX8vi6si23PnPzn67UyCtCwtK0TqoYBSkFw//QiBSDnDv8krdXf642AUEOsrEcEgraMS75sjFXjD15PAChFn6R7Laf3UNevtdHXmCAcAU2VOudQktICKGFiAgKQBzLeZOME8eDNAfMIVdsWIWOE2As3CEusWdOH4RmpMH+KNKq/iGAGTueLhe9Lbh/VHBmKqpL3l7w1udrPttQuoeGy7wcV7hwn1brpetPdeFXpcYugzOoXs6DeQggkLSMCYzse0b0Po1E8zzw8gmqPeWQFf7egjcf/+QFlyKBF7enUNrFvarxStRKmUTYIkNTDaEuLcOMD6xA1FPsbC7doZD30aseSYzTOa92bAXOShTPEiuUaN+m09BOeV9sXck8phCtbVzqBYPPmTT8POrbN4Bqt1b8Igp578346PnXvnynuraSgJGCp3YTgqE4DWKu1iWhx4a5plHmIi5Bzr1XARksBPCC/XP6EZPiGiLbj3FVqKYHo/QOfOJQn1gqqaiorHjuo/+dueJzCVbA9Bga0xywh3skyEiMVJk+I6M69Y+Pj95s17gy4cKJNVu8zeS7X7z5p09ecrBdhvcUGPWIaDf+bnawq0uXAKkwZ6iyXu5xuaF0y03P/OrRXz4al5AKD7dPW6ei6als/NCnACHtD798uLS6et5XH1QcqJ40dEp8fDIVZnqC+mKwIarsxeMv79Ot/w0v3qZOC2yNQRMXSA5Sah0B6ku5GOg92vUQyNVODE5wseLqYoHEMfXy40/5SZ2tx4/SUtOUZVhgSIS7A5oYFBSueuCfD+ysKAPYBM1zwBGPHh1UYNlBqIXdJbWOjCWy9ufjf06jWTJEn0hf7h04gXLmF/984pMXHFi3Iff3cGAGN1FRj0LNDnZByMivJ0hEXpVWxWws2XX1/16ztnCFtnU1IwYsmsfX9PlIims1edjUi8b9vFV8KtTWmJaL0UKwWixRaCFG9Ul+dq9RXU5RCxWDhCUIfXnUIhHogUtlqLZz9Nk3rHSBBBrQ/1y1uxCIw4IlBuLysvIxxzTP7o9V1mVYjdU1KuKzccmawuW3T7trV2U58G2Foy2F3aMve0hkUuNYNrA1+rTu2iEtO4p5jFI3x/wlTaHuB/MU5j7jUs9DC0oHySy6TsWaAQo1s1B7GBS3xtpSAFIqJj0YrGC7D5bePu2OtYUr9cAs1e5j0Rv+6IF52CUJS15pmNXW5ca9nIDHpPpv76w8vUumfhcOLRtAgs/VHD0tQnTU2y5ooWWndYC+H05DgKk78QZk9SGmnQ1/ydBgf7RTREODjPBhdeHy30z/XXltrbZbV6mqYBzq2sfEr2MMUJt7DiPuRcMvjG4eI9wlJokBs9935s94dPYzHpDJOUeWjMsFd40RtCejfG6k2cGuhg/sF3nhMVPY2LjCYxXB4K3T7iwoWqknhqN6eE1gyVLA/A9mGEiLhDQEC3DgQAPFlohOkU5m01M6MuERJwiFOMlqwbAcOh4SWP8mSzyGhFfgUMag7P7q1xevXhTKmod0G0SIL84o62bqJ/hG8YdotCYvrawuefLtv1UdrIEaJBMofUXBh5g71HOP4cFDQWGqoCY/vevA3kONH1tUl/f0GX3olbsem/USis3BIavbCAu7qPhJ1eJNGYny4m6zg10U6sPeMvB4BaYtKmNxXAUrDFKYA8GaW1+9Y9ayDxpc5urEb6IJPvvYOTN7O4Z+iXqMlRNf4hDOE5Ye1IceOXmjuwz5n9Oveu/Wf95//u0BDxohKnPjEgey4VkCZ/ijvi6w/+Aj+o1EEVxPoml5q0Dc6IFjI0D8R02CaEiuA2UiX5396jdlW7C8wjjQv4RHHbiJZBCGSo7tVoTpHXnRiItwDx7Nq7w0Okvivlfu/mjzEkBbblqREmcgpe8/y2DPFOW41Oxaah4OYkrjOgq+gZDUcJXZOXqoTd0FlZ770DuPHagqmzziguh9FDQ5DPXg1eadGkJPeKdLw6UH7Dybr7SKS7njkvu0wuHgvOGDs3osKloX5CIG5PmwTe0zpI/23XRN7tAxLUdlQAr6BRaMB2bmEhkIvxJu5jX96ITDBCq8Sp/6tW3v1je+mom1EBemqZnnYSlFIPMWpnyPckUQ2K5Vq15uWudB+af6Zzxqbzd1YBWVpX+Ycd+SrWsYFPpg/BfHTJjmLejaAicqJ2IcCYo2242mbFfXH6GP4WujSpR6wSVXQHsk4AKh5y+fvvLMzD/L0H5ceqFtoKyzjMsmfOlp+HN62Aai0cXUDruM+GZiOjVW/5fVOkslx45EsWmExSPTGGB7LvF3ccieGPIvOAWc0rk3/jEoAYFVCxXnDJ36XSCiP9JNG6bbqgv84aK3/coMzpzhbkBDrdBfqB++Oe4ksGDjMT1+ra16VLosYi4ZcQEuayGt3qae1crwzkSGHhVRdqD85uduXbJtFaxTCm+ByAAqusI/auP5TbnuMdoiQzOqP3DfjBRUvpl47as59798p3kkAFOwfS3CfW3ywz24ojQ6t++KlTikQAggUgEeifotIGG8NwiVdD0xJx3gycNwGuubcwo005AVoS5Er/SsXJySaKDsjEV8LuasXXxsSIDHC4u6uqO4DHjqCFkQTILRlH505z4D807zB2RZdDxEocoM9gngH6sLV/zXX6/4pmQLWv6iyjsMSfPmqbhmYTfidgGkUDkW9NE9pDoEhLpp3Nmbl97412srKysN1Erdj2VNOc89npHUMslFjTPQh1SPktqDq83iEYh30sEZN8cBnzsh6EEoInsiMcB6ZvXG+jDJy+qlMOnqCdc2MKHKP4hte7bsPLj32B4WHAyGzBZ7htB5VAeu3YASuXPZuGvCf0pGBX8s1IqUZulaW/T1bdPu23WghNAASH5QF2oMkOu6kjZT/LGwG9r8SszaBDCZPCEQODhsdcnqvVtueP66NZtX4WLuSWruq8PKXTe3OCVvmKb0cpTolYZLdYRNN5bzUITek8IRcWqf2TI24coRlybGtcIRBZkYnzDrnvfys3s1YJMp8rLu3LdD9xzp0V9rTrW1OBwy6Harw+MO7qLZpF7jOrbpSPyiVdTwxxgJy72/N3/GNS/9usqtgPTWk0C5A3vDANDnGLHZbrOHXWo+etiIlwAh0mUwBqv2hZtK9tw6/a6lqz8nxEFN2vBjGam+3BwhWMjebbsK6EWicw20JeX3FBmI52Dmxylzqdc9td3rN7w4efgFOB8nsMrj4ClmtOH6Kv6aCke4aes3qEvpHVNBSas5Q/cStPYp9zyQfu6S3P6qM683CxQY4LIjL1dNaNtoRkwoeWLGA3+e9TQDkQoGKQzDai48XsAg8rAfYGG3uYcBXKrta5mu8ypcgJ2voNW1Nbe9+cDb894wG6iIVPe7dvHNapcwLm+44wWN2SWkczGSe/X/PAwPq0fOlS6lAUeQy8ZeHh+fACQIbHRCqUdvVRuBT6UmImdnZHv+jXHUqxJ2cZkAyHY9iSJk0hHihinX6QcQy1WMRU15FzqMouxA6V3P3fTvgs846tlA4R8k2ahuuoKuI5eSNt++iIVdfzMoDaXXIdhYozRkMuYBncmDOWJJ/zLn6QdfuUsgsTQSZ5txqYFNGnHBkKw+3ZPaCKbpq648AjHRQzdiFghAH81tkxg/pMdw2EMoHCZSt/S5nyQ24Fk1bup4eZNbnhQQUJU8NpgA1RsFO9SLpQHgbkh57ilT8rP7YCYNA34CixciOoSXGFlVtOLWZ29YsG0ttBG17CXRfmhS0+Shvi8c9aAxYWG3eYcRl2NU+zZqnzFktKjtkQfqf9B6l1yQWRu/vPrxX1ZVVWlQOLx3d7MJ7Vh3/y8e+b9fPaueLoUuQI8SXv2bd0QYAedUnduB2f0FyshIqN5oPXbU5IQ5YN6AZ1UXWvVh9MjOb5PYih+ToRzSxAieFloLByU6p7a/ZvK1/uYAv4dnhUVFaXf2kvfv+Me9G/bvhk4J8JmhauRyzqlvuAy1GgkJDhVBx8JuswdeoQ10pdk7+yeIwtw91TVHQGf1+caSXRc9dsnqLcu1x3nEEJXwd5bCM3TfaLclDgtGqX04x/rdEXm7UMBxUcqLOZL2yuoPjkEsTAdmejquwe9MnFHT4xlUsoEZAzzm4igIcm+11z0Ua7Vvh0nPQ/cCfovhreBAzsdhJF2t6fFOy7svulv/hk+UZv6xN+KchJA693IEJ9fVaxN+99m3n/jD+49XuAdC1RX9PODwA9NPkL43JFqE8KhXeLSwe3yjPFh9w0t3Tvv4ubBMGT6f5qyCaHdIt8WLauBl1KT82k/h+3fiksY4oB8D+4rR/caB9qFojGdI6w7jVDQZO2Ac0A9gtQgEqSOwigKJvjBEBbCajxh4ECrDA8l2PX1OjDybdG4cf3WntCzZdMYBfB96rQUqDPcACbkSO44OapNXVJf/6u/X/mPZ+xYZLOyeyGeSQmny6UUz7nrupvLKEi1IKKkIadvpjEZGkd3pkRJYna0y+b0K1RzU/XDfTfjILgM9zVZojKdIRAr75mX1bhufCmPJ1I0ByzdcNiDAaQaMlnHbE77WDKAZjeDAIdQhMepL5/QYMWrAGZESiE3gPie6HK05bgwXEq2Iin4iKBC6ZnPBVf97xYriDbCC2rCwe0IfSw56BmLe9pVX/t/Va9FtmyLnycMKg6+kwhqWCPWjrEDouyAVzMCTyI58X6FyOfAZJDu1x6nAGGNOI91iUxK5+89tlwNvVDrq7XMQDMUP0gO3RRKo5VrOTvgHD9JuWNCEaTT1j6Edc6+74FYta0cpbzJXF0XsIxz5GAqZkNDm5h+fPH/dS7/aU13J1OIiHYsLFnZP6OYLegKQzpBAcWXF/7xwy2sfP685TxwkzXQOiP5ANNrPs5+6pcQngc/CEVM5IGwCSjttE+JHDjhDd5YaJXsT9egiDiU/uw+YaYCuuydQHRidNAIMrRIcKN6qxDeAxDcQBGLYuEeVYJmd1uaWC++AHTkSxRpnUaWeihD6m+nCrr6yPKi/VVlddtvzNzyzYIakASFrRTPY2FnYbfBMiONtRrFrr3bN7P++mPHb524uryxBWpCH/QSqLaajm16GJvAgXdYuPg0WGya/7zEG9Lp44Lk+qDHeaJ8NTafF69e/2xDJ9OcxSHiJVbjaLi7+wn5ntG+ZJMHS2GM0CDUHkBZFei6IeHitYmLunXpPcnyqrpJq4kvTuc+J1qXT+xpMLALqEBYWzL/6b1ct3brOIVoQn6GShmeRwcLuCd17SY+7jLiUaNkteM4Wbi246PFfLFm7EOwXJXqyaQnBqJ6CxLESAKa2CWn8++sFwFXo3zpn4vCp4Wm2Rnl60FzEM1UUwjq17gTrilo2RNCRvEWATR0w+dVbX79q8o3pia2hpAAEOuO4odXi1e8mBOIeuuiBjq0z/dcRpGlRxYzGgm5eALyqM/LMO0/c/sZ9eyr3a0U+0DFiDN1AuEWGHxK2FnOMAeM3krqQ1erCAnBRheNUBQ/cNv2eM/PH3XjeTUALl2ZcMnq3X1qlFzAqo02G3Lj4e38+MRB7009v0SVhICCRRlrbBe0wdF/HjiEYBJ/WfdD0Ze8RyQd0yrv6zP/JaN1Jj4av2LNJQenF/Sfld+lbWV2xuGDhp0VLXOm2iol74KJ7e2b3xgk0P2UkTcoY1RAE4QZWt/HqLcuf/PdfvikpVkmGx2OlDKoLH2BOEDx/mSOEZ8sMP+Sknn7POHsWjuf2QYLOgFr8Oye2+9XZN+RlnhyS9fMba8x44EaHeYWmWCGhddGahXfO+L0nOQ15ePjpMJdG1019ftfkm0f1G4cKDD/oGT2cA7zQ3Pu6PyDkcVTjlb7bg68jrDO/JasXtEnvmJWerS2R0IyDLFk7X72HAfnDsI2qvuiUV5XMWz47M6NLvroBmsyVJOam1CuNT+QwnDHivvrRSzOWvl0mDlDhECLsw35scXJWHwu7J+D2pYx6LuVcfTxvwJnXTLreN4APg4UWyKbRgLv+6gEtJj7xwbOqaw/gYUKVBX2FpXadUAiVGAj8csTPpwyfAs0lUufBpkcAgxAMHnbLoPNINI05rllznVUx7Bbvs+X8v6V/zKBVHUuOJnZ9BZ5Drq+Lrv/g3Asc0va9m//8xqMr9m4iOGgHZWtqYffYYZdnnd7ZnojjibmgK+BxFuMptOGsYOeGBStnd26bk57URvpyZZgMIv08CrT+wscAyWvl/j2r96zHo2TGQVhwycExbETOwLsvuH1Az8GoUkDCo1kCX4LWu8nV562uiSUhPt0X9HOAhYZlHHncxr2EhlkNoGYZCak0RAKvr1xHtD0ELiVQVhK66E+aUDVBz8LrGW2wvYJzqvB32ifPPvjO49uq9nKwO0V3aSjw2mrCMUbb5LYWdo93kYGpbIB5NEjAjltwIvdXV3/w9Qc1FaX9ewykur8GmZlRPmnyN69J6zQSia4ZeUvWzttffQCIHNJVqW7n1DYTeoy65exfTxlyVqv4JF3W9PFWu0MeafmRBgZIqKBAQ0VSSHLhTIKwgeGXHrfzSQ3iC5wRACDFWjReNyYjVhuBVlBES9kYyILPWL3peaO9kpIa7zgJRW315rftLbr7pds/XrswSDwgaHB0f5Mw7CstV+w/gF1bZDgBwEtczZJHmYKQWxTLSU27cuSVg3sND28/JT