IM Alg1.2.12 Lesson: Writing and Graphing Systems of Linear Equations
Diego bought some raisins and walnuts to make trail mix.
[size=150][br][table][tr][td]Raisins cost $4 a pound and walnuts cost $8 a pound. Diego spent $15 on both ingredients.[br]Decide if each pair of values could be a combination of raisins and walnuts that Diego bought.[/td][td][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPAAAAChCAYAAAD5hzLAAAAgAElEQVR4Aey893ec133uS0zvvfc+wMwAMxhgBr333hvBChIkCPYONrFJFEmRolhEUqRIShRVTImkJKvYsi07Tpxcp5yT4vjYKXaS61zHTpx7/4PPXe9AshP7nDgrv2UtzVp7vZgBMHxnYz/7+X6f59lcwRePL2bgixn4bzsDK/7b3vkXN/7FDHwxA3wB4C8WwRcz8N94Br4A8H/jP94Xt/7FDPwGgCsyXrIpNwG3Epm0iCLxiv/yEIuLUOrNDE1N88yZozz/3GEunTvApbMHuH7lGe7cOM692yd5+cIcV4+Mce/Fo3z1vZf5+J3n+fjRJb71yX2+8+13+NZXX+XxKwe5eWqMl89v5cGNI7z07BouHJrmhZPznD8wwc6pLKs7QrQkDcQdUgxaMaUhPSdXVXJ7fx839/RyfjbFsyNuzg15uTzl5/Z8lDf31/DoaDOPj9Ty7olmPnymnY+e7eDj8918dLadj8918tWLg3z10gTfur2VP3nvGv/rO+/zPz++yVtHu7kw4eZkl56nOvQc77FwejDA08MhTgz4ONLqYE+NhoUyGXPFItYlxSzmdRzq8XF0OMozK2s5t66JZ2bzPDUUZ0+9kW0VMvY1mjjSF+KpgQCHutwsdUdZavbzfHeMe+M5bo5meHm2g0cH1vHpmd188/w+vn1pH99+bg9ffWYLn148yLsntvHR09t59+hmPnl6J18+voVHRzZxdX6EszM9HB7Is1gTpNxnRaGS4LMqqYtYGagIM9tWw7q+RuZ6ciz2VrKjL8vSdAurGssZzcYZSnnpD6gZi2sZiKlYaE/Tl3QSs6mX14xEjFKyovC1QipcVyCRiBDWw+fDrJLQ7NMyW2JhdbGRhbSd7bkA2yvC7KqOsr4ixNqGNKvycVaVehmPORj2qemIWKgJOqh0qMlapZTaZERsWlIePZVBMxmvnoRdRbldStpeRMomJmYQEdaLCBml1KfcXDi1nT/7w/f40Q++zo9++HX+/m9+h5/83R/ys5/+gH/++Y/5+c/+mp//9C/5l599n3/+57/i5//0V/z8pz/gn/7xz/n7H/8hf/+j3+Vv//r3+eEPfo/v/eW3+O7vfYlvfXSDb3x4kw/evc2Dl5/hpUu7OXVkLX19DWhNJkQSMSKJ8PmFqwixtAipXETApWZ6KMf+Pes4fGAbRw5u49CB7Swd2MqBfZvZt2uePbs2sH3rWjZvXP0bO9ZvAjjlIhrQoVKI/8vA/Rz0wg1bXF7Wb5rn0oUTXH/hJFcvHOHyuQPcvnaKOzdOcf/WKV4+s4rze7u4d22JR68/yzv3DvPO/RN89YMb/N437vHtD6/y5rUFrp5ayys3DnPj2Sme29fP+UOzXDy5lqNbWpltDVAV0WLRipHJxEgkYuwWLUdm8jx4do53ruzh5v5+npmOcnzQxfFuG8fa7VyYcHJvS4JXtqd4sCvLW/uqebCrkrf253hrTzlv7krzcH+OR08185UX1vBnH73A//3HX+KHn5zn0VNtXByzcbzTwIk+F5fW1HB9Wyu3Dk3zyrkT3L98niNjtczGZUyHxczGJGypMfDUaIoru0e5fmCKc3N5To2EONBmZ2Naweaslr3tfo4OpzgyEOPwQIQXNjZyfbqGywNZ7q2r54ODwzw5sIp39q7l0dIG3ty7modLCzw6vpO3D2/hnSOb+PKJrbx7ZAsfn9rNNy4e4ZNze3i0tIa3d01ydVUz0zk/aYuSvEuFQyel2KmltdhJT6mTwbSRsYyJwZiKgYiKsZSZ+dYU24bqmB9qYbo2xVhNOYPpGP0JJ6tqIszUp2iIuzGqpUhlRcg/G0q5qABgsWTFL8ErgNmmltLp17Im6WQ2amE6ZmFtuZ9N+RB7W1Ls7ahmU0sFE9kQgzEHjV4jXREzI5VhusqCJK1yYiYFEbMav1lOwqkn6dJRbNcSsajw6MS4tUW4tWJcajFerZh00MKJAxv5m+9/m5/++I/4f/7uD/mnf/gTfvFPf8m//uJv+X//v5/wr7/4Eb/46ff4l5/8Cf/0d7/PT/72d/nxD7/O3/7g6/zw+1/ne3/2MX/2F5/yP/74Y/7w957w7U9e46PHL/HJB/f49Kuv89H793jz/kVeuXWCS89uZ+fCCA01SXQGHSJpEWKJqADgApilRciURSRCRuZWtrK0byNLBxY5vLSNwwe2cmj/Fg7u3czenRvYvXMD27as++0ATkQsaNVFiEQSisSi/y2IV4j+Y1YWbk4YUoWcaDLN3gP7Cox7+/o5bl19muvPH+P6xWO8dPkI9y7u4IV9nZzZ2c2N81u5d2mRW89McufCJt5/6ywfP3yWhze2cv34GGf39PHMtlb2TqfZMVPFwfk29szmGcnbiNmkaBRFSGViZFIRUmFy5CKm26LcemqMD25s4cHpCa7t7OLSlm7OztVzfCTO0a4ATw+4uDzt49q0m6tTTl5c6ebWmgA3Vrq5Mm7n8qSbWxtKeONgM79zbzvf//QKf/zkNK/tq+Fkh4alBi1nRuNc2drCq2d28uXX7vLJu+/wzq0TXHtqM2uyZoZ8RcxExOxstHJloYkHJ2e5vFDDiX4bO6o1rE2KWZtUsqXGwZ7OCIdHynhqPMML8x28Ot/F9f4KXhrI8HBlFR9t6+athS4uTVZzeXUHr+2c5ZXtM7x5YIE3Dm7ixfkh3ti3mncObuTD05v44Ph63tgywN3VTdzY0MCZkXIWG6I0+VT0BQzUevWE9WKaIhZGszEGkgGGUn6GEy76Yw7avWpGSrRsbomypTvPTC7C+rYcY/UZZhor2D5Yz1xbDc0RJwGzGrlsBRqNBK1WitNqwKBTIpcvM/DnTGxSiGnyqFifdTFb5mUmHWB7U4Yzo+3c2zLKgx2DvLxthONTPQyVl1AftDFRXcJkXZzB6hJqi700lRaTiwZJOAwkXfoCE0cderwGOXa1CJuqCJtyBTaVmJBNzc65QX7w59/gp//45/zzz37Av/7L3/KLX/yIf/nnv+bnP/s+P/3Jn/APP/wGP/jjh/zR11/k04cn+PDeHt6/s5P3X97F45d28d69g7x3d4nHt/fz5ou7efXqLh6+epEvP3qJr3x4n4dvXOXBvee4c/sMN688xXOntrJ9fojqmjRqrQHxZ0y8DGARYpkYhVJCVcrOwro+lvZv/gy8iwUAL+1bYP/uefbs2MCubf8JABt1yzQvsKhI9L8H8OcM+3+6CjcnU0gx2SzUNLVy4pmTvHz7Evc+G3eun+P2ldPcfvE0N8/Oc3F/F5dPbeX+7VPcfX4bz+5p57mlSV65sos3rm3n6rEBTi22sGsqy2yzh9U9CTaNZFnfm6C33ErIKkWpKCosEq1aisWgwqhXoVJJibiVbO/zcnFjiitbqrixb4C7pzZy//wBru2d4amxJEvdPvY1mdlbq2NnpZJt5XJ2VavZWaVioVzJjryWp9rNnBtzc3trJe9dWMWjMxOcHfGztULG9motz0xX8Pr5g3z1yZv8/u98jY8fvsTd80tcObSOre1BhgMiJgIituT1PDMV49pinlOTATZlVczGpExFpEwllMzlTGyps7Oz3c9T42murqnl6lAF1/ozvLmqmsebmnl3Wyf3NzRyuDXJwaZSTvZmuLa6jbvzfVyZ6+Hiqk5Oj9VzcqiGy3N93BBeX9/L4cEGtjSmWWgqZlNViLGYlemoiaGwnoRJQYVXR2fSRV/CSU/UQl/MzFgmyEAqyGBpgJl8nPVNlaxtrWJVXTGzdSWsbaxgsauMmbSD1rCdmF2LTiHCoJVh0EhwW4x4HRa0KjHSwsa6fDWp5DT4reztrOblg1t5fP4o75+Y5/2lSZ7sGOK1uRZeXtvArfUtXFjdwq6eHDPVMSaqwwzXJOmvTtCSCdKU8pIyy4lZlXhNcpx6GXadBKOiCIOiCJ1iBXplEZmonVsXd/EPf/VtfvYP/4Of/+Of8rOf/Ck/+fF3+au/+Arf/dpNPnplP3dOT3NmWycHVtWxeTjH6v4KprsrmOqqYKKrguneataNNDDbk2VuuIbNMy0c2jLIxaNruH1xF9cv7OalK4e59eJpXnrxNC+c38fpYxvYMj9MNptEplAUyO1zkhNKabFsBXqtmNaqILs2T3D4wEIBxAITLx0QWHihUErv37n+tzPw5z2KSCQAeBnEApCFGr5ILDDz568vX/8tiJdvSoRUIcNktRCJRejq7eHMsyd59e4VHty7zGt3LvPGvRe5d/Mid68/zYsnJnh6Uy33rh7n8evnuH9pkTO727hwZDWXj41zfk8zT803cmxrP7tX1bC+L8XGoSyTTX4airX4zGJUihXI5EUoVWJ0OgU2qwGn04zVrMGgVzKYs3F4LMLFhXqu7+vh7ql13H92M68+s43T66s43B9mV4udxRoDGyp1rE5rmE0qmSqRMlkiZ2Wpmrmcnu31RvY1mVhqMbC7Vsn6lISZuJR1GT3PLfTw4WtX+c4nj/idj+/z3hs3eHjnKvdeOMX2jjAdXhGdtiLGE0q2Nxg51OFgsc7ATELOZImSkYicwaCYsZiMiWIFo1E543E1h1pjXBmt4eZwmjemy3iyuZonO9p5eWWOi70pLo9WcXmmhrNjVVxfU8250TQ7WirZ0Zllb3slOzsqOTpUz5nxBs4MV3OsL8tCdZD5fJCNlQFm40b6YibKbApqvHq6Uz7GqrOsqq9mdW2KdU0p5tqqWdPZxqq+bhbGR5jvbWNjVxtrm3NsaK1iIGSk1SqiNaij2KzAppXjsppwWA14HSbiPjdWnRy5TFTYZPU6BU2ZJFf2bua7Dy/zvU9e5g/ePMejp1Zxd00tdyfyXO0r49n2GCfaiznVn+aZ0UoW28qYrAzRlrSTcWkIGJWEdSKCBjk2nRijWoxGIUKrXPHLoVGsQKMsIh2zcee5rfzgTz7ib/7iE37wP7/MH33zHu/dPcwLS2PsXV3H+qFqpnrqGO1pZKSnkeHuBoa6ahnoqKKvtYLetizdbVX0d9bQ3VJFb2ct/d31DHU3M9BZz1hXFfNj9RzY3Mcz+6d54cwWrlxY4pljW1jaOsTkaDNOn5ciqYgVEhFFwpCKKJKJkMqLsBilDLWXsnfHNIcPLHJIGAe3IrCwUEoL/fCvP36jBxYA/O9BKiow8TIb//r3/n0pLTTnQtlsLoA3Slk6RW9fD6dPH+aV2xd4cOcir9+5zJt3r/GlV65z//az3H5mDWd3dHP70k7uXdzAxaVuLh5bx+3L+3nhqQnO7B7k3NIqTu7oZstYGVum6tk8XklPpZ2gwLxyoWwWFcoQdaFsk2E2abFa9DhsOgwGFaVeHZtb3ZxYWcr5hSoub2/hxr4ebuwb4dx8Ayens+zv8bOt0cZ8jZm5KjNrK02sLjcwU6phOqVmVUbHQp2DbY12NuU0zBZL6XOLabaK6Q5qOD3XzhtX9vHwpSPcP7+NG09v5/aFEzy4fpldgxlqzGKSuhXUOsSMRGWsTCiYTqlYmTYwU2ZgMCSjxSGizi4hZxYT10mo8Rg4OlzDvc1d3Jkq5/50mtdmy7k3Ucb10TJuTFVyYyrDme4oB+q8LFY4Wci7mM96mM8H2NWYYGddiINtSXY3JVjqzHKkK8ParJeBmJkWr5pmj5q+uJ3emIM+v5qRmIHp8hAryyOszIbZ0FzLxr525oc62TYxwu7pCdZ31rB9pJeNPe2sbWuiK+oiZ5ZR41STsmtwGeSURv3UV5QT9zopDQdxmrVoNRJsBgWDuWLeenqR37u6k28c7uFLC5VcmSnh7EgpZ3vLONEU51BNhJ25EJsqAuzpzLKjLs6hjihrcn6q3SpSNiVBvYygVoJVsQxYtUKMQi4qrAmVbAVC/62UCc9FhH1Gnt41wqePX+DJnSNcPjrD/nUtzI82sHqkndmxHmbHepkZ62F6tIup4XbGB1oY6a2ntzVHW22CjoYkXS0Zuluz9LTlCwDu66ylr6Oa3o5aeltr6G/OMdpWzvrhag7Od3LqwCxPHVzH4W1jbN/YT742g0yt/qwXFlrNZRCLZaICCfmdCmYG8+zftZ4jBxcLTHzk4FYO7Vvg0J6FX8fvb/rAvwLvsmIo9MEFBhZYWLQM4F+CXCizP+t3hatELsNoNhOJhklnSqmozNDT08XTp5Z45dY5Xnv5Am++cpW3X7vJw9eu8+a9U9w7v44bz2zk9qV9XDu+mlNb27j53D5ev32Y2xe2cuP0Bp5fGmHfyizbp5s4smWILRNZmlImLDoRMkEsURShUIpRa6ToDSosZhMWixG73YDJrMFmVNKWMLCt1cXxiQinxgI8Nezh5GiQY8NhDvQF2dXuYmuTk/l6J4ttQXZ0xdjaFmC+1sGarInZtJa5ShObasysSqvo84tpsBRRZSqi1adkU1uUc1v7ubJvgot7x3j+0BZevXSO1649y8GJHGV6CUHdCuJ6EZ1BJZMpI1NlBlZlzUwmNDQ7lwHuUa1AJy9CrRBRF3Pw/JpWXllXz4v9Ma4Pxbk5UsLNyQoebOvmlY0NPNcb5UBNkE3lbtalrSzUBArgHYyaGU25WVdTws72DLvbMyw2JlldGWCk1ENL0EC1Q0aNS0Z/qZOJXJi+kJZOj4pun57hqJmRYguzDeWsasox31HD3ol+tg23samvg7VdzUw15VjTWkdr0EGVy0zepSfl1OE1KCgNeakqiZMN+6hOFOM164jatUzk45wdrOCF/gRXuqM80+DlUKOPI90lnB4t5/Rghv1NCRZyYdaX+9iUC7Ix62NrfYTtdT62N4fpT7qImRVE9CKCGhFWhTBfgnAmaB8iJAXlu6igggtaiLDB+xxqNgxl2bu+g1XdacY7Klg52sWGVePMrx1nbvUo61YOsXqyj5mRDiYHmhnprWWwq4quxjRNlWGaqyK01pbQXp+kuylLd2sF3S1ZOhsrCqO9oZzWugzNNaV01iaZ7Cxj81Qdezf3s3fbNIvreunrqsTpciKWSD7DzoqCuCWSiZAI/bBCTElAy/rpRg7tmefIga2FcfTgVo7sX/zPAFgAqTBEiMTLZfOvQPxrDPxLAAv/uAS9yUgosgzeysoM+Vw5XV0dnD51iFdvn+f1uy/wzhsv8eRLt3n4+lUe3T/HGy8scPu5BV65fogrx6c5ur6G5w5OcGFfL2f39nJycx27xmJsGa3k8OIAu9fWMtXsIxNUo1GLkSlEyJWighWi1sgx6DV43F78/hBOpxuPx4PTYcZhktEcVDBboWdzrZqNeQ0LgsVTY2RTnZmN1Ubm6xxs7Yyyb7ScA6NpdveXsK0zzEJLgLlaF6sqDEyl1AyGpbS5RNRZxVRbRTT7VAwkDWzrK2NpupL9ExkOr2ng6YVuTm1oZn2di7hgZeiKCnZGtVvCaMLARFLLQEROnb2IsKYIg6wItawIhVSE1ahhQ3cdj4+u4dUNTVzqKeb5nhiXe6Pcni7nzmya5weKebojzoHGGOsqfIzEbIyVWOmLmOkM6BlLOthQ5Wdz3s22+iBrMnZGk2aa/Vrydjk1dnmBhXtSbjrLQtQGLDTF/PQkIwynw4xkw6xqq2JNVysbBvuZbswyXZ9hoa+T9d3trG3NM1WVpN6hoD1uoy5oIWYVVGENZUE/maCPipCbhmQJcYeJoYoolzf0cqQjwb68n/05PwfrIxzqjHOiL8GZwQyn+9LsrI+zJu1jLhdkvibM+kofC7UBNtX62VLtY642RLHTgEcjwqEUYVKKUMmXlW9hQxe+VsuXr8s2VhFmvZyqlItcWYCymJPmqijjPdWsHG1jeqSNsf56Bjtz9Lam6WwspaW6mMZ8lPrKEFVpH5UJJ3XlfurKwzRWhGjNx2nOx6jLBqnNBKktD1GdDpEvC1GR9JJP+mgq9zPUVMz6sWq2zfWwaXUfIz3VRIIOxFLprwAsKPTSIiQyEWK5qLB5V6dsLG7o48iBLTy1tI3jS9s5dnDbbwfwv+1phZ733z//9ZK5CJG4CIlUilZvIBAKks6kqMxlyOUyVFSmaW1r4MTxA7x273m+dP8aj7/0Mu8/vseXH9/g/Tef4+H1ndw8NcVLZzfx/OFR9s/mObq5jSPzLZxY7GTPZCmLY1mWNvVydKGTxfEsk61hkj4laqUgXBUVdi1BsNJplZiMOrxuB/FolHg8TjQaJuC3YzIqMGiKSDgkdATFDEQkjMRkTCVVrMzoWFNpYXNLgB29CfYMlrJ3MMXuoTS7h0rZNZBgW18JG1uDzOZsjCY1dAfENDtENDiltAbUDCaNrKyyM16mozsgocUtpsEpocYpptIuJqIrIqgXEzWIKDGKaPJIaHVLyJhEuIQSUFqESlqEVlaETi6hLl3Cg9M7+c4L2/nSlnZeHK/k4kCKy8NlXOxP8Gx7Mcdbi9lb42VHzsbalIn+iIlWv55mr46cS0FXxER7yEC9W0OtT0+FU03arqDMJi94qLV2KY1BDQ1hI2UmKVmjlCqLlCavjp5iB8MZPytrS1nbVstse2PBOppqyDKZ8TGdL2ZzfYI2v4mMTkSta/n9raoifFYNqaCHbCRAqcdCfXExPZkwF+d6ubd9kAMtMRZzPrbm/exqiHC4p5SDnUkOtCTY21LM5mphs3GxsSbIhroIa6uirKv0s77Sy9oqH5vqAvRlgrh1CkxyERr5CpQKMQaNDKtBhUslIqAW41ctz61ZKVoW1nQybDY9NrMWr01FxKMlEdSTCBqJew2E3VqCLhV+pwa3TYXHocZtU+K2KfA5NYQ9Oor9RtJRK9liB5mYpSCOJYNWSrwGoi49YbeRkEtH3K2jLGCkLuGiuyrEZHuSmf48XU2lBLxWpLLPASyU0UIlK4D4MyBLizBoRfQ2RNm/uJKjS1s4sbSDY0v/CQB/XhL/R8D91feKEEvFaHRafAEfZekklblycrlyMpk4sZiXXL6cw0f28dq9q3zp9Rs8fniHDx7f5YN3rvLk1ZO8dmENF3a18uzuLk4u1HN4Yxund4/x7L4pzh8c4/CmNo5vH+LZvaMcnmtix0wtKztKKHYrCsqzUHII4FWpZWg08oKIZbXq8blt+L1OPC4bLqcZi1GBUi0u/I5dLSFplpC1Saj3SumJqphMG5ird7GlLchiZ4it3UG2dofZ2hVka7uPrV1hFnsTbGwJMZM10R2SUecQ0+xX05Ow0lOspzOsoMktpsoqptQgIqIR4xUWkUqETyMioBPj04pwC4tLI8KvFWNXitDLlwGsFgAsiBkaBdPdtXx8cQfv7hvh7pomroxVcK4vzbM9pRxviXOoKcRSk5/5jJXJiJ7xqKngqzb79dS7tVQ7VXSETNR5tGRdOupCVppCBpqDOuq8CmrsYhpccpqjpoL6XGKUkdJJKdOKKNOIqDAp6Yo6mamIsL6jmtHaJB1RC60+FV0+LSNRM11uJaUqEQlVEWU6ccF/VUiLcJg1CHZOLhGnKhZipLGK06t7eGm+nVMD5WyrjbBYH2ZHS5xdbcUc6stwoKuMxdoIG/M+1lV6mE47mCqzM1XuYm1TnMlKL1NpJ+vqQszXR1hbE6LEbkClkCAWWFeYY6eOkqCDoE5KwiAjpZdSohUR0Ylx6oRwjxSdXolWr0aplqNSSVCrpYX2SyACweoSrMfCUIhQaaQo1ZJCi6ZUilHIitCoJHjtWoJOPQGnlkTYScRrw2vT47UbcNsMWA1yrFpJwZ9OefVUxW20Ztz01oRpzYeJhR1oNMp/135+jruCXy4VF3x0l1XB7FCOQ3vmOH5oR4GJf52Cf0PE+vyNhKsA1M+f/wq0v2JhwZRWaVS4vR5KyxJU5tLk8mnSmTjBgBWzYLTHghxY2sf9ey/y1oPrPHl4h4+e3OWjR1d5cv8kd89O89zOHp7Z2cOeqRTP7Jvmyok5rp2c48qxCS4fX83VE2t4emsz+1ZVsXtVI+MtEfxWKXJhklVSNGoZao0MlVoAsgSNWorRoMLjtBDwOHE7bVjMOvQaeUHgkClFKJUStCoRFlURQYOEKo+cvriGybSOlVk9MxU6ZioNrKzQM5PVM9foZXNHmPUNDibL9bT6ZeTtElrDWgbL7QyUmeiKKmn0iKm0FpE0FOFXCyVeETaV4EUWYVGswCgXoVeswCqUfzpZofwzCAwsE4aoYH04NSJmOyt5fHaRFze0cqwzydG2BCe6Ehxri7O7ysfmtIONZTZWp8xMxYyMRc0MhvT0hzR0BLW0eTS0BPRUuzTkBUC71DQHtPRE9XSGVDS5pNQ75NQF9MSMcvxqMQG1hIBaSlgrI+0w0hJ20pfwsr6jgYl8KV0xF10BE70RBy0uHSUaMQG5mJBChF9ZhF62ouC/G7Vy/A4zYYeF3uosu6bauLypm4NtMXbUh9lSF2Fna4xdbVH2dsQ5NlTOoYEs8/UxVmW9zKZdTKVdjJY6GCi2MJZx0p+0MpSwsLY2zFxdpADw1oQXpUxaCIgILoTdICfqNhO3asg6TVS7zVRa1aStCsJmJVa9fBnAOkUBnBqtFK1OjlIlgFRYE2JUSgHQkgIhCC2ZsK4UKnEB1Aphs9VLcdmUxAMOYn43ieIQEZ8Tv9NMPOjF57JjN6owamRYhI3aLCfp0ZGLmGlI2qkv85CMezAYNIXq9XOcfY4vUQFzy0ktQdsR0oSLq7s5enCBY0d2/jp+f1PE+o/LZqFkXrE8JEUoVAocLieJVAlCz5vLlVFWFimA12pWodNKcbisbNuxjddfe4mHr9/k8Vu3+PDxLb723nW++uRF3n5pNy89s4mXL+3g7P5x7lwXlNuD3L24nRtPr+bOc1u4dmyCpdkM26eq2THbRHfei0kjLkTRBCAKu2gBvAITq6SYdHL8Vg0Jt5lUwE0y5KMk6MZv06DXiAsAF0Av/MGE1JAQ9RNCIF69hFKblJxTQq1bTJNPSntIRm9cyVi5gcmskdFSDZ1hOaUWEaVWCe1xHeM5JyMZC11RFfUeKVmriBK9CLfQnwken6yooIYK0VSlXN0ELQgAACAASURBVPAlRdi1YhwaERZ5EWZFEXphCF8rl1m5Kenj2e0jXN3Ry7mVVZydruZ4fxl76gNsrbSzKSOA18RsQs9oRMWgUMaHNXT71fTHzPQHjYXrZNpesIk6Alp6Yya6wyp6Imra/WpyNhlpp4aQUUPYYiBuMxK36klYVJQ71DRG7HSUx+nJpehM+OkpdtMZttLiVFMiVBRKEQGVGJe8CK1UjERchFQiKvi/EbeNmNPGQHWGk6s72dudZLEuwMaqABtrwmwWGLg1xoHuVGHsak+ysT7GbGWAmayPlZV+VtdEGcq4GUw5GC5zMlHuYjrnLXxvuMTKUNqDXilbbuMEMpGKsGmklDiMNIfdDKcidAQdNArlrEOL06BAr5Oh1crRaGTotLICgDVaeeE1g0FowdTo9Cq0WhV6gxqTSY9Wqy6AXKuTYjUJG4GUVNRGZVmU2po6wj4XxdEQqZJiYqEQDpMKi1GJUSMt2FshqwBiDZURI/liGyVhG3q9GtH/Jigl/iVprkAiVGRKEc2VLvZvmebE4R2/HcC/UqH/vd8r9LpFBWFLUKdFyBQyLDYLxYk4FRVp8vkM6bIIfo+xUK4KkyOwoTAZM7MzPLh/i8dv3+O9t1/m4ye3+PS9q3zjyUXee+UgD67u4a1bR3j16kE++fAeHzw4zVsvHeW1a3u4d34jz+1sY2ltI8e3T7JnXSeVUWMBEIXG/7PElfBHMBo1GHQK4nYVbRErU9kwY7kSJhtyjNelaYuYSNoV+MwqHAY1WkEEk4sLqqVUusweAsjUAhMqhbifiIBBRMYpoyWsoT2mpTmoImmVFJjTb5LSHNUwUGqgJ66iySchZxeTMovwC6KU0J8L7yso9IVs8DJ4rRoJVrUIi3IZvEaFCGEIQBZEGZdS+H0x9QE962rdHOgKcG42y3OrcxzqDLGp3MzKEj1DQRU9XhXtHg0dfj19UTN9cQvjZS5WVfpYl/exu9HBXIWViRIjQzE93WE1vcUGmv2aQhsRtaoo9TmoiIbJRUNU+O2knQZKzXJyDg01AQs5l44Ks4y8RU69VUZOJyagKMInLyJmUFDstGA3W5FJJYUUnEJRhEuvIO4wMt2Q5vBYNQsNITbmvKzKeJmt9LE6H2BTfZjFxjALdQHW5wOszvlYWxdhY1Mxcw1R1tdFmKz0M5hyMZp2MZH3M17pY7TMRX/CzmCxGa9Fg1i6HNdUysVYVSJidgOtcS+rKqKMlYZo9dvIuowErHoMegU6nRKDXoXRoMZgVBesRrNJg9B6CfajwagpgFb4OafTjtVsLLRmWp0Ms1GD2SCjxG+kKROjvqqSRMhPOhknU1pKWUkcu0GJ3aLGZtIUiMaplxCyyEm4VJT6dQRdWjRqeQHAgmBcIE3hWhCPl90fwekRUmsCwVh0Eia7UhzdO/dfBLAQQhcynIKlJLypXIbBbCQcC1FeUVoAby5XSiziKHw4nUaBACihNBFGfXMDN69f4vHD23z5ndt87d1bfOPdK3z63jU+eecib986wCsX1vPg6j6++cENntzez8M7J3ny+lneuraNFw6OcuXEIrcvHGDbygY8ZtkvfTSxENmUCaWNCqfTRNipp8FvYDThYL6+jPmWLDuGWtneX89suYuhuIGmoIWqkIMSuxqrRlrw3yTC+3yW1xVCK4IvJ0ye0BsJAYGASUrCLqfYpsCikRTsCqNKTIlNSoVbRkYArqWIuFGEWytCKxcC/EK1Ioh8RYXSUvCszRoxdsG7VIuwCuW1sgiTMBRFCL25WyvFoxYXeuaIXkyZRUpXWMOmKhvHegMc7/azu97N2jIH0ykHsxVBVlUJiz3Butpi1tdGWWwuZkdLmO31HuZzVubLTaxJm5kqtzNR6WG02kuVZzkEETDKqQzaaCmL05nL0phKkA14iBuVJIyyQvmZsanI+2w0RPzU2VWUqEX4VRKCaikVTj1dZSX0NbTisloKC1+hkKBXSIhatcy3lbGlOcyW+ihTSRvjSScrc35mcj5WVriZyToZL7UwlrIzmXawutrPhqYoa+qCjGYEe8vPcLmXYcHqqvAylfMzWeFjoMxNt5Agc+mRyiQIvq9eOBygF5PxmGksDjCS9NGfClAZcBP3OvC77dgsWpw2I36vm3A4gs/nx2zWYzSpMBm1GA2aAsD1emWhUisAXScvgN1o1GI2KrEaFQTMUuqKfSTDAXwOE7GAlepMOcUhL06zBrddj8umR6+SYFQLFZcIn1FCwCrHZpAWhNdlTC0LwQI5Fgjy31i1hVCVRLBKxYQ9Crasav3tAP6lx/t54kpchEwmQq2UolYJfaegOC+LVulMotDzCuybzcQJeIyF8tVsVGMxadAJIFZKCEUCHDuyjzfuPsejB8/x8Tsv8Dsf3uI7n77Otz+8zuNb27l9aoL7l3bz7quHuf30BG/efIqvPLzA49sHeHB5H08ePM+DF/cz1VmMVrl8skPoH5Z3KkGJlmA0KskGbQyUuJgtD7Kjs45dPdXs6m9i92ATO3vzrKt0M5J0MpyN0F3soibgwG+UFxhXLhUhbAgSIfInFyEwiVKwKJRiNCpxYTcVAKhRCjt+ETKJIDqJMKjEGFUiTKplMApihyBGCO2GcH+CFymECQR7w6yVYNdJC/2RcBXEFZtaXBhevRy/QV4AcEAjImoQEzfJCqqxYFWtLjWyr87KUpObPY0+drdGONCT4tBAhqMjeZYGKtnfmWKpM8n2Wh+LVW5WlzuYiOuYTFtZ3x5nrifBSK2Xcrcau2JZUEtYFDSELIzXlTHakKMhGafcYydl1ZC2qqkO2ukqT9KTjpGzqgmqxUSNamJGNTUBJwPlCbYM9ZKLRnDYLBj1WlRyof9TFNh0dd7NuryfoZiV4RIbq6p8rMz7GEnbGUja6YyYaAvq6Y+ZGE1ZGS93MJiy0VNiYUDogzNu+gXwl3sYKrUzkfUwWumnLWIm5dKjEtZnof0oosQsozbkJBvyUBF0UlsaIVuaJBzwFoDrMquJuK2kokHymTS5bA0+X6RQLmt1SoQhJMUMehlqoTcW1oG8CAHQFrMGi5D6EuKaegnFbjN+h4GQy0S6OEAuVYzPosZr0+K26go9t14pJMREuLRFhE1iiq1SYmYZIZOcsElOwCTDpZdi1SnQqORIpeLPbNzltV0gTLEQVCqirsz52wFcYNnP6Fsmk6BQyj4rOZSF8tRgUGO1mwiFvZSmooWyOZUIEQ25cNn12C3C7qPDZRE+rLqQSbZaDUyMDXDpzG7uX9vPew/O8un71/n2R9f5xrvP8+Grx3j9yi4evnyKJ/eOcu3oEHcubOHtmzt56+pW3r5zio8fXeHWs3M0l9uRCR/ylwGSZdAJwJMrxFSG7Iyl/ayp8HCgp5xTU00cmejm0NQoZzfNsNAUKbDVqroEfWVBhrMJOlMhyt1avHopwoQL6R2htP4cuIIoptfIMAmik06GXiNBo5QglGyfhwdUKjk2sxmP3Y7XbsNtM6NVKwt2QWEDVIhQq0QYBV1AKymwuNOoxGNU4FSLcOrE+E0KQkYFXo2YkE5CiVFKyiyj1KIgY1NS61IwFFExV6pjMWdmR4ODnc2ewuml/V0hdjR52F7vZ1t9iLXlDtaU2xlNGOkMKBirsLOqPcREvZemhBGvUYZSKsIoE+FUiojpJLRHrUxXRRisiBUA2xAPU+110BB00BF10eDSktJKiBk1BYDXRwM0RvwMpItZU5VkKF9BdXEEj11QWeVE7Gqmyr2sqvQg9OK9YRPDxWZmKpyMZ2wMpKz0Jqx0x810hA10hAx0hg30Jix0FZtpi5loFl5L2mmLW+gssdEufL/ExmC5m+aYlWKHFq2iCI1Cgk0jocSuIR8NEvK4iAScVFeWUVleRiQYwGZQ4zSoCNg0FHvNVCYi1OUqSScz2G021IWqUdBRBF1lOfZZqJ4Eb14pQiO0hCoxNoOSgMdKwGHCY9ES9ZpJBt34rFpswoasl2EVsuDCpq4U4dGKSZgkVDvltAdU9IY0hdDMSEzHRLGO4WIdfSUWWiJWypx6nDolCpnks6OHgs0ktHlFmHSS/wSABVaTFKFWC72CGpNBg8Wiw2gS+gUVZiGiaDcR8NqIBl2EvOaCrO4SShOLjoDLWPDCPCYlDuNyL2A2KsiUxti9eYIrJ+d44/ohPnj9DF976xyfPLnGNx5d5vGdJb788BIfvfU0L5/bUPiZN69t57WLm3n06lm++s4lLh+dpLrEWChflwEsqHUSJIKAIhVSLDJSHiNT5T7mym3srnNxeUMfz29dzQsHd3Jl3waWhmvY1plmfWOc4YoYk3WlrO5soS/to8qtJGGWIKjABrUSm9GI02rB73aRjEapSCUpLY4SCnjxuFwYDFr0ei1Op4OKZIqmTIL2iiQd2RRt1TmSfsFi8OFz2XCa1Jj0Eqw6GQ6DBKtehtukwGOQFsrmgEFJ1KIjbtESt6hJCWdcrSpSZgVlFiUZm+DhqsjalQX7p8cvYzyqZHWpjvkqMwt1VjZUmVlVbmay1ER/VEtfWE2HT0aTW0prRENjVEOlX4XfLEUtVARKBRqlHJ1SjFMtpsKmLHjH/QUPOMRQZYK+dIS2sJ16u4pSrZiwVkqxTUd92M14Llkon3uK/UyWOJnvaGBVZRn1pcV4zCaqonZWVjhYV+ktsGu7X0t/1MB4qY2xtINxoTxOu+kvttATNdERNtLo19IS1tMSM9IQ0lErPI8ZqQnoqfJrqfdpaA4ZaQzrqQkbCdtU6NXiAjPajXKCdh3FQT/RsJ+SSJB8RZ7ysnKiwUDhZJTHZiXospItidFaU0djZQUVJcX4XO5CtSi0Y4KNJLRPQhX1eR8qqNwqpQSdRobfbSLis+FzGLDrFTgEwGqWmdaslWFSiTEoxYWNxaoUKikpebuCTp+GkbCB6ZiJ2biJdQkLC2krOytt7Kt1sr/BzZa8i/GUnRJhY1Iqlk8vicWFq3BPv/74DRtJSIMIjCGITwLbmvSqQt8g5IrtVm2hOffYjfidVqI+F1GvFZdBga2wMJX47bpCH+oRhCKTAptRhlEnxmbRMNhZy1Pbx7l5ZhNvXT/AR29e5NOPXuYrb53gjefX8OFbl/jk0XneuXOCb370Cp+8/Rxv3xTK53N88MYZzu3pIx83IJcLCSwZKo0anU6LwaDDoDdgNhoL/uNE2sXmah9b8g7OTlfwwsIAV3fPcmHzIE+v7uPQQCmbGz2saSxjsrmU9b3NTOSDtAa0NIcs1Mej1KfL6a5rYrC5lZHWZlb397MwM81kWz1D9VUMNjdQlymltjzDYEsza7qaGK8tZ6q5moHKGAO1aZrSxYVARkVxmLjTjNMonJSRFq4hh5X+1iYmO1rYNLOWo3sPcvbYU1w6doTLR45w7dhhzi2sZP9gFYutKWZyIdqjNrIODSUWgZklVFgkNNkl9PrlDEYUjMZVDMXVDETVdPgVtHrl1DlEZC0iEmYxEZMUm1Y4/CG0BkJm3ITL4cTtchK0mymzqWn2GekJmukNGQoWzkCJjUaPkaSQO1ZLCqVz1q6lq9jLZDbM6sYco5kkI2Er2zqqWWiqZ7qqmO5sBX2ZGHPVTtamHQyWCAKbiZGUg7FSOyMpK1NVASYEcMfNdEUMBRZu8GupEUZQR41fTZVHTX1QRz5gpNyro8qrpdqnJe/TUOHXE7AoCr5rwL7sw4acBoJuM9lMhrJknlx5jqpcIyGPl2g4RETIK8SiNOTyNFRWkS+Ok/S58DusaNWygoou6CEFNVgktEDLcV0hKCKA16xX4LSoCsKSwLaCfiEIkFplETqhwlKJCy6D4OcL1qBbLSJjkdHsUTEQ0DIZ0rOm2MyGUgvzKRsLaSc7sk4O1ng42uzleKufk11h5vIeyj2Gwr8pnG0XjiEKmsqvP37jFQHlSpW0IArpBbVOp8Rq1mIxq7AJrGpWEXLaiPs9lAQ9pIJOYi4TXrOqINMLrOIyygq7kkOo7bWCrVCERiOlOOZhfqqTcwdnuXV2M4/uHOfDN87wzvWN3Ht2hq88vMy33r/CJ+9c4Q+++YDf/fAa779yhC+/dYHH945ydFM96ZAWrU6Lze7CHwjj83lxOqw4HQ7cLhdRt52RUifzNX42V7lZarJxvCfAOeHEztp+zi7Ocmo8y7YaK/NNJUw2ZllZn2IqX8L61no2DXawaWSU+dERto6PcmDNLHtmJtg1NsBiXzuzDXlWNubZPNjKuu5GZtvrWddZx3RtmpVNdewebWayKkxN2EpFwE4+5qE87CFoUuMwK7ELfa5JyaqeVj5+7TIfXl3iu+/d5cff+wP+8Uff45//7vv84u++z8//1//FDx5d5ZtPz/HurgHuzrVxfrSWnY0JhpNuKp0agkLZrV7OV5eaRFTaxNTYJdQ5JFTbJFRaZcuKuLYIi7oIvUpoCyRoNIqCD+l2CVVUgEyyjGwqTSYSpDrsoz3qo9lnotwio1gvwa0S45CLCOmVJJxW8k4dPXEb4xURVubirM4lWFOZZE02zMGVE8zVlLOmOsVsLsl0ysVsiZHpjBDKcLIyHyj4u70RPd3FpkK53B7S0ehTU+9VU+VUUelRk/Vqyft1VAtetl9LXdRKpQDsgI4qn4Zyl4qUU0XQrMRnN5AMeKipzBNxuYi4ndTmKujoGqe0JEGqpITy0nJqqhrJJKLUlpXQmK8gn0xR6nESNGlwGtUFnafQQv4y978cKVbIxQjHVIWkl82wzPjCMUXBvzfKhWOL4uWkl1Jc0EMKp6HkKzAri4jpJVQ7FHQHtIxGDExHDawtMbOpzMZixsauSge78i721QY4WBPgaEOAsz0RTvREmSmzU+bUFYSwz/We3wpgoWRQq2WY9Ms9r0mQzU0qDDpZob8VSuWYx0ki4CbmsRSk+YjTSMSuxSM090I5o5Zg1S6LM1a1pNALCAA2GlU05YvZta6Xi4dnufvcJt68vMiDi3N86eZ+vvboIp+8/WyhP/79b7zMd77yEl9+9RjvvnqC+y9sYnE8SSZiw+fx4PV5iUVLSCRKCQVD+IRS1ecl6nfTX+phVYWDubSRrWkNe6q0nGh3cbQ7zonxKo71JdhWYWRNVYRVrQ2sbsqz2N/FrvEh9kwNs9jbzKaOOnYOt7FjsJHNXTXMtdeyrq2emZoMAyUeBoqdDJS46YrZ6Yp7maguZ+dYJ9vbYqyr9lATNBE1yog7tOSLA3hMavwOLTa9kuqQi729lby+f4RHu9r56NQMf/bWU/zjd+/z0z96wI8/ucpfvX2OP71+iO+c3sIH20d5stDPk63DPNjQx8WxBva1ljKUcBE1KzEXdn3BQy7CoSrCrRbsqCKswrlcIZwg9HByIUUkw6DXYbUYsVnN+P0+0qky2hqaGe7uo7elmfaqSrors7SnS0h4bNi1SiwqOT6dgjKvg3wiSTYYoMajZ0oAcF0Fa6rL2NFWzcbacm4c2810IshEyMiqdJjZbAnTCScTCQsTgnJe6WM4ZafFp6YhoKE+pKXaqypEP/NOJZV2JRmnmjKXigq3mrxPR4VHTd6vp9KrIefVkHYqKbHKKHEZibpMhB0monYj2eIY5fEoudJSWurqaGnuIBoIFYgmmyimvKSEZDBAWdBHZXGM+tI0FcEAQbMei1aFAFTBNfi3h3cENhZOtwUCfoJeH3G/H7NAbIL1J6TmhPWtkKApRDqXc8xChSOcRfZpxZRb5bR61QxHjcwmbawttbO+zM6mtIPNZTZ2Vtg5UOvmUEOApboQ+2pDHGkMcbIrwvYqN71BAymHphA0EQTRX3/8BgMLH0AIQwhKnBB2WFbk5Jj0MjwOA2GPnZKAhxKhv7Mb8Jp0+IWe2KrBoRZjFnYkpaDMLnupggUj9Chq9bIo5LCq6W0s4+BcOxcPDHP76TW89sJWPnztFF958xQfvHKQrz+5wne+dpvf/eAa7796jC/dPMDzR8eZ6UpQngwTiwRxuWz4g0Gi8WKCoSAejwu3247PbSmIGxMpPWNhKRMhGZtLVezOqdlZrmBPhY5dVSa2Zs2syoXZ1N/J4tAA23uama9PM1cTY6rYzETcxGTSwVjczHDMynjSw2SZn24hnmiRUmUQU2WUkDfJqLEp6Y7aGCtz0+4TjuipCqVuVOhx9Soq435KAm5CLgMOo5ruYi8bKnxsydk51hjk8lCGNzY08cH+AT45MszXlob5aHcfnyzN8vUj6/lw9wRPtvTz2ppW3tzcxzt7Zri/MMq54XpWZ0NkXYaCPSUo44WerdC7LZeBErFwOqcIlVqBzW7F4w3h8weJRKIkSxLk0gl6GnNsnRlnVU8Hg3UV9OZLaU6XUJUsIeg04rdoKXEYaE2nGO3sp7uxm3zIx0DCze6+ZnZPjLOzI8eurhZOrx5mNOJlZTLEpuoMG6vLGAhZ6fAoGYia6C420xzSUe/XUOVTU+5WkXGpyHnUVHvUVDiVlDpVhVFmV1LmUJKyKwrPMy41pTYFxRY5AaO08L9/RBxGEgHPchLK5yKXTFJVmqW1roaBnl56OnrJlpZTEgqQ8NkpC3kpDXtIB538/4y9Z3Tk6XXeOd1A5ZxzzjkDVQWgEAo5ZzS6ATQ655wn9sz0RE4eDidQnCGHlMxhEkVJpCRSVtilZEmmKR3LSZZtaW15V1rJcvz82/O+Tft4yQ/khzqN0+fMNICq+3/ve+/z/J5q2E016KAa9ZL0uzFoNbJllmaengPoNEpCbjultDA1NBiq9stXNpLAYTKiU/Vg1KlQCzur4sDDP6WW/YCcKWStCga9GmbCRlbjJo6krRzLOzlVdHO27OFM2cuFuofrTS+3Wz7uj0V4vJvhdjvB7cEQl1tuDmWtdPxG3Ga1fLj81AIWljxBs7BKoYMC049UK0IDajOLdsVOIughE3KTEiN0h4mwy0JYtNB6BR6DCqdeXOKFR1PcDQ7Kqa0QTaiFc0gtNKtmFjtJbhxp8uK1eT730gm+/sFNfuULT/KtD+/wD3/xbX7nV97i1z55kV/64jN87eMHvHb/GKvjZfqKcRrJAJWwj1I8SjYWIRoK4HTasFpFq28k7zcyKxRHQknl6WU9rGIvqWM3rWIvpeRYQsmpvJXTnRL3Nqa5Mlpir+Rhwa9nMWJhNWJjwatixqWk61TQsiuoW5XUzAoK+oNkdQfJ6nvJGnrJiwGdTUvFrqFgVVKwqsk5tBTdbirRMLl4mHLSTy0ZIel3kPeaOZRxc74dY7/k51xfmGdnC7w2X+ajnSE+Otzg81tVPt6u8vHhJh/vDPHFnQE+3Ozn7bkyn9sZ55MLq3zl8jofnl7iueUmJ+sRJsI2+ftX/G/guP+1wtL0YrObiSfSpDJFkskU6XiUYjJGJRGWxboxVJRAu5GEi8msn4VGhk4hRtrnIuVzUQw4mW232V/bYmdpjbFihpliltMDOR6cO8WliUHursxwTVwp+hvsD/ZxfqTJiXqGEZ+dillINx8yuEpuFRWPhqJXLdvggkdHX0Avd9Nll4qcW03Oo6Pg1pJzakgL/pVdQdapliuYoEkhr2g+o1KuAMvJKNlogEomSXdggE5fi3I8zkApTX8uSzYSIpdIkonFiXsdJDwWkh47pUiYajIuH7DFWACLwfBQ6yCm8wYtzXyaoWKW8UqJ9aE2s60hFgbHGa82KcfimLQKdGoxRBWrViHaeegmEzv9sKmXiktFN6xnIWpmK2HhaNrGqbyDKzUPt9pB2TZfbQW52gxxteHn7mCA++NR7g6EOVf0cL7u5kjOzKhPS8ahkYKjn1rAfruelJgwBxwEnDq5y5JaY51SFrbXaSHutRN1GQnb9dI6JhhEAWMvQbOahNNAVAyvRFunPigJCUadQo7fRRunUD6CStlLyGNkoR3lxlaLV64u8HMvneYbHz7Nd77yCr/z7Z/j1//Bfb7+2Tt8+YN7fPK5p3nn6eMcG82zWU2wW4lyqlni/HA/J4abbE+M0a6VCfg8Eibgswn9r4ZRMcRx9tKyHWTKp2YhrGIxpGQ1omW3kuDMUIkbM022Mi4WInaGvWYW8wkOFUN0nSoGHBoaVjEJtpBxOkk7bMQtFiJmA2GjmpDhYWsZFaojm468XUPRoZWrjFrISz0Tpi+bpJaOUIh5Cdq1TMSsnCx5uNQf4mwtzIWBGLeGEjwzluHdQ4N8vD/CZ+ZzfHouwyvdKC+PxXhztsArkxmeH03x2nyVz2y0+fD4LB/sTfDGSpM7nSQXGlFGAhbZ0j08iR+RAhexWrNbdSRiAUpF4RDrJx0LE/daiTuNZAJuGqkoBa+RrPjerSrqbgPtiJV61Cbb/3zYw1A2zt7cHEdnJtkaGWJpoM25Q3vsDg/yYHeNm3MT3FvscG1qhLP1NGeHqtyarHJlqMByOU/ZYSBt6iFnVZCxKR62wA4lKSEzdKup+zTUXAqKTiVZp4a8R0fFb5RFLAo4Zu0lZu6VhSEUci4xONUr8Rt7Sdp1xB0GeaCIh/tks8LM6DC1dIJ6Nk+jXGZksEOtVCEfi1MvVmkUK9QyOVrlMo18lmQ4gNGkk55csWFol0t0qwUmagVJJzk63GaxM85Cc4iRfIGy30vYLswUPajk6SuKV4hJDuDWHSQunF0eDTNRIXU1s5e2cr7k4lrdx70BP892Izw/Eef+aIy7nTjXWhGutiLcbIW4XPdzLOPiWNbCobSBEa+4VqgwaJU/Xr8/qYXOh13UE25yQRsZr5Gw04DdrJFKFIdNyMBspLwWfOK+a1Dgs2gJ2PQEbXpiThNJl04uqX0Sc6LAZtZhs2gx6YX65OFETwgb1GoFAaee8XKQ88s1Xr6xzhdev863vvAM33j/Cu/fX+aNR1d447F1vvTKdV461eVkI86ZZpFz7RLXRpvcX5jkpc153jpzhDfuXOb6mX36G0VJ4gjZ1VQcCirWg5QsChpOcRdR0vWpmEl42aqk2SoE2BNG9oSDUa+N6WyU7aEGO4M1FvI5VlptPISW3QAAIABJREFUZup9TFarzLb6GMynKAfdZN1WYhYdYZOagFFDxGYg7bGSc1slprUcdFINWKjJD6CRuF1H0KnDZ+xlLmrmTMXN+bKLK/1hLreDXG4EuNuK8OJUio92+3hnpcSbcwVemc3zfDfFY/0+nmh6eaYT425/hLsDCV5eaPHSYotnulmuC4dOOchqwknGppVTZrGfFtI/o06N122iLrqAfJJ6Pkcm6KEQDckJej4SJOX3kBHkjKCHlNNI2mkg7dQRsakI2nS4jGqaQTvbrTy7AxVOz4xx8+gxHr9yi0tHjnFrqsGDrVnuzXe5MTnEfinJ0YyPU+UQF8sBLo822armGI97SVl6SdsUpOwqolYFcWuvPGFLLiUley95q5KUTU3SoSTnFsWtIeNUE7Eq5J7eJQ4DTQ92kxK7UY1Dp8CnES4vBWGrhqTbxEg1x3C1TMpnJ+1zkAt5Ead0f6nKQL3JYKOPZqlAOeajGHLJIazfbpSzH6GqGi4WGMklmS+m2Gw1ODa9wGL/ALP1Ov2RGI1YmozbS8lnk75ttfIRWbxm1SM4NQeJCleXXcWQVyfXRgKdezzv4nzZw7W+ANf7g9xqBrjX9PFkJ8r9sSSPj4g7b4TjJR/7WQd7KTuHYibW40baHhV1j1b+zD9ewT9xBxZ3g76El1rCx2AuRDlklyetWdeLyajC7zCSDzlJ+mx4bXoCVh25gDANOMl47fIDELPriblN0lAQcFrIhWKUxF7ObSPtdRNy2ol5XUTcLjI+B9O1OOeWWzx5fIxnzgxy70iBC0t59qdSnBhJ8+hqi1tjAg+T55n5EZ5bHOHx2WEebC3x7ok1Pj6/zhcubfDx3X1evb7H3ECZsNss6YQpQw9p00HyloPU7T10vDqmkz4Wkh4m/RbG/Ca6ERszaT9z+SDTKS+TCTejURdjcTdDYSedqIfJfJzxXIRWyC53snmblqw4nV0m0nYdpaCVeshGX9BMw6cna1cRMvTi0Smw6g5iNvbiMyuYDmq5ULVzJm+VT9xLdSfnqh4uVXw8PhjiM5sVPrc/yMuTCV4cj/JcN8RjAwFu9QW404pwoz/J3eESz041uNdJc7ER5mzVx9Gck9WMl/6ABbdFhUHADcxi2qzB5zFQ8AvZoZWQU1x5zBSiXobrearpKLVEgL64l5LfKpVgXn2vHEYKb7I4XcQra9MwF7WxlLBxbKTMnaPHuX/zSa4fPcXp8XGemqtxd6zOuWaBC90hbszOcq6/yJl6lovNPLsRC0ezboYTQSlSiQoHlFlJzKIgaVVRECexXUnc3EtMFLZd/fAkdipJWhUEjULn3INO1StliGKv7jBp8DlMuEwaXOL6pu8laFSS84iBVoyZ4Tmmh+cZ74wwOtBkqJqhEvdTFzbHUoVswE9McLvkLlcl97ojlTRDmSijyTB7jRrHR0Z486W3mRtaYzSeo5kqMFEdpBry0U75SHpC6FU9mJU9eDQHiJt6KTnV9HtFB6hjKWZkO2XjeNbGuaKTyw2f9HDf7A9ysxnlzmCSe4PioRzkan+A48IyWXCzk7axFjWyEDLS71JTd6gJWlU/Xr8/eQIXAzaaST/deo45ge9MOMkHzFh0B6SSyG5QyvY55bcTcBjlDjjp1JP328gGHKT9dioRD4OpMK14gFYyykyxzlKtwkQiwnAszGAixspAP7P1GtOVMlPFNEc6FXaGiux2csyW3BSC4v9p4kg9w72ZQe6MVbgxUubVrWne3hznlfVJ3jy6xvvHV/no1BofnFjh+fVxXtwc4950g61KXOpkhW5ZTAzFhFbwgfMWFUMeNSM+HS2ngaJRTcGmpN+tp+3S0LQo6DP10jD3UDMpKBnV1OziKWiiz6WnaFGS1AuPaS9xs1J6T0P6XmIWFRm7BuGrjUifbw8CXi66FDE/EDrosFXNdEDHxZqTvYSBE3kHFyt2zpbdnC44uVTz8vhwkJcF1H3Ize2mlzttH0+MhniiG+dyI8TJrIvTYk1W9HKi4OZsNchOzs1i3MpayiF13oKVLFRfGmm37JX7TZuxF7tZjd2kxmHSyql42m0i57HRjAZpJeNE7FYMalEkB+Tk+iGetwedWknapqfj1jHrVrOZdvHU8R0ePXOO67s7PHH6Imf6ClzIWLk+kOf+xgx3xxtsuE1s+szMWdVMmlSs+o0sRe2U3SZiVnGqqknYNaQcGgoucdKqiIhW2aYkYVfJkzllU8oBWsRlx6RTS12woLDohFhCFK1Vj02vxil+Ll2vfI+Fzzrj1NFM+6gnvGQ9FrIeM7mAh1LUx0g1xUC1QMRhwSeUU8Kb7TbRzqdZ6O9nplpjrb/F/sAwT506wdPXb7E5McVofYDJWpvpcj+1eJRO1Md4IyHXWDZNr1Rcpa2C0qJkImBgIWbhUNbJZtrJbtbO6aqPMxWvvAPfbQV4tBPh3kiKG+0Yl2oBzpU8HC+52RG68LSdhZCeKb+BtlNDn1NcIxQ/vYAzTg39MTeLgxXma1HGs24GYk7ZnkhcqPglmZSELWo5dbaqD+LRKcl6bIzl06y2+jncGWBnQPCDq6yXy6wXMxyulzhSz3G4nGAp6We9lGajlmGtKBwjcXZaRY536hzuyzKR8pD0mCkHPFxsV3ltbYoHsy0em2nz8vYcbx6ek63zs5uzPLXS5Yn5Dlenhjg5Oc7ZiWHODtXZLoaYitgJmZRyPSDuhcI2KEb/Ea2CPreeskNDUpwCZjVZm5aSGEAZFCS1ChKaHiKaHhK6HjKGnh+ZwxXE9L1EDAqCwkanOYhH7Ej1Crx6BX7hYBK6WdVBSdbQC0SORoDmxZDjEQJmLd2AnpvdCofjOg5F1Zwr2ziVs7CfNbOftXKmaOPRQTfPjIe4UvdxrT/Eo4NiPxjg9kCY7YyTpbCA4FnYyLg5mvdyLOdmJWFmPmyRnUPJbZYFLO6/GlnISmm5FANJAZazm1TSxBGyGeiUMqyNtNlZmGKhO0o1lyXissoNQ9LnkDbMSibGSDbGYjbGWiYm5wUXRso8fXSbFy9c5sU7T3NstMOhgJl77RgvrgxzY7jEmMnAiMVOW32QIX0PM04tMx49ZauGgKGXiHgYOtSknOK0VZG0iZZaRVQ8BC1KQiYFfVE3m315DrX76GbjFPxOrGaTlPU6TGq8Vj1Oq5FkwE7AbsSuUT7EyYpTUdOL+HyKttYrWm2pYRZKODUusxarVoFFq8DvMNOXjLLYrLHXaXF8qMWJsQl2BrosDYwwXWkyWihRz2SZ6h9motzPQCbLWCrBYn+c0VKCiEVLSK8gZRJ+cCVdv5bFqJGdjIXjBTcnKn4utCNcaIY5Uw1wrurjSt3D7XaAa00BZvBxtCDeTyfrCQuLMSszISOTAT0dj4Z+t1LqvH+8gn+ihRanXiPiZrldYLmdZX24j4lykkbYRNRlwCZ2jEZBu++VdjmTWknI6WI8F2U16WU55mQj4WA9ZGFZPrF1zDhVzDq1LAecHMrFWQxamAs7mAtZWUvYWQjqWY1aOVQIsCKwMEE7jbCHxWKcR7tV3lwb5fmlYR5fGObJlQnur87w6NI0d1fmuTg3yamxAXYG+9gd7XB5aYnrizNsVpOMhxwUHRochh4pShc7PeFZVfYexKFVknPqpONGGNjFIKrg1jMYd5ET7Z22h6D2oDTlRw2CEineHJW83wi6hvD6ejQ9eA1ikKLALXSvqh65D3yYSiAIDuLfFWYGgb0VazXhFVawl7WwEdGxGtZyumznaNrEbsrEsZyNvZSVUwU7dwZ9PDmR5GIzyrman5sDIW62glyoedkrBlmMOeSJu552cjjnYj1hYyLw0MBfdOmljE/A3YQ5XThsPB67VNYJP6ywu9n1SpIhB2vdARbbNTbGB9kcbXB4vI+t8X5256c4OtPh6FQ/exNDbA70sdcqcnakxaH+GivpILdGy3zq3FHeefoZLi8vs5wMcm+ixrWah/1Shqszs9yb6dK0GGhaDQw6HfTb9QSF51mQSgw9+MUk2aZFrIPCDjM+q0EOqOxCc6xXsdaqcWVhnKuLcxxtN9lrVTnS7VCN+HGY9JiFEcSsJui0ynWlHJQKx5xwgPUe/JFH+aHxRJhPhLVT/L2QTGo1B8kHbKz3ZTjVaXJpfIzLE5OcGRzhVHeak9NzLA6Ns9idYX1hjeW5BS6dPsN8Z4p8IEwn5WF7rMrGxCCNqB+PkJqKrs2hlm3viFvFok/LbsIkB1JnK04u1L2cr/k5UwlwoujnRN7N8ZSVnYSFjYSNrZSV9YRZFvB4yMygx8CQS0vDrpBXjJ9awFOtLAMpP3P1DBtjfRxf6rI1kKCbtFERQy2LStIlxEkmTPBuh53xvoYEnd1YXeLS9Ch7/UU2cmkWYzGmgiEmAxFW8k3OzO1wZmyYtaCL+aCbhZCNGbeWaYeKrkXBhE1By9RD0y10sB6O15O8tDDCq+vjPLuxwP2dNe4f2eLeygI35sZ4Yn2OO8vznJ+ZkafvxdlJ7qzNcWFuQn7ghqNeWn4bFZdJFpkoJsHiFeuVg8oDUlaYdelJWB4WptCsJkyCSnFAnqZe8fOpD+BUHcSl6sEpvtYcwKUV7ZKSmsvMXDLKQjrKdNzLYsLNqUaMuwMxHhvLcLSVpRmP47OaJDVRGCXEib8UEsVrlH+KAj5ZtLAdM3IoYWE3Y+NE3sm5mpe7IwnujWc5WQtwqh7h+lCae908j08U2K9GOVSKsZrxs55ys5NwMB3W0+dWywmoGKwIEbxwTgkDhYCsC0eVVrTVghGl6aUU87E9McRcf47FVpZDY4PsdNvsjPdzcmaAk1MNLq2NcH17meNz05wYqnB7apBL85Os1/KcKHn51Eqb18+f4OndDfYbRY6Ww0w6VNxZHeWJlWn2swGGwi66iSjdWIiCzYJZ2YvdopVzkEQoTD5dkIILn9tBOBInlSjjsrtZHkpxZSbPtckS12Y7XBju49b6NFfnR7m6OM1UKkI3n8RmtSEoK7Lll1r+hy6w/93b/r/TZYTWX6N4hGbYxpPTNT693uGZsTrXBptcm5zj/Ogcm/1D7PQPszo0QXdgim5njsXZTTr9o7RLBZJeN2PFOMvNLEfGqkwVYoRE92BWkLErqThVcgrdcWmY8apZCKhZCWk4FDfKh7VQY+1l7KzHLKzGrKzFLWzFDWyl7aynHXJnPh42MxQw0XYqaVh6yP8sLfRIOcJgwsX2cF3qey8sd9jtJJip5xjNeKh6ddItI9tDtZK4x8N2d4xHtxZ4aXeCl/eXeeLQGleW5ri8tMiF2RmOj89yeuUoN7YPc6KvzKGon2UxOLIrmJXFq6SlO0DeqCNj0lF12xjyW7jQSPH29jwvb87wYO8Qn755lnevHuX5nSUeXZvjybV5nlqf5c7KJDdWJrm/vcyTaxNcX5jgzsoiK4UY86kwi5kQI2ELCYsawZ2SBdzbg7rnACGLhpRdI4HkWbtGnroBbQ8e9SOyYG3Kh7RIIZcTez+HXknVpedqO8PnT67wtWu7fHS4wwdTOT6aqvL5lTG+dGiWT45M8s3jM3zh8AhPj+WZiTnxGzRknUZGPEppxF8KazlVtnKsYGYlYmQxbJRP4JNlL2f7IvL0fWwswRMTKS70hTlVCXBlIMljwxGutSNynyyhBYLpHNAx7DxIWQ58FNKQolY/NKSI6b9Y34kPrihqtVZDJp5gtFbiyNw4S+0aEyk/C2U/W4NieNhkf6bJyYUON/c2uXd0Sxbt2VaGq4IU2RdnvRBiJu7iSNTCk/ODXGkluTZSYSfjZUDdy7GCj2vTNaaLMZb6qsxm4tTdZkknEWijYjxALhWjkC/QbA4Ti0QpZlOMd8cpF4sEfC4akTBjEeFCCnGkWed4s8ajW8tcm+jn+lCY49Ugp5sZjvanmayWcFpNHFT2SsHDw1ig/3+yyP90sAkAQMCs4UJfjC9utvnyqQ3e2Frk2tQoZ6fmOT61yqmZVU5NL7PZnWdqeIaRoS6d5hjNophuB8gEvXRSIWbKPnnAzeSCxOzi4Snsn2oabi19Hj1tt44xAVwIiPusltmwgfmQgbmgjtmgnoWIgfWkjeWEleWohZWQkeWQUe6OBV207dHSciio2xUkTQd//AD+ySFWM+mmGdCzWI1zeLTFqcURLq5N8fy9e1xcqzMQ1JC2KuWOVzh2GrEQu31pTpS97OecXO2kuTNV5tpomXuL49xfGuXuQpcz46McH2hxolpiS7hdnAZGDQfoGJRMhr2MJUI04345cax4bIxGAzwx1eGzJzd4YXOG+0dW+Oztfb56Z4FPHWpxZ3WaO1tr3Nta4eZKl5tLHZ5aH+XB6iSv76zxwbk9Lg0XOFnPc3O0zvlWjkNZL2W7sGo9LGLxJouWSuB5Eg61PIlF2+xSH8CifES+zIqHqBujugevUSWHE08NRPjG0SF+7cICX98f4+dXanx5tco3dkb4zuXDfPveRX71ibt889ZlfuHECh/vdHm9m2YnaaPm0tH2G+S9ZsqnZTtpYiVmYCPnZClhZyPj5GjZw/mBJDen6jw5XeKZyQRX+r3sFHwcyQc5Ww9xox1lr+iRgLnhgJYhl4p+m5KU8aEaTqVTEfR5cbudktgoC1ghfKW95BNR1kc7bI30cenQEnsLXTa6A0ykHEznAqw2Uqw3IuyPVbi6Mcujhxe4NN1muxDkRNrKTlzHetzMZs7LWtTJsYyF04JD7dcxoO+loO+h6zEwGTIy7NMzXQjSjvrRCMunCJ2zWegvZKkVipSKRYYHOwy2BqiXy0x2RxjujJFJ5EkEPCTcRvpCNqZjQZb8ej734DovnT3Ns+vT3Jrokw+Nx1cmeHZnnnPdfmYrOdwmA72C+vgjZI3EQEljwsP3XTixpuJ2Pjo6zfdeuMs/uH2ZZ+cmOD4wzEZnhO3JeU7PHeLkxAKHp9eZ7MzRV6lTSRXJBjwErVYiLg3tiIuFfIgLq0Ms1tMknDqSNhUlr05uIiri5HSppRprxKul69cwGdQxHdQzFzExFTEzETCyGHoIJdxMOlmPmlkVFsqgjtGQgX6XlrpNIQetYcvPYCdsZTz0B52MxE3sd/vZn25zfmWe1566yoWpDN2whpJNiVd7AIdBQyssPngOJn16uk41k04VCz41myEdZwouLtXCnKslOF6MsJ8PcyhoYt6uYMisomrUM5JKsdFfYDpupenWSjhaUK9lMRfizc1R3t+d5bm1ER5dmuDdK0f57deP8uv3J3lnd5AXDi3y+vmjvPf4ST58bIfPnF3krd1x3j06yzs707wwN8CjkxWeXh/mhSNj3B7NcDjrJGPXSmeHiHoUxn2TQS0T+oSW2ytIGaqHcHVxRRCxHMJrGjSpWY9ZebkV4R9sDvPtMyt87+I6v7w3yNc26/za2QV+8NItfvjpl/jH773N9197hu8+fYsP99d4faafNydLPN0OcCJlk63ViNfMdFDDfEjPXEjPUtzKYswo4XTbWXGHDHCs5ONK089TYxGutyLslQIcrvrZqQQ4XrSzmxLwOjU1h1IGlAkRhkt+vz14fC5i8RBGgxqRWKAQDiR1D8mwi5OLU2w2MsznfVzYmOPS9gYn5rvsTw9y8cgmJ1YXmC0nWC7H2epLsVkNsV2L0QpaGY87OZQ0ciioYdmrYsrSy7CplyFjLxV9D3WTij5BgxQrHeGhFrA54ZvuEda8A1iMWjLhAIOVInPdLqMjYww1mgyVMwzWisxOzDM9Oc3IaJdkOErSaaLiEMM/K5txH/u5AGdLfi63YtyayPP0WpXXt+vcGhLdiZ9HFxqc69aYaDbwu4QnWyUtp1Lj3PPw+uTTqzjTzvErL9zjN95/jffOb3F1sMyxsVGOrxziyt4u1zePcGRyiZXRCfrLVTLRCOlggEwoiM9mJu3WMVHxsCEYX3NNpuo5giYVEVMvWZsoXA1DAT1DQTNNv0HSQTteEx3PwzSMblDPUsIi2+WNlI2NxMNWetZvpOvWMOARCj8FRWsvKbOCqPkgbvPPMIUeF7a1QojxrJ1DgznubI5yZmGY82tNTowXWRZkPb9JrlDcehUlpyAcaiTcuy6ePlYNFZuOul3HiF3NokvJmqOXTZeOJZeKIcNBGgYFJbOasklB2aRkwKmhKe6iYleq6SFs0nGsL8mn5so8WGjy2MIQ57otXjixzHdfP8YPPnOIX7zR4o2dBu9fWOFrT53k269c41uvXOeTBzf5+InLfHBll5cPT/P4fD+PLo3wzESZa3UP+3kHM36DXJMI+oGY0hrFYMemxWtTyV+SAM6JtZNgWonJe8Sikt3FB904X10u8it7ffzuhTH+8eOr/MFjm/yfdzf4rbt7/OGrT/IbLz7Br7/wJP/Hy4/xj166y5ePzfDm0iDPdas8O5rjZiXAVtJBwa6k36WhG9AxHTIwLVCtcSubGTe75SCHiz4Ol/0cF9PKmlu6Vs7WfBzr97PfF2AnbWQzqGTC3UvV2iNN/wJXK7KBRDqF1+eQ90wB+xNUCYHdFbTEhWqCK/MDnJwYZK0cY6ns59Bgkq1GgGPtMFcWmxweKTOWdDGRcjOVcrNSCjMZdxM0CuPEQfLWXsZsB5l39jLj19F16BhwmamIe5q2l7DyEdQSKSRiQx4ODsXsQVBTvDIryUk+5KKVi7E8NUK7r0ajXmNleY1mX51kyEs2GiSXiMrUwZGEh+m4mzmPgXmrgnVHLyu2g+z4lFzMWTmd0nMqa2A/a5AQgxODSXb7k6wPlFkarJEPezFoFXKwJX4XWbeROzNVPnnuAl9/5S4fX93hWneQnf4Ge5OT7I/PslRt0EkkSTqsBEVggS9EPBQjYLcRdjuohYystCIsi+tEKy7luwKT5NL3yHVS3CpwSAdpuRWM+DSMCPNGyMCQ8DMHdXQCWrphHXMRvdRJr8XNLArvs1dPw6khZ1OQtqvJuXVE7Vp85l5spp9BibXQjjOUsDEsaAgxE/uDIY4Ohzk2lOHYcJbNiofppIOy14DfqKLiEvtUFf1ODTWnnorbQtUrQGh2+rwW2i4dwzYFbf0ByuoDZDQK0joFOSE3Ux8goeslI3ymRg0hvZK4zUjKZebKYJbXVwe4PdPiXKfGiaEqT2yO8WuvnuGHH5zhD1/f4TtPbvHxrRN8dPcqn7t2ljfP7fH2tbO8fm6DN8+t89bZFW6LgU8zzbXRogyRnvXpGPQoZHyJSkxojUosZjV+h56guANbVZJW4RHUDIEFtWjZLnh5ZyrFF+dSfG09xW9dGuZPXzvPv/rcY/yTl07yndNdvr7X5ZtXjvLLT93