7VTb7IQNDuiGgxrcrK0vcW/LvqYEXvLv3apWV2TO9E/b256U2Ffp6EPImP8BAfpgQeKlDIEETq1uVxbVV5viZDuEaElQSA3sPVpc1bCNU6jCdo07iKcLBSLynm5nztoxde+/KtsuBB8JpkIKNBhQPLD/M8yqh1VvkPigwWdo9/kQFdbyWy6HUSoZ9BlUEE1J09KX/kFROuik9IOZ65WQMeL7bTkOIqdGaoZdl0vdXszQn15QpYXejEvSplRyoO+CIAOtONeMHI756YA6NY7kRpHo+ItZsLNu34prhkjyAgf5/TPqt9Svuenftq3nIo3w+tvgREvWnTKe8avo3C3tVbVjz59uNry7Y6IMPAcSqEYivY0zV7kEa2sPsfwK4lkB3n4ISDUhXzGOzLMK3D7IhCFwKc2t5eM3tp0fJfjvrFyP4TooDNQImRa4RSID69CDR6waEknMgyH8tMrkr9H4A8ix6xiKGnDLC6UFZdvn7zWkFr1cu2apncIztX45o87tirgZ7y7XuLXn7/mcXbV5W7NY6LIwEMs92vgOAQz1v8pM/pPxt5WUJ8ssnipVGlY5Q3qaFwyN8rKkue++CpmQWz1DWJgfQXarvIIePoe6y+AtVdlf3altp/dHPZbPcE3L/AHzeCqpJqnzHhz1Y6oBeicNk9Oa3bref+umN6VlNPdw2/lUZwj0LFAZ+GRUNfD/GuqMHKMG/pcLG1uHD5+mUri5YXlmzfum+Xi5O4sBX2YDOhXsURpFuH7PZxadlp2Z0zug3KHXa8jqu8ev8T/3ry040LdNLugdV8QF9fD2CHaVZch7jU2867NT+7X2TJpSleybfnvfHc3JeqgjVIATRa0pyaHF4XVvRXPCntHLAtMjThuLD/mReOvDAxIVXvy7HEFkaoEDbhKBCNDiVsoJohUcmnxJpSaQSlDL7yztwZn6yZs3rP5qMt8vRp02Vg5/59uvXLz+4VYqodUmaVfs0idH4NUYFgcVOyd+e9/vS8Vytrq10OU+COpB7RXmqg8ag9E5hkYzsPvfa865JantT4VsMI+ppfipHhOni4kKI+rN286qmP/lqwe2stJ44XVsW1YWE3OkM9vR0TU88feNbkEefDI21krDym541NJkj8ZlGTL0podBNYRtRJbmR9AL/rffzV7Oc/fXpPVSU9omJ6fcUB6nFQKBJex4SUftl9+mSeMnrAuNAaRmQdvpr0i+8h6zb1r4devuvDTV8RBorAKrMNgEFnUK0QLq4PmqYbF9Py5vHXjOw/gUQQkBsV7hp4pf4USWjnoSUUkPxRfaDsqfefmFnwhSNEEE2OcT1EX0FCQtZWNizsRlmZBx5sh5HcNlmXjLhoUN5p/jcinhafiiSjZMLCLyz4SS4xmS+trK548s1HP968RDKXC3YMm1mg8qPrMAhiSakVEuIDsYMye43uO2Fw3nA/1SU4J+gh7lPDWCCy4mDZzU/fuGH/Thwq1KrtARB3ZAp0qeeA8IJaC0Z3GXrDOTckxCdLA9du45yz14XmiFUNthc+20K8+vFzry9+t1IEiXBdDpUbhjw5lxhquQ0Lu1GKuhLYrTGeEDIgmTc4I++/J12vC77IREU0MKwAT0NKE4+Iud5QSQGCVVaW3/Ts9RtKd2HGGkBOPjvaIVQj+YYfGYAvfM6EJ2mAELdtfNKgjP4TBpzRIyfffxvC8C4IW7151QNv3renukSAKrkL6Z5wBA2C8Jh2wBUyO7X9VWOvGNRzmMkicRYcHBYa2XUJ1RMOpQ/jQvHJVx+8MPul3QcqibrxkEoe0mgX/jkEAxBuiWIWdqMxuHCC9KBDYjyu8zvKqZycN/IXE65KSkxGhy4PM14nos4bPQUW6lvXeVRc89gVG8u2aTnNWsQydvST/wphwfuOGE1OzN20cyLmekD2h1ZY28SUfhl9huYOG5g7HF2JvNlfffj4R38vC9biPjvIZEBdCBeao5Rj4z4xEPvLERdPGT7Vf+cATdJw5hr7LkTnueoGWrRm3qufv7a6uJBKKJvAecYV6pA8NxKFbVjYjbaQWsIFqf5A0yHGETIxEHdG/ukXj/lZQlyK9AVao6bIENEtFHDEjDw187Hpy97D0S6u8izgfsA5cXwXxKM4n9DsIjRSQIcBTc1lMGWlFjaBiCwZddD1mGSltFN58YaS3diil5p2Eiorq/9PiGkxKX/0paN/HpeQ7M9k+FYSLHKeopHtKkhErkrJqqLlz77/TMGeDS7RRAX13SCnTlCSEG9B+0wCbUOdB85Vxmt7axZ2ozHblUSnY+ZRQfkYiuCgnoFWTuAnvcdcPOqyxLhkkJk0vLRogF0snkiKmFu4d9Nlf/svhjZr6uHHPbvwfAQ8yrSOwny2J9C6F73doH1HTbvM5074eTRAD9YfBJfCBU4a8BYY9aAp57K4Fs6Z+eMuHP2zRKDliogmZ6T8zeGH1hocdvE0wxvevqfw5U9emb1hvoeUOy2Sp7NatS1QB0o9dUakXmnUGXMYkM09KZgVXjgxsGvHJRo4XEzMVMrnEG1ioHs5CoIEF7Syxn19+Yfvr/x0Yq8xF425NLFlSpQ8CGZYQje3xDufzmBaQMbxVE7qIeOZ4573aJ98oPcLoYsJ6jU05iJTWOhMFqwfwEOT45oH9UtdysQ/qkFJeIS1a5E0dchPT+s3ITkuyZdJYz77CtkXKEShHZsobYQME3g/O4o3v/DRi3M3LaoFrcYAF2o1Fy4LcmEydrW2CPU5M4MtcFwc1xL4qsXcExUWdhsaf6R+RGAYKDRmQLTTI8EZN09WiZrXlr/33tdzJvYdetGoK+Ljkw4ZNohIxCLzPnmI1oGG9YYlumtWbGhiAmejWOG+IgQ99WUOBCbpeirhp8wRzIOZP9zKS6xAivCg6uHBRs8E4tmAmSo8QeYkMwcaSGjqrGUihObhEhc0BhQuMfX3ggOz+oztPWrUKRMPs1KQCNkxFqlkdOIxV2gr6kNHS0I6jbrKjAUrULLZuWfLC5+8PHfDfBe6fQ4F9wuXaLNjyWVYziLcDBT+DSlIU7IdsrBr4/jBk5Rqs2w+gmUiKWcHX1/66bsrPp/Ue+zUMRcltzhJYgca0dpU8cK6WAi5h/BJw4qxDfdQ+bO8MkKZluR26LVs73bHU1t7CZUU7fWjMJPCnLVBBG1Op7le9R8CekdSPVWlRcNCP+yKoMMpvCrwUWGWWWhdCBrLPC8rJX1U3vCJQ3+ahMX0Rnc/sEjJZhI6CQb7JTUaIIwuLpg/fe70lbs2gemUSmQV7hIo3CjMdWTAs57qjSHZsrXdRgq7KgFzoe/jMQFG6Lrrj9tkcK+QfGSXwb8Y//NOrXNCOa8kLqY83NT1dLO9Pq3uBk9nTMsHathl1SUPTb9v0ZbV6mBR74pTYGxRVwKLy4ha4NEYL3TMWI+wYmnf+BAXioVTOajeap1G/fmgzJ49O+af1md0pzaZ0ge3xsgYEbhUcX+xgtxfmkTbV1X/bOlH7yydubJ4E6TxDGw01ToFZsWw1nioXqkrCDYaMmxLrVFnu3oc3ovASmwxabUv6BepjfbgzN5TBk2BIYswBzY89+WFFcXrQJJsHDP14beBO+iKqv1L1y5eXbiiYNf6b0q3qwOPJY6LrAb9k94PKJL4BdzwKoW7ZpUoKyz3gPksec+2WZ3TMvOy+47qP56FxX9xcO7ESZodj/CwGQj7gbDApKioKp+9/KPXF/5zV2Up5vHII0YDCJgHAUqI2jFBjdsj0k5BWNi1UW+YZM0HEUHCmjI4TkTBqRZTHvWVLintzuw7edKIs7FsGlkiPkyq20ig1pDhQoXKiCK19v1cUrBww/Z1+yqKNxVvKyrZVRas0OLhHlRueX3EMhExv+tCSYImspjOrdtlt85ITWrTvUPuwLwhgFko3+NXOg6VpmyUs75+NTzshBTctmfnh4vffm/lp+XuASyTu8iOUymtqxCWgxw5CBVhwZtJq19jYdfGD4Hd8JYZHjmBqSzTe0b4hDHM6yT2pUkr3nJi7zGTB53Zrk2G3i+brlvjet6E72oU3s/rIV1stHnYLWSHeKxhe1Cu37ymrLqkvKZ0y/ZCQeuDJwU2LKdTTsvYxJS4lO45PQhxBAntzkWokoCTECxyTA57cQjFjZAQ5svW4HtTa9K8mQvfmb9tleZs6NFqmKkxKy6uS57uHYqwkBgVRyjO2LCwayOcrAptdMWkCCVnjAL5SaMwatxK6TlEuowp0BmQ0XN8r/GnDxhHiQGySJ/dxldPqTNucBiVLGI2/j9o/cBXk2HgFD6jg0WIjWl+Q1igMkKLXVePG52lukeg6l16YP/7X/zrveUf7zpYCr1Bhgca4nUwjqMi6n9AXKBU+vePbkvq5c7OnVnYtVFPQEWOSzNwBZjBiXB1Vgsyr2BoJfVkAZBbobjAcPRVJTzguaLSnw7xJw3I6jt1xCVt2rRjOttrNJtnf7iWQCVAC01EgG/Y7+fw3NEja9r6QmKR/Lk6KmeHMSEOf9/McTS6NWrOlx8uWLdwzoYleF8waDWK8OiHdtmB2gKkwgzFKEQdc5OINqMNC7s2TjB8S69LaubkfuNO7zs2ISE1nEhisdC3XPyu0Dg+nqENaXgcwM8NKY3EOBuHLmmRXvQRnhp+uq0RM2ztblw5TGleZ+jgubG9uOjNOa8v2fLVruoye44t7NpoQuFIkNJyB2b2GtdrwmkDxoSxMkLqO7KQGumOTn0ttNCvhF0abYSXKZOs04iTFF7PInJ5F9gUEQWNw6Xq2/YUfr5yzpw1c4tKdrioCW+1ESzs2mg6SZjklAVhTy4ctNeUiazFoOz8od2HjQT8DRhsNVtvGZqFIiGFMFQGPMSD0rbFD5Pt4rbAPzOMROjTG2lJggoRUC+KGDnTLpmQ7no7infM/fqjz9cs3FS6Awejub4EtjhgYddGk0NePa6FiGBa+jCylMwDAzPyh+QOHdBjcGJCigJYU2eNaGcZtd+QBQP5wa0tG0KbO/gzeTLSXVjTq5lObncUF322bPbc9V9sKtnq+c1PrE8zD35NsNByaMPCro3GHww8bkDRTD26LuReHDR9mUTaqqEGK6gdkJE7tOvgk7sP6dAmgxpHGCw0+gPHZlKfsGgT/T1uye6hmpzhEo3/MYS8us67pmjZx0s/WL17Y+G3O7SmOnL+HJTOAKiVgjoU/unbuNmwsGujScAuAWcFovWlJIwPSOIBI0J6HPewggvMy2KxFV7bObldbofcwSoFzhvCI3LfkOejNBtm8eOpwDSVIgMN0SciCjLG9sf0J8sOlH721exVhcsXbl95sLZGRPCykdoB6mhAs4VJB7Q7A8F1rpkJ9hxb2LXRRNCAMo5UzaAUIESLvHqcZaLUE4JxLdqtjXBA6pea4beAR/pn5vbOyOvdZUB+dp/wEFlknddmvhGwK/3hbBLqQGLfrKy6ZMnaRWs2r1i5c92mku2YAvMIJrUg/hQDzjVITztJoheG2XLggK89xxZ2bTSllDfUmdHlQuMmgBIE1Jc70I0gQbyApB545UpmclzZKqZFr/QuPbPy+3btl5vVm4atJ6PF7eK4AK8ZFYMTUlpdsnTdooLNKwr3binYU+Qy4TvyovwvQCv3f0vvRbSMBOh/qtNOjcol4XilBLFNNQu7NpojcjMPBFi8GOn0aJOd3yGva7uuXTK7ZaRlH5LwflfnN1TmjNSZqSMXHO71H3bvbrJsTTQ+xHH9B8Xhps78xqCIEPGKfEsRBC8Z8f70hG5I3TjkA0/EusI132xfu2rLysJ927bu3+GapctuB2wcCrtWb9fGDwtwbZCMO0Eh1uzZrP7rofVW+5ZJGWkdc1pnd2nbrWtmz3bpHRy0SgyhjR6S0kAcVhujZnYgQh04MpsLZ9CGQYHiEwbCDpURPhRiyXdbW/DrddjGemnAj2hQTA3pgITQPwIwcZtPfd0DI28uiVizedXGnRs27t64pXjLyuLNWkXevF1shYFwuq3J2vhOWNi18YPC1fY4LpAZFFS50kXY8nZVl+0uKl26ZZVu2SU6CZkp7bLTO6a1atulQ+cO6Z06pmcQ1Gvxs1bfzCdCZZFp/dzIjDcEkNQMa0ROcNSbG/vzH+H81NAwDk12jTIMMrVw++/hX6LhcWTqg7jUkC8LilYX79+zccfqrcU7dlWVbN0H9IMQSzckS68Zu6ALB/0xaolfNizs2jjWGwVtJRW8eMBnEgiEDFtx4IKojdDUd0q9ytJvN6zcu0FQjzCHuiAg0LNddpITn9W2U1xsXJeOufFxSfmZ3QkYR5IghYENqUuavmuCry/sIT7yMMCKEF+43mSXmpxV0gigpYdBZ4kSBf4AHuUy9MskuLjgS0EPrvmmoDxYVrR3e3FVyd7KEunLlhmoZUaWE8viCmC5ttk1FV61M2AO1m1ttmvDwq6NYwrhz18h20mPFAtU8lII4wmi3Y+x964hTSGSK7B5564u3qx+6IsdqzATfFP6lOFebbOZR7PTO7WMTeAez+uRp/6MI2O6ZHdPjk+muljhC0Xivp8aQUtZr0W6mVH4romGn1l7xF2/eW3lgXJB3L37ineV7PFocOverQdrD5TXHizcVywo8jyQUKDt34FahzZuaiFBBrT64NUpiMAPYWqrTUh1Oi2lkMLybW1Y2LVxjIGsMoBepPdyVM82OgGhqqgxhfTNIBQCOpS6EnbxQiWtoCgGkOQJHIelYsXuzer3Vu3dTDQvdcU7xDeR01aV6vPOqR3jY1twYdAceW+ya3aO48XUVw7ZV1ayr2x/LUUeAJQHQAB8fdnWmpqgjKBthEqxyC0w5DkK6uAUvB5xYhczV+apt6ytM6UQHODUeP9IyP31u2U+OYH6DiB+Qm2zXRsWdm0cU3DCPQH6gmjM4OquFmARVEONaIAubiLccOT8M+FJh7MgEIc9wDQhPJjUIDB2RYzGuGu6VCSEq5BX+oBYVLID00xmEE0A+3jZtxuZP+V86PJgSsaG5moQFr5ocnThYy7jCOXYTqNYIACRWs7UYYI/hZ55YKjNq2cZJNo0yDosCnxLRCfmvpqlp9uDOvml9bxPGxZ2bdj4/iJDqIZAgRrFfPcxodEtlBQbVhb1XHBv0EJbuoyKPSwjMc61iaT6aUf9qEQ2AQ0jb90s23SlTMophAPAdvgsMqQdIXxYxC8yKhXgGzc2k4xDFUFhr3rzaNemlhaKjAdYGJjQPFymkZlriXAmw381wpWOwBHosROtdINsaPzztp9mw8Kujf8QfInhb/k0g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| <![CDATA[<col style="width: 35%" />]]>
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| 246
| <![CDATA[<col style="width: 15%" />]]>
|
| 247
| <![CDATA[<col style="width: 35%" />]]>
|
| 311
| <![CDATA[<div class="row" style="margin: 5px 0px;">
<div class="col-md-6 col-xs-12">
<div class="TituloPagina">
<span class="subTituloPagina">Previsão Financeira (R$)
</span>
</div>
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tblPrevisaoFinanceira" class="tblPrevisaoFinanceira zebrado" cellspacing="0" cellpading="0" border="0" width="100%">
<tr>
<th align="left"><font color="#333333">Fonte</font></th><th class="text-right" align="right"><font color="#333333">2018</font></th><th class="text-right" align="right"><font color="#333333">2019</font></th><th class="text-right" align="right"><font color="#333333">2020</font></th><th class="text-right" align="right"><font color="#333333">2021</font></th><th class="text-right" align="right"><font color="#333333">Total</font></th><th align="right"><font color="#333333"></font></th>
</tr><tr>
<td align="left"><a>Recursos Próprios</a></td><td align="right">2.100,00</td><td align="right">1.907,00</td><td align="right">1.999,00</td><td align="right">2.106,00</td><td align="right">8.112,00</td>
</tr><tr>
<td align="left"><a>Recursos Vinculados</a></td><td align="right">352.500,00</td><td align="right">635.275,00</td><td align="right">774.719,00</td><td align="right">633.899,00</td><td align="right">2.396.393,00</td>
</tr><tr>
<td align="left">Total</td><td class="text-right" align="right"><font color="#333333">354.600,00</font></td><td class="text-right" align="right"><font color="#333333">637.182,00</font></td><td class="text-right" align="right"><font color="#333333">776.718,00</font></td><td class="text-right" align="right"><font color="#333333">636.005,00</font></td><td align="right">2.404.505,00</td>
</tr>
</table>
</div>
<div class="col-md-6 col-xs-12">
<div class="TituloPagina">
<span class="subTituloPagina">Informações do Produto
</span>
</div>
<table cellspacing="0" cellpadding="0" width="100%" border="0">
<colgroup>
<col width="35%" />
<col />
</colgroup>
<tr>
<td>
<span class="Titulo">Produto:</span>
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblProduto">Ações educacionais realizadas</span>
</td>
</tr>
<tr>
<td>
<span class="Titulo">Unidade:</span> ;
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblUnidadeAcao">Unidade</span>
</td>
</tr>
<tr>
<td>
<span class="Titulo">Cálculo da Meta Final:</span>
</td>
<td>
<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblCalculoMetaFisica">Soma</span>
</td>
</tr>
</table>
</div>
</div>]]>
|
| 366
| <![CDATA[<div class="row" style="margin: 5px 0px;">
<div class="col-md-6 col-xs-12">
<div class="TituloPagina">
<span class="subTituloPagina">Execução Orçamentária (R$)
</span>
</div>
<div id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_grafico" class="grafico">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretaria" src="/ChartImg.axd?i=chart_311b2d7e12954f5d8aa0986bfb5aeff0_0.png&g=5a6a6348caa2475f855d923cd4e9b753" alt="" usemap="#ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretariaImageMap" height="200" width="516" border="0" />
<map name="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretariaImageMap" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chSecretariaImageMap">
<area shape="rect" coords="206,153,248,154" title="Total Pago" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaPagamentos')" alt="" />
<area shape="rect" coords="164,153,206,154" title="Total Liquidado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaLiquidados')" alt="" />
<area shape="rect" coords="121,153,164,154" title="Total Empenhado" href="javascript:__doPostBack('ctl00$ctl00$ContentPlaceHolder1$ContentPlaceHolder1$chSecretaria','listaEmpenhados')" alt="" />
<area shape="rect" coords="370,10,395,24" title="Total Empenhado" alt="" />
<area shape="rect" coords="395,10,492,24" title="Total Empenhado" alt="" />
<area shape="rect" coords="370,24,395,38" title="Total Liquidado" alt="" />
<area shape="rect" coords="395,24,492,38" title="Total Liquidado" alt="" />
<area shape="rect" coords="370,38,395,52" title="Total Pago" alt="" />
<area shape="rect" coords="395,38,492,52" title="Total Pago" alt="" />
</map>
</div>
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tableValoresOrcamentarios" cellspacing="0" cellpadding="0" style="width: 100%;">
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trEmpenhado">
<td class="Titulo">Total Empenhado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalEmpenhado" title="Empenhos" href="ctbEmpenho.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39187&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trLiquidado">
<td class="Titulo">Total Liquidado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalLiquidado" title="Liquidações" href="ctbLiquidacao.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39187&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr>
<td class="Titulo">Total Pago:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalPago" title="Pagamentos" href="ctbPagamento.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39187&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
</table>
</div>
<div class="col-md-6 col-xs-12">
<div class="TituloPagina">
<span class="subTituloPagina">Valores Anuais (<span id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_lblUnidadeTituloValorAnual">Unidade</span>)
</span>
</div>
<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_311b2d7e12954f5d8aa0986bfb5aeff0_1.png&g=7d41490b67bd46b4a681027d453da4e0" alt="" usemap="#ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" height="150" width="470" border="0" />
<map name="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap">
<area shape="rect" coords="350,41,372,53" title="Meta de 2,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="361,60,3" title="Meta de 2,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="271,41,292,53" title="Meta de 2,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="282,60,3" title="Meta de 2,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="192,8,213,20" title="Meta de 3,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="202,27,3" title="Meta de 3,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="112,8,134,20" title="Meta de 3,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="123,27,3" title="Meta de 3,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="321,56,361,56,361,64,321,64" title="Meta de 2,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="242,40,282,56,282,64,242,48,282,56,321,56,321,64,282,64" title="Meta de 2,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="163,23,202,23,202,31,163,31,202,23,242,40,242,48,202,31" title="Meta de 3,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="123,23,163,23,163,31,123,31" title="Meta de 3,0 (Unidade) em 2018" alt="" />
</map>
</div>
<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tblMetaFisica" class="tblMetaFisica" cellspacing="0" cellpading="0" border="0" width="100%">
<tr>
<th></th><th class="text-right" align="right"><font color="#333333">2018</font></th><th class="text-right" align="right"><font color="#333333">2019</font></th><th class="text-right" align="right"><font color="#333333">2020</font></th><th class="text-right" align="right"><font color="#333333">2021</font></th><th class="text-right" align="right"><font color="#333333">Total</font></th>
</tr><tr>
<td align="left">Meta:</td><td align="right">3,0</td><td align="right">3,0</td><td align="right">2,0</td><td align="right">2,0</td><td align="right">10,0</td>
</tr>
</table>
</div>
</div>]]>
|
| 388
| <![CDATA[<table id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_tableValoresOrcamentarios" cellspacing="0" cellpadding="0" style="width: 100%;">
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trEmpenhado">
<td class="Titulo">Total Empenhado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalEmpenhado" title="Empenhos" href="ctbEmpenho.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39187&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_trLiquidado">
<td class="Titulo">Total Liquidado:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalLiquidado" title="Liquidações" href="ctbLiquidacao.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39187&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
<tr>
<td class="Titulo">Total Pago:
</td>
<td align="right">
<a id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_hlkTotalPago" title="Pagamentos" href="ctbPagamento.Transp.Lista.aspx?MunicipioID=1&exercicio=2020&ctbUnidadeGestoraId=6&acaoID=39187&periodo=tpAnual">R$ 0,00</a>
</td>
</tr>
</table>]]>
|
| 418
| <![CDATA[<div style="width: 100%; text-align: center;">
<img id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProduto" src="/ChartImg.axd?i=chart_311b2d7e12954f5d8aa0986bfb5aeff0_1.png&g=7d41490b67bd46b4a681027d453da4e0" alt="" usemap="#ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" height="150" width="470" border="0" />
<map name="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap" id="ctl00_ctl00_ContentPlaceHolder1_ContentPlaceHolder1_chProdutoImageMap">
<area shape="rect" coords="350,41,372,53" title="Meta de 2,0 (Unidade) em 2021" alt="" />
<area shape="circle" coords="361,60,3" title="Meta de 2,0 (Unidade) em 2021" alt="" />
<area shape="rect" coords="271,41,292,53" title="Meta de 2,0 (Unidade) em 2020" alt="" />
<area shape="circle" coords="282,60,3" title="Meta de 2,0 (Unidade) em 2020" alt="" />
<area shape="rect" coords="192,8,213,20" title="Meta de 3,0 (Unidade) em 2019" alt="" />
<area shape="circle" coords="202,27,3" title="Meta de 3,0 (Unidade) em 2019" alt="" />
<area shape="rect" coords="112,8,134,20" title="Meta de 3,0 (Unidade) em 2018" alt="" />
<area shape="circle" coords="123,27,3" title="Meta de 3,0 (Unidade) em 2018" alt="" />
<area shape="poly" coords="321,56,361,56,361,64,321,64" title="Meta de 2,0 (Unidade) em 2021" alt="" />
<area shape="poly" coords="242,40,282,56,282,64,242,48,282,56,321,56,321,64,282,64" title="Meta de 2,0 (Unidade) em 2020" alt="" />
<area shape="poly" coords="163,23,202,23,202,31,163,31,202,23,242,40,242,48,202,31" title="Meta de 3,0 (Unidade) em 2019" alt="" />
<area shape="poly" coords="123,23,163,23,163,31,123,31" title="Meta de 3,0 (Unidade) em 2018" alt="" />
</map>
</div>]]>
|
| 458
| <![CDATA[<span id="ctl00_ctl00_ucRodape_lblSistema" class="nome-sistema" style="float:right;">transparênciaWeb - 3.9.8.29</span>]]>
|
| 460
| <![CDATA[<span style="margin-top: -20px; font-size: 18px; display: block; margin-bottom: 10px;">As informações do Portal de Transparência da PMV são atualizadadas em tempo real.</span>]]>
|
| 461
| <![CDATA[<ul style="font-size: 11px;">
<li>Dados de Contratos e Convênios atualizados on-line</li>
<li>Última Atualização de Dados de Execução Orçamentária:
30/07/2021 às 1:38</li>
<li>Dados de Pessoal atualizados mensalmente</li>
<li>Dados de Ordem Cronológica de Pagamentos atualizados à 00:00</li>
<li>Ordem Cronológica ajustada decorrente de despesas cujos valores não ultrapassam o limite de que trata o inciso II do art. 24 da Lei 8.666/93</li>
</ul>]]>
|
| 474
| <![CDATA[<div class="container" style="display: none;">
<div class="row">
<div class="col-md-12 text-left">
<br />
<span id="ctl00_ctl00_ucRodape_lblProgramacaPagamento">Ordem Cronológica ajustada decorrente de despesas cujos valores não ultrapassam o limite de que trata o inciso II do art. 24 da Lei 8.666/93.</span>
<br />
<span>Melhor visualizado com resolução 1280 x 768 em Safari 6.1.4, Mozilla Firefox 28.0 ou Google Chrome .</span>
<br />
<span>Requisitos mínimos: Desktop - Safari 3.1, Mozilla Firefox 3.5.19 ou Google Chrome (1024x768). Mobile - iOS Safari 3.2, Android Browser 2.1.</span>
</div>
</div>
</div>]]>
|
| 503
| <![CDATA[<img style="height: 20px; margin-bottom: 10px;" src="content/images/tectrilha.png" alt="Tectrilha Software" />]]>
|
| 506
| <![CDATA[<a style="color: #fff; font-weight: bold;" href="http://dealarcao.com/" target="_blank">© Marcos de Alarcão</a>]]>
|
| 10
| <![CDATA[<style type="text/css">
div.inline {
display: inline;
}
div.dados {
width: 280px;
}
div.inline-block {
display: inline-block;
vertical-align: top;
padding-top: 5px;
width: 280px;
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|
| 234
| <![CDATA[<a href="#" onclick="downloadBaseDados(); return false;">Download da Base de Dados</a>]]>
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| <![CDATA[<script type="text/javascript">
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