hG7fP88nFXb5yfouPtzu8NpHi1dkaT4ykOV/ycSbjki1cv88oKRtC6yreOBH1OS3uQDEbKwkHK2kXhwpejpdcHM9bOZ63sV/1sFl0MBtQ0bUfYMB+kIxZCEYE4Fw4yRR4PBbsduEgU2CzG6Q9VPx92K5jQeBrQmY26xnmiimGQ3YGbGoG3XoWUhY2cnbmcj4m0kHmi0mmk4LEoSZkfIgEEmo8r8OCS6eSevAxl57JiEWSKiuC2ijkhOpH0EiixMOWtefgQ7Cf6AY8LhtBt52o30UyFpGyzlwqy/jQMNsrM0xNjNNqjdGst6nncsTcNgoOLR2/lfmwi7mQjeWYg1m3hinzQaatBxi3HWTR2cNGUMtaVM9SxMh6Mcipbo1LC0NMVZIkA06cFi1hj4nJUpxL7SxvrrT5+WNjfGarw91uh0sDTc4PdTja32C9WqDuDRB3OsknUlTKTdLpCtFwjLQ/QM0rPMkKxjJ2aW8MWBWSnebW9UoBT9wiNPE6ag6dbIMH3Go6HvHSMujR0vHpGPbrGfPpGPOoGXWpGLQraNiEvr6HtF1B2qEm6tBgFTxrrYjL/RncSFMFB8MJM3PVCAu1KEsFJ6tpIxtFC4drTtYFPjVukj1+QK9AmLtH/BaGA3Y6IQ+deISRVIzRmI8BIScUwn5DLzntQdJqBWm9hoxZT9Fqomg1UPK4KLrMJAUITCuS5nRy6X6zU+C1rVkeW5/nsVWxMhrlzQsr/O6Hj/Ebb1/nvQsb3Fvscn1phsf2dnns6A539va5t3+U6wtjXBcB0e0UZxthjjULPL/W5XDKzGjAwGzYJB1TvWKHa9HhF1Nqhxav4BOZFQRtGvxWNR6riqrHyPWqn8+Mhfj5lRDfPpHj9+9O8MMHW/z+/X1+49Yu7y00eG0syUfbg3zxxBwfbE/y5vIo72xN89p8P69N1Xhrpo+Xpwpcb4S4KAiLYQMNj4aBgJ7hgIGWSy01rwM+LSN+AzNxO+MhEzNRM8tJCwtRMdzQshTRMxMzMiTSFUTKg/FhvIgYKoopu8DmOq0qif5x2I24XUZ8bishv52MRy9Z0PMpL8u1PFPpIIN+M31+C62oRw5eqk4tnWSIzZEBtlo5pjIe8i6jZH+JVVg24ibut2M1qaXRxaY7KDunmK5Xdi16dY+MEhUfNjEsFNcUcfqqFD24HRY5rAoFw4RDYSLBMNlUnP5GmYH2ABPjc4yNTNNuNKVnVwSkBST1Qqir9LR9BvnwWYg75ck/4dYw6lIzLorCoWTco2HSo2LSq5Lt6dmhGLfXBpjtz9CXDkmRkSC2TGT9LKb93Ghn+GizxQebHT7YnuHLd87y2etnuD43yX5fkW4mTT1XlBrqWr5KJVshFUkQNikp+wxUvBrqHh1R4ct26BDy4bRVS8WpZ9hrYTZgYyVkZTNmZyVkYdyro+kUVx41NaeKmlNNn1tHw6GmIvBJxh6yxh5ixh4iVuEbF/t6wWMT6rOHlNgfn2L9xB54KGFhouhlc7ghp5BHmj6WU1q28kY2ciaWslbm8y4GQzqCeqF4MTKdCrCU9jIddzJXiLFQKzCbjzEasdPn0FI2qyhZtNQdNoYiIUYSYcZifloeIzWHgZJDS9KkJqxXEDYoqXisUrTxwcVTvHJijwfbMzw4Ms7nb23wjQfneOvcMZ7ZPcz1+Ukuzy9ulw90AAAgAElEQVRwc3OLmxsrnJ+bYldomVtFpuMOpgsxjjWTktx4rZNkJWRgM2Vj1KuRvxhB6HfYNPhceoIOHQGHHp9VI98InzSK6xmNOrhXD/DGSJBfWI/yraM5vnWywS+dHuWbp6b4/MYATw8keLEb58O1DF87PcQvXVvkSyeX+MLpOb54boV3t4d5ZbrEHcH3bfg5V3SxEDAgikXslNOWHkrWXup2JXUR8+nRMBIwyCd1y62VAduLYTUznl5GvUqGfWpqll6i2gPSvimmzDa9gpDLQEZIJsNGciEHM+0cCwNZticHmG/m6MScsmNqezVs1BKs1ovM5uOs1bPMZHxUnFoqfgdz1Ryz2aBUrYlZhzjZ1apeLCaNZB67bSYJcgi6TRLy4DQK+NtD0YpZp5B0CjE0E3toWcQC0aRVkYoGGOhvMDw8ydLqPtVaWxIywkE/oWBIpmiIe2s85CcVDRFwWeS/JzjfYvDkEms4fQ9Z3QGKuoO07SLCRs1MwknboWU8aGHA2itf/dYeJgNK5hJGxhJWhtI+KfmtRj2MF5MMxPwcKYV5TsS3LtT5+NQy37p/mQ+v7nF/pcOxWo4Z4X1Olajka/JVyhQJ2R2Igyvt1ZG2KSWAMKTrpeM3sxrzcDof5nY9ydPtPM8NFHl+sMCLwwUeNOM8WvJxOmZlKWRh0GuUA1XBPROrS6HeCwsWmqmXkLHnRwqxHmz6A9IwISfoPT9Rrj85hR7LeViohjk6XuLMbJntupXphJZpAQ9P6Vku2Nis+piIGUhZlDIdfaUe50gjwqFyiJ1mio1qSO6xRNtQMounSi8pYcMz99L2miXVf8glnjo9Ms5DUAviJi15r4OCz8JQwsuLa+O8f+Eonzl3jBd2F3n20BBvHpvihe1pHmyv8cLWIo9P9XN7tMbVkQpbWT+TYZeM5Cy7dNQCNtZGyqzWYwxHPWznnEx61bRsvcT1B/DYzQSCLnw+Ey6rkBeKO6KagKAKWlT4LCribhGX4uR21cHb424+Xgny2aUkb82VeGO6yCuTed5cbPHmbIUXhsO8PB7hva0CXzrRx3sbdb54bIhPzgzxlZMt3p6J8XjDw4W8h5M5B8shFdMBIwGDEOIfIGESPGmlLOp+t4ZBcTq71XKNMOzR0vWoGbD3SIxOznyQoFastwTMXEHGo+NkN87nrk3zjUcX+eaT63xyd4U/eOcK33thl1966hRfvXOYt07McageI2fTIE76Qa+airlH7hjFhHQsYqKbCTCW9MvZhjAKiMGTIItKjJLdiNdqwOe0ylNYwAttIkbE1Csh/uJrAX4Q90yR8/M/C1hQXkTMazISYHyozeriGv31JgGPk0w6x+jIHBPj8zQqdYb6msx2J2jV6xKS7nHaJUNZRugIA70QeIj9vKpXpkKUTL2Sall1aBmK2CmZhfy1h6rpoHzIlcwHKNt6KAmIvc/IUC7IeLVAO5NirZzhan+CTy01eP/UPO+c2eD++jh3x0ucqmWZzxdo5PK0+tq0+oaoZEqEHDa8ouCEflorug8l0y4Ve3EbF2sJHh+r8f7GLJ+c3ePnT+zx1sIkr0y1eHGszrOtPDdyPk5ErSx6xZxIRVz47HU9Mm5HPMwDeiFwOYhDfwDR3YjWWUSmyvykgz9DAXeiGmYyVpaLJlYKBuaSWkbCajpBDcMBtfx6JKig7e0lZxEeTROLIuhqrsHV1WGeOLbItc1RttpJOhGrzKiJ6RVE9QqpUsmZFQy4dXLoVRDTSpOGnN1I2Sv000HqITtDUSfPzPbz3rFVPnt+n7fOH+Lda9vcX5+SFsJT/RluTjV5bKbJzZECu3kfM1EnTb9VtnvFgFUqqkbjJppuDXP5EEdyLvrsSvz6Axh1BwkGHORSQbKZGImIB7fDiEnXi1NMEl164k4dOb+VuZSHO3UXr496eGPUy9PtMBcbKa43M7w4XuadhQKvTYR4ZsDNrYaHR9teXhx38uqMn7cWw7y76OODJTfvTNl5adTLiYSevYSVIzE9q0EjJbtWAt09+h4iRjEgUtDvVDHkVjHiEbptDaM+HfMxEys5F1NpOym7WgagiRVY2KbimaU037o+xO+9vMW/+Pgyf/nN5/jTLz3O7336Jl88Ncy3nr7Ab77zJL/84Bhv7g8zmfGSMGvJiJbPpJHy0LKph7ZVBL8JFpUZgTrViLZc+bCFs5uVeCx6kqGQ9Dinon5sVg16fa9kRBWyMclL0+l6H6ZdCDCcwPT2CFpoL3YB64v6GW83GW72US/XGWoOMzM5x+H1NfYPrbK5MMv24gzbS1MszU7QGRojmUhhNGr/V4aRaONVvQcQVwaHRgSY9SAMK0KbHhVRL1rx6iWoegS/qgevoG6KSbgAvjv0TJbjjBQyjOWSnBnt4/HpPm4NZ7g3VeHmeI3zAxkpxlnJxGlGYpTTGRqFEp1anWIsQthuwqJRYNEIzpiKjYiN0xkHD4YLvL4wzC+c3eEb967zi088yscXr/Dc4gL3Jgd5stvPM50yVzIe9iMm1oRX2KKUPvKIWSnluHbtw6hUu1rgiXukhl8IcURAgkIpkkJ/hgJuBjQSLzoR1zEaVDES1DAUVDPgV1F39FJ3KxgMaWiINi7m49DqPO+++Ry/+70v8yc//C7/+l/9AX/6w+/ynV/8DC8/dpLN8TKVkJWMYAx7LTQCFqpOsRsz0O/WMRCwMp7yMRzz0B+yUPdZGIw4uTmU4FOrHd4+tsJr+wt85tZJXj67LQUbu40M27kQ21m/vM8O+PTyHtcXdjOQ8NGK2BmP2JgMGuQQYaXolesWv+4AFk0PghwY9hopxcLMjM8z3Z2gWkjhcRgwaQ/KOIygRUHaY5Kt5dW6V9r57vZ5uVwOsFeIcLWd5OWpFC8Pe3my4eB2zcGZnJWzOSNXC3puVA3c67fwaM3A7YqGxxsGrlfMHIrp2YybWfNrmA/qaHuM2IVFTijDRE6TdE/1UrGpGA1Z2SiHuTVV5oMzM/zS0yf4wtV51qoezDoBtz/AYMzE+0dKfO+JCX745hZ/8dXH+KvvvM6/++Xn+ZPP3+TDM5N88dw8f/ALn+E333qCj+8c4dRInpjFQMSkkIb5hFGNX55sB3H9yMet/NGO3CAse1Y9IZdZUlhE7m8j8ZBqIVIORIpBPOpldqIjscIyZ0jTg+CpCRibeIkgL6fDTD4ZZrheYmJwiOF2k8WpcbZX19hdW2dtdpKJoTZF4VbymhloFOgOd4lH4xJr7LLpZBSKYHY/BM71oOwRkTQiQUMpudoi6UJon42SkPEIGumkOii7CPGwi9oNzFcSjGbjdLNRTo9UuTPTx4VOjvPDeY71JzjeF+H0UIHVeolGLEpNUEvSGSb6yjRSIYJWo4zBiRl6WI84OJvx8kIrxse783xy/QJfvXubn799gw+vX+VTx49zbW6CY+0KF/viXK0G2YuYWBaUDreKCYeCMaeSttCHu80EzQap3xbrS7H6E1xqoV03mgTaWS1hjj/1DiwgYmNJMyNRNQM+BYN+Ne2ghgG/kqpdpPopqPj0DJcyXL92g9/5/rf56//wj/jPf/1D/vPf/ID/8v/+MX//N/+Uv/4Pv8+/+eff5de/9il2p3MSjVLymhlKeal79VTsWqoClWpTULYpqYthl0NH2a2nGXZyeSDOs5N5XlxqSgPDR8/e4lc+fJEvv3mfB2e2ONyfkWgacc9dbpU5NNJga6DMSjXDTCbMYsIllS4Vh4bJqEnavBxGHWGXh7BTuHDM5DxGBqoNFmYXqRUzpMIueQKbhAVQnCzClB20sl/wSrvfmbybU1kv58p+bvZ5eazfzrW8gZNCv1wMsJ/zsJN0sBkxcjhuYiemZyeq4XBExZGIho2gjo24ja24hcWggVm/Vr55Aowg0DdCvyvum0IwUgk42Rxqcf/wAj93dplfvn+c779/j2/f3+TuRJSoVSPTKVpBNa8uhfnt+5P8y48u8++++hR//ds/x3/49ff4t998lt96eZ+31wt89+1H+fX3XuZLz9zkynSfJEZW4wF53+0k/RLCLjzEUqUmpKaSDf6IPPlEQLpIQCj7jOTdOrI+Bx67iB9RYbebcbltRAN2nDa9BKDbHDoMBrUsHBEEYLOZEAC9dCzASKPE7Ng4890Jjm2tcezwYWbHxug06nLqHPd7iAXcTI+0WegOUUzFsdrMGPRKNCKJ8Effm2CWawXjSxBgLCJtwSZjT0wGpURBqbW90rkkHnLiGiAKOOQwM1vJMFdOMV2KM1dKsF1PsttMcqgvwUIuwGbJx8nxKmuDdWrxMPVCmnI6TTkVJeFxyIe/T3+QWY+Bixkn98oBPpjt51fvneaXnn+ady/f4Im9fe6sLnO8O8KuLN6EHFwejZnZ9Ko5FNCxFzWzE7WwFTSy5NOzETYyEvXIK4pWrANl8SowmxS4HGoyIUFGMf94/f7kHbgd1tMJa2j5emmKGMqQVmb0DIeFxFEhkTBzw4O88MIL/OCPf4e/++s/5L/9p3/G//j7f8V/+X/+gL//q+/zd//3H/E3//77/OW/+Db//I++whv3VmhFRAreQ0dF2aWRsK+0SUlMXNz1CpIWLUWvVdIsCh4zhytBLjdDXB+IcVOI5k+s8vGDS3z1nSf55NNP8qmLm1ydb3NpboCbaxNcmOmw28pJid9Swid3vf0uBXW3jqpDjcegJpeuMTO5Tn+xSD7oIR/0EvE76KuUKSTCpEIeogGPXHU4rVpsojWzqpiLCi+rncMJKzspYedzczxjYTdp4kjSytFyjCOlOEsxJ9NBs8wqEhGcs34dayGdFIBsxm2sRk3SWjYb0jHlVTPrVTPkFVGcRtluig+lAOKPFcLsjDY5uzjD5dlRXt/t8p1nd/nHn7vNb716jNc3K5S9egm4j1oU3Ok4+d5j4/zTz13i//rl1/ir732Wv/zV9/iLX3uHf/bzj/POzgDvnp7kiw+e4IPnnufy8ixP7Cxy+8g2z589x7OHZ2ScSdJrlKD63oM/miDLdHvBQ34YCRN3qmiErUS9FjmBNpt0OO0mjCbBTFOjE5lPEmskwsBENpZSFngmHScWCZIMumlmY0y0a8x02uytLXJh9xCrE6MsT44xUC2REHCBaJByIkY6KJL+VPIOKFhfD3lfQk0mMMUmIn6njPYsxMMM1GtUS1UpwRSxJgGvDbfLJiF+otAFOSPssjJWyjCTDTGV8dFKR2nIzYmLpWaKlWaGjb4Y2yNlRssZCrEgxXScQipBOuQhKIZqBgVNp4GTOQ/PDad5f7HOF3eX+P47d/jBr36dLz75gDuri9zqNtirp1hNe9lNOdiIOTgStnA27eBGNcLteowrRT+nhIHBq2fRreVw3sV0s4jb7UBv0GAx9eJyKBmImzk9kuXiWPKnF3BfUMNgUEOfR0HVo6bq18g2rR3UUgvbWF+c5wtf+JA///M/4u//5k/4r3/7Q/7b3/0T/vvf/ZD//Fe/zd/+u1/jb/7yd/jrv/gd/uKffpM//f0v8e0v3GFjKErcqiQsECiWh7armEm4gFTErVqZ7J61C5qHWmJX+4Im1pJWDmftHC/7ONuIc7Y/weXRMg8EHnZ/lhuTVU70Jdktx6VBf9hvpuM1M+LVU7UpSJhVMjW+5jXTSIbZmltl5/BpNteOkAg5JAA8L6B4HisBh9gR2iikU+TTKYkT8tk1xISixieW7RZWYhZWIkJ0bmE1bmcx6WYz62WvHGK36Gcz42QhYWc8KDhGRmbEvjVpZTfrYiNhZiaooetVM+xVM+ZVM+FVMeA1SjSqsP4F3FZ2pho8daTL+ZkhTk6Ncmd9jg+vHuJ3X73Mn37pPt9//RjvHW0wmbLJiBkxnT1SNPPVSy3++P1T/PlXn+Avf/U1/vXXX+aff+V5/uUn9/jugz1ePjzKk8d3uX/jcc6trfDG9Yu8+uh9Xrpzj7fOHeIzJzpcmc/LYOqHp5sCp0NHPGylL+tipj/I9niKw2NJhop+4j4TiaCdei6JwCzZRbicSSPbbQEu9LosOJ1mGQKQTkYJ+Z1yci1cREm3hXoixkglRycfoRy0UImIOFKDlLUatL0/QtUIN9FDKJ+4++pFTInIlhIrFq+NWMBBMuCgP5ukmU8y1+1Qy+eJem3UM1GGW31MdWcJ+n2SnJGPBlgQJ3u7zWg6QiMVIxcOkHDbyPmMDKddjBUCdIoR+d9nYn6y8RDpiFdC+r3ikHEbOZwN8tRUUYIkvvvUGX7ztWf4k2+8wb/5Z7/HN1/7NJ9amuJ6PcXRbJD1kJXDfj2nkzYe7Yvy6mSNt2favDpW50Erw+2ci5NhA0cieu4fGePdl27QGZ3BLoLWLEo6CTPPTIV5fyvPp7f7fnoBZ8V02KOi7FSQcyio+vW040Yq4qifnebLX/2Yv/y3f8Tf/6c/47+Lk/fv/oT/8Xc/5L/97Z/wX0Ub/R//kL//j3/E3/773+ev/uy7/NkPvsEffPezvHJnm2bSJn3EYaOSoPDVioGRWU3IpMKnf8gSssj+/6BkOwlp5VRQz3LUxFrEzErUIqFzQuSwX45xvi/N4byfEZ+efpcOKVXzGmn5zIymvKz15bi52Obe2igvnVzm3SvHePnGKW6dOcVgOSlDmeuVfkr5gsyyEU/YlIgjjQu5nJawy0jCa6Dm0UqqvjBpz4TNrCeczCU9zCbc7BZcnCza2E0Z2YgZmI9ZWIy7WM54WUu5WU07mIuYGfOoGHYrGXQqGXIoGRaDKoeSsk1N0KySwWz7yx0+ekrc9dfYG2lyerzF567t8Juv3eQHX3iBP/7SC/zmgx0+3K9wuuHBa1TQo+xh0Kfk3b0Cv/epRf70s8f4s6/c5c+/+jR/9uWn+LMvP8YP3zvFV588xhNHj3DzzFV2pyZ47fp13nj6BR47c4FPXz3O56+v8t7/x9h7RkWdZu27LTkXGYpQUOScJUcBAUFAJQqo5BxEQUHMARUUIyrBhDnn0Io5J8zZ7rbtNNMz0zPznjlfr7OeH845/3W+9PuhFkuappddtX97P/u57+uuHEdJnCsBLmZMinWhrTicjS3JHFo+iRtbZvBkbz3X+koYbE9jZo4/RXGuFIwbK3VBIYgRQglrcz3sbI3wdLLC3s4KE2MZdnaWeDjZ4+9kK/nGFUYaiBwoIZYxFEB0oR4T+VPa4rpK6NOF8UJcQY2C1YX1T5wHxbHGykhTelmb6iL4bQL5M9ZVQYirLZG+rnjbWyJCBcIDXMidlEz73A483d2xkxvh42jNpPHR5KZnEuXtTkKAB+HuzngoFCjl5rgpzHFXmEqxK842pjjamEp8OHeFOd4iHM1Ik2RnSzpS/Ble38Lz04N8vHOML68f8OX9Yz68vs/F/btZOmkixa5W5NgZka80otZbwbxoH9akR7I9P5Vd+ekMFWawMT2OxaEuzPI0Y7a3IYPteZzYuZKmmXNxdLDDW2HAgkQH9uV7sKfAi6HCsX9ewCZCwyoWOKZa+Mh18LPWws9al1B/bzZs7eW77+7wj9/f8H/96xP/+ecb/vPH1yL+x2v+r3+85V9/HeGfv43wx68j/PXzbX76dJ0Pz89y8/R6ihKcUYhtpvBwCsePjipi4yYI9jrq30joFmG6F/5ZYTgQiBRBIogTl/PWuqQq9JloLyPN3phUpQnp9sZMtDci1sZA6mSJ9uYUBnswMyWU9aUZnJhXzrWVDdxcM5M7a+u401XD/Y1V7J2bw4LCRCb4KQnw9CU5JRsfL/fREVpuhKMEqtfHXpAjrGR4CcGAcJPYGpChNJZcQEJMkOduRl2AGdW+hhQ6y5ikNCTNxYI8T2sKvK1ItdcjxkaXWCst4sVW2UyNKDN1adsbaKiKn6E6IoFQcMWSogLYu7SMs+vn0d1YSmlCBJ3TkrjcXc/ToS5eHFzP06FVDK+oYKg0mKYwC8nwLs7NAkUzJ8aC0y1hPOqZzLvddXx/fBmfTq7l3aHlvN4xm+GVBezpqKGpII8Z6Rksa2hiSXMrraWV9LY0sXdhDQP1E+nMj2Dx1ECOL0vh3ZEKPp+u5YfTNXy52MwvN1bw+cIiHg1O4+yKZLZUBdEQb4e3tTbGYoNqIMgW2rg4yQnyUBAa6I2biwvenk5EBgUR6e2Jn50VArkkcnz1tUYLVtwhC+CBEH+Iv89/z7kS3lVl9Hsip0ogikWyhLgpEIhjpa0VSms5zrYW+DraEuCmxNFSTANquCmNifS3IztzPJ4uDijlMlxtzPBztiXa34NYTyeS3GwY52SNj8JKkkfaW1mitLbE3tIIpbkBrtbGuFoa42Fjgou5kQSTn5MVzZm1zXx5+S1/+XGEv/36mr//5QO//fiWj2/uc3v4FBvbmij2tmeag4ymQHtWCVFPXhqD+ansKc/nYM0MDpRPpTNtHO2hrnT4mdLqpc+W8ihObF3A+u4ewny8qIywYWeRL0fLAzlSMpaDBf5/XsDizk48CUVqnqOZNk5mGlLeambOVB4/u8lff33Bv//1mf/8+3v+73+94z//fC+df//zr+/5zz8/SUusf/7+EvH664+3+fL+PG8e7uHe2W5ac32xNRQQ7NFrAD1RuOKNk3jGIotGnHMETXE0qEzoV8XP+5lpSNdO8VY6JNvqk6E0YqK9oUTcEDjV8fZGZPraM3NCBDubC7mwtILbqxt5sKaZO11N3Opp5npXHXfX1vJ8az1PN1XxYF0jO2tTyYwIIiE+jcjwCLxdlShM9STiiKCOKMz1cLQxxNlCV0q6H68wYLJS8H1NmOJoRL6zjEovGcVuuuQp9UkTbhNR6EojxtvoEWopmNFaRFloEGemQry5ClEmKvgbqOBjqIarrsgkUsHSRI+i8cEcXlrJ6fWL6KotoD0rmtNLCnk0OJ8X+9fx5vAGXuxbzZ3NTZyYM4GV6R54ykdh5ILaWOShx8G6EEY25PL9oUZ+ubiKny9t5d2hhXzYP5fba6dydW0z3TV5VGRlsLi6mjnFJVRmprGiYjq7OqoZnDmF9TPGsSrbg+0V7tzZMIE3Qzm825fLu/1TeXukkpd7Kzm/eBw7KjzoL/ekO8uJoiBLAuTaOItji5U+Pm7WhPk6MSFmLBPiYkiMCiU5IoQYfy88rEyxNdKS4kdEYqNgKov3W03YHUXxfs3mGk1IEJD1Uda1BOkT0SW6KtKYbW6oKXVVBxEkbm9NgCBLKmywNdPGy91ZykGyFmwtGxmuChNszUWiiJE0LXg6WOOvtCJSaSbdVojoVDcrc9xtrXBWKCQWtL2gXFoZ4iE3kPQAcn11ZsS7cflgN989u8ivnx/w+5cn/PWnZ/z24xN++HCfV0+vcPvSQfZ0tbEgOYhlsd70ZicyMH0SO6ZPYaA4l02FU9g5Ywo78yfQmRjEwmhP5oU7MNvPmpWZfhxY3Uzfhi2UxgaxOceLw9VBnJkdzvHKEI6V/y9GaGGKFtlIgqckWM7G+pq4ujrRvmwVP/zwiH/8/on/+dcX/ueP9/zPH+/4zx8f+M8/P0rF++/fn/H3Lzf5y+dr/PLpEj+8Osb7hzt4eLaTs3011Kc5YS0TSQHijROIm9Gnq9gSjrpFRjeG4rwj0iFMjfRQmguYtyb+5qM0C4ErCTFVk0QNcTb6JDnLmR7hxZqSNE4uLOHu+kaebmpmZF0Tj9bWc39dA/c3t3Jv0xxu99TyYEM9D9c3cG99K3dXVbGxPI3EiODRcGY3N5xsLLE21pGEHPZyAxwVxjjIRRfWI1yuxQRbbXJcDJniaEiWUo8CJ10m22qQZqVJqo0W8RYaJFjrjY7Kci2p40aZajDOTEV6RRir4q43Bld9Ney0xF3fGMTmdEqoJ0PzKtizoJru4gT6aydwu2cGL/cs4dnu5Tzb2c7LPQsY2VbP1dW57CoLIdbRQML12hmqkeGgzcA0bx5vzOLzsZn8enEZv3y7jk/H5vHpaDsj2yp52r+Iq70LaM0bz/zSYloLppIXH01VejwbqzLpr5vEqpyx1EfYUDtWn21FCs7N9WJ4YQBXFgdyrt2b3ZWOrEgzY16cGUtSrFif48CGwkBqxzkRZSt2GRoEu1kQKdC8gc4UpMYyLW2cdP8apDSR7jvFyCw+A+JzJpjK4qEtFa64IlIXnuXRz4PoxOKzIS2vBHdZJB7oqUspfWaG2hIHS8S92gi2l6PoosbYmWmREBOGra0tJjI1SQ6rMNNEIXYcUn6SMfYiXtTRBn8nK8bamTJWYYaHwko6D7vbK6SubmdhhNJMD2dzPSmYzlZHnfWNqTy7fVAq3t9+fsZv3z/iy8dbfPf6Kq9HzvPg6hHO71vD/tVNbKvOYldxNkPlU9lelk9/xXTWFxexsSCHwfx0NqdFsTrWk+6JQSyfEsWC5ADWzEhk/5r5DG3ayuK0SLYXenGwzJcLbVEcrQzgQlvcn3dgoaIRI42ahnDqaOLk7knt7CYuDp/nt19f8cc/fuDff3zi339/w7//8Y7/+cdb/vn7U/7+6x1++3iKH5/u4cPDAd7c2cbz61t4dL6bM72VbG1JIGusKaZ6/33zvhbvf+V2wuqlJopaFU1tFSyM9YhwtWKitxkprkbEOMkIttHFT1D6hevJREO6JxVpCltrJ3F5RSkP19fzbGsLL7fM4smaUh6treDhxiYebW3h8cACbqwu525XNReXVjLcKbpyM+fn5zJrSiLB/t74uDnjpJCjlJtIUZFCmigyjx3EwsvGmEBLYTrQIt1Bj0x7PTIUOmQqtEi10iBJLjS5mkSbqhFtpkmQiRohppqEm6gRZqxGrCBimqhIwDwXnTEoxP2lgMdpjkHE1VSnhDM0azoDjTlsq4zn/JIcRvrKeLevg+eDrTztq+HlUCvP+uu401PAvsqxFPqbSu4pcemfYK1BW5Qpw4tjeb+vjs9nl/PT8GZ+vLiW708t5c1QG+/2ruDN0TXsbM2iNCmG0tRkUqMiyYsPZkVeBN154bTF21MYYE2C0oBSP02WJzG/YQkAACAASURBVOqyJlnG2jQjliTq0BKmy7x4U9bkuNNfGcb+WZGcWTKRbTVxTA2wJMJOlzBHYwKUpoR72JM81pWJY93wF1lOhhrItMX1jnjvvyq1vnZcqVC/FrSk4pJymv8bjj56xaamMSorFIo5oe+2tjDBwtgAuUjMNNTCxGA0PN3RajSIT9zpi3FaIJWsjDVxsjLCRZgo7CwJ91QS6+tChJsNgfbmeChFLI8tjtYWUtCZUm4qTWMiEkc0MSdRwNVxvLg+xC/f3eLXH5/z03cP+PDyKs8enOL+lT1cOdrLmZ3LOd23nBNL57CvpoStFdPpqShlZfEMVuRmsyZzPMuSo5kd7kdLkJJlSZ7S//d1VSkMLm3gxO4t7N08yMKUMHqzndid78yZOeEcLPXl2rL4Py9gXREVIfjNAiFj60B9SzuXrh7n48fH/O1v7/nnPz7y779/4N//+MS///GRP35/zt9+vcdv333Lp0eDvBhexcjFTh6cW8mNI4s4099A39wk5ud5EGanLWFdxOg0+iaKN+jr01fc1UmdXwN9mRbBrrbUJbjRkuhEc5K79KqOd6EgTEGatyUTPK2piPVjS0Ual5fP4NHaKl5snsmb/rm87G3k0ZpSHq4t5eGGeh71NnN3bRU3lhZJo/PBtjLOLGvkxJI6ri6ZzrbKVBL9nCQtsaVMUzI4yI10kBsJU7whTo5y3Bws8bSREWCuSaSlBuPkGsTLNUmy1iRJrk6cmRoRoliNRiNX/MXoL1MjRCirjFWl0TnCaAy+eio4aKtgKY4R4qWrwTg/R/pm5rOrKZ+eqSHsrI7i+rJMXmwt4u2uZp73zeZpXx2vh+bwfLCO22sKOFAdScc4BW4WmhjoqEvZQtM9ddlZ7M6TzQV8d3wef7u5ld9v9vLlzAq+P7qEjweX8uloJ8NrSigf50NWZCjpsdHkRHmzJMOTRSmOzElwZHKgPZ7WhkTaaJPjrEGxqyozXNSY5qJOS7QJ28o9ODxnHLd7y7m3rYzr63PYNzuW1iQXGhKcSHI3JNDBlFAPJf62xlLqoaOhhpTTJC2pxMgsdh1SIYviHM2/lf789Z9JIevqXzv012IXBSwKXyCChMnBXnieFbZYGsswE0mB+uqSEEekBOqJl4j41FaV5IhmMnVcrIzwtpPjJcZnVysSPKyJc7EgUGGMu8ICpZU5CguR+StDYW6EtYmBBL8T+CFXPVXmJjhy/+RKPo6c4Ie3N/j05gavHn/Lvct7uHZ0HVdF7vVAJ9f6VnNp1RL2NNSwrrKMzvJS5k2dStuE8bTHBFIW6EZZoCuzQ1yZH+tKV24I2+ZM5UBvJ5dPHmb7pr0S1bN7gi0DWUqONQWxp9CHi3ND/7yAjY1Gc4BlxsZkT6/m5LmjPB8Z5qefXvL339/zx9/e88dfX/PP31/xx++v+NtvT/nLj7f5/PoUr+7082R4I48ub+L+hY0MH1zM3tUFrCjxpXKcCOJSly7jxXgu3khBhzA1kmFlaoKlsb50DSEEAHZyY0oTfFlTFElveTz9dan01ySxpSqedSUxdOaH05kfw476SVxeVsyDnmqerq/l1ZaZvOmbxYvN1TzuKefxunJGNtVzr6eGa4tyuLm0QBqpTyys4PjCCg7OL+PK8hqGaiZQHukk6U8FUVJXqHm0VSSQtsLaGGcHS5zsRK6sPi6mmhIdQcgyw83UiTJTI9pUlQgTFUKMVAg2VCPAQBV/4XU2EGhaVQINVQg1GkOA0Dxrj0GuKYK1hWdWFdEtFhaEcbazgoPtU1mX7cNgaRCX56fwaE0eTzeV8WhDHU8HZvP2wFKe9ddzdWk6u6b7syjWmiArTcz0NXGx0Gayky6LxplzfXkSL7aX8OOpRfztzgC/DW/l8+lOPuxfzLu9C3k80EDX9DByQ3woGhdJQbgLXbm+9FWNY7Apg57mfFbMnMqKsjiak12Z7KpPqo0a5T669OQoOTjLnzOLUnmyu4Fn+5q51jOZreU+LM1wZVtlGB1ZHkz0syDKwwYvC22JUqEw0pLQukLTLJ15xegsFeboiDw6Qo8ZPQd/PQtLd79f76LFv/NffbWI59GXOOVaWJoaYG2qL+GNpVBtXYHRVZXC+cQRTISzCwaYKG4nuSHu9ha42VtKXTdMmO3tjPC2FqO3AeI8bW9lgY2pITbmxthYmmFioIOBhiqeuqoUKnU5213I40vbeHF3P8/vneDR1f1c3ruM6/3tDHfP4sbaRVxY1sbhtln01pSxsqSIxdPyJWHH3PFRzI8NpCXci1nBrjR629EUYMuKrCAG5xVxvH81V47tpXPeamoiXFmSaMWGdFv2V3mzPc+Dw+U+f17AQrNqa2VOUmYOR44f5umTYd6/fcJffnnK77+95m9/ec3ffh3h95/v8Zcvd/j1hzt8+XCVD0+P8+Lubp7e3s3IjV3cvbCJi/sWsWvlNBZNCyR7rAW2JpoSFUJbRxULcytC/HzJiIkgKzyQNH9X4jxtcbY2JNRDwbKp0Qy15HJqaSnnVlRwbkUZJxdkc6glkx01KRxuyebm6nIe9VTxbEMdLzbV8npLI28HZvG8t45HPZU83dLA094m7q4s5Nq8dO6tLOLemiouLijm+PxpHO0o5ezCYnZWpdKZE4q9oQY6X48QYkoQUkEbK2MUNkZYCeeQuY6UOu9iooXQdPvKVBEa4iDDMQQbjSFQCOcNVPDWV8FHXxUfPRW89Mbgpa+Kn74K7roqEizPREqyG4OZsQ7TEtzZPyeFi6vKOL2gkK0FnvQXuXNmdgxX5idxe0UW97pLeLFzLh/PbOT5rrkML0hm2xRH5oWZEqnQGQ0N11cnUalDuacOhxv9ubc6jcebsvn+5AJ+uriWz2fX8/5wJy93L+LlvjaOzU+nJMqTkghPqqId6a8fz/DAYu7t7+bFhR28vTzAg/5qjs2NpT3VmXxPfVpjTegtULKnypPT8xIY2V7Kgx1lXFwRz5qprvQU+LK7OZrBWXGURJrjb6MvAfbEdZGR3ihYQBzRpHPv1wIevSr6ugORmF3/PQOPOpmk0fr/WG6Jc7P4HWJSFHfnoxbKUWifFKgnpKC6atJi0NJMhp6OaBoq0vecLGR4O8rxdbQiUGlJkL05gYLNZS9GZ3PcHWzxcnHGRemIk8IWNwd7ZHp66Kur4q6rSpq5OmuyPblxtJubJzdy9VAn5/s6GKqJ5kBZHHunT+DU7Gr2NFbSXVrIisJs5udlMistkfrosbSEedAc4ECdj/CEm1PmbERziC2r84Ppnh5Hf3MWh9bNoyBjElmepsyJsWJ5ghUDRU70F3ixs8DjzwvYyEgf36BQdgz18/jOKd6+us3nz2/45adH/PblCb/+PMJvP97jp09X+eH9Jb5/c4lPz8/x+v4BRq4P8mi4j9tneji/p41968tZPyed+dMiSPaT4yg3wsrUiAB3N9LjxtEyPY/W7PFUR7lQFurE9FAX0jzkZIR5sq02ndPLyrna08D1dTO51zuHa12lnGzL4VhrNnfWVPG8t4Hnm+qlwn2zrZ7321t4u3MujzfP5F5PJY83VEkf/uEFGVxpTeRJVxG3VpZzdt40jrYVcaqjmGNzp7K7eiK9xfFEOYyKI8R0IJ7a0t2miTamRloIMb+dyA6yNpBwKs7GmpIP1k1fVSpYUbjSdll/DF66Y6QQNC9dFVxFQruOKi7C6yzOvvrqCNG60Lp6KU3ZWDWOQy0pfNtVzdklJWzOc6cn3YaDFb6cmxXO9WWTub2mnJdD7Xx3vpdnexZxqSOVrZOdWR5vJbnCTGXqErI20FqMvDIWj7fkZJ0PZ5q9ebylkE/HF/Pl0gAfT6zl1b4VvNrXwe1NFXRNj6YoyJb2dH/OrJ/Fk+FDvLt/nh9GLvP9nSM83d3C8JJE9lUHMC9RTlucEV3ZdgwUeXB0VijXuhL5tms8R9qC2VTsy47GGAYaItlSF05tnCXeFmpYCyLm13FWR2vU6KDytSD//6wqAZsTXVd049EttMpo1KfqN9KfxVitq6uFmZkpZqbG6Gh/fShoieA8gQwSZ2SxgFXF0EAwsDWkRZno3uLBLK7rfEXhOtkQ5mxNeog3SUHe+Dsq8XZQSqgfT0cl7kpxHWWBpakMTQ11dNVVcNNTI95MnVnRtlzcs4SL+9eyb2kJ/dMj6E2240C2P0emx7O3LIcNM/JYmD+JORlJ1I2PZFZcEI0hblS6yylRyih11KPcWY9aL2MWTPCiPS2Q8gAbZkbbMmdqHH4u9pLhvzrYlLYoC9ZOVLAt34NNk5z/vIANZAZUzezg/vV9jNw9yptXd/jh+xE+f3ePzx9v8fnTbX54f4UPL8/z/tkZ3jw6yrM7e3l0bSf3Lm3h8tGlnNrRzsFNMxlYPo1ltQnMmRpOvI8NXgoLwr09KUyKoyE9kpbJsTTEu5LnZsoUDzm5vrbkeFlQnBDKkbapXO6q5vaGZu73tvFkYD53NzRxZWU5t7pKed5bz+tts3jb18zbbQ287WvgTX8TI71NPFhfz8O1xdxZls2l9gzOtqZwsTmWka4iLi0p5kxHMUMNuZyZX8Kehinsrk5jT/1ECsYqJNyq4GAJ3rChnniaq0jdw8xQC3sLPekc7G6li7OlDg5mWjgKFK0wIPw3tVB3DO66Y3DTHYOrzhgctMegFJEb+iKcSzC3BPZmDCIFMtrLkoHKCHaVBXOsI59TSyvZXBjE/ChTdk7z4FJHIne787i/roJXexfy4dQGnu5awLm5KfRlubIh04VJXqaM83djRko0YU5yMlxMme6uS/cES47WuHNrTQbvDrXz0+U+3h9dw4uhTp5tb+HxYB2nlkyiI9OXjTVp3D68mffPrvPl4wifX9/h88glnh/v5ta6fC50xLKjKpo5sTa0xpmxMt2aHSUu7K9zY1+zD7safFlb4MlgQxQDDRGsLx9LfbycUJvRSBQjYTIQhn+BttUSBSoKc9SgLr7+d9ss9i6amqpoaKpJ52Lx/TEqYxgjWN4aqpL22dzcGEtLC2QyXSk+RldHXTqKiLFaS1sFyUyhJX7H6OJLMj5Iai7xPmpImdYCpztWaUWimy3xIkLIyZbEkED83V1xspVLkksrQ33EA0c8TASMz1FPhQQTbRZm+3JkYy2n+xexqy2XDekBrEtwpz/ZgX1ZPvROimZWWjy146MpjR5LdbQfcyJdqfW2YoajAaVO4qUrFbHwhQtccLqrJclWOhT6mBPnYYVcpouPcDq5GtAUbMaKBBs2Z7uxLv1/IaW0snNh94EhXt07xPPHogPf5f3ra7x9cZV3Ly7z7uUlXj89zZunZ3j16DhPbu6WlFY3Tq7l2wPLOLV9LnvWlLNtaSHr5k6irXAsVUluhDoaEeioIC9lArOL86ifHMeMOH/SXWSMtzMn0c6MiUpjJrqa0JyVxJlFRVxZW8+tTc087JvPyOAiHmxp5mFvIy+3NvKqt4Y3Wxt519/Em/56Pm5v5nVfA3e7K7nXU8HTTeU8WJnLvRW5XJ+fyoOl6TxZXciVZTO4tLiYA82TOdmSzVB1BjtKU9hTO4HGca6Y6apipq+Csa5YgIxBX2wyBWPKXCa5ZMQiy02ui7NcB2dLbZxF8JahGgp9Fez1VFDqquCoqyKZ7R0EGF5HFQf90VQ9wUvS1fpGGgENZZpkhynoLw1ic64rfYWB7JmZwZayRDqi5eytDuNOVzYjmwt5trWCtwcW8/HkWl7sbuPivBS2Z7uyNceDonA7VlVkcGZ1A+vr0sn1t2aGr5y5sbYMTrXl7NwgHm/O4cXORh5srOJRXyM3V+dxqyePSysnsqsxnr2Lynl6eR+fXt3lxw+P+fLmNj+/vsmnmwd4tq+Fa90TOd6WQFOcHdnOWtQHy1iXZcO2Qlv6K13pr/KmO9+D/upgdjRF0FMaQGuqkgwfGWNtNbEXAg9DFRxN1LExUkdbBGmriDve0eIVhSoKV09PEwN9YVHUkjzIQtQhurRYburpCl2wDFsbSwlUL7KfjAx1MZTpSJ1YV08TPX1NiQcmk+mNnrMlBvh/u7jowqrIjbRxsJDhbGmIq6kebmb6+FgZEuqmxN3BDmn7bGaIkZ5w/4hxXwUNtW+w1R1DnKE2i/P92daWw56VJRxd10xf7WS64/1YE+3C8hA75obYkx3gTJa/G5neDuR52FDsakKhozC3GFCk1GOaUo+pSsHAMpBoIrFm2sSYahCj0EdhpImJrioepurEK7Qo9pYxP8qcjVku9GS4/nkHjklK5dtvj/D+5TBvRs7x6vk1nj08zqNbh3n55CwvHp/mxeMzvHx0kpHb+7k3vIPrpzdzbn8nx7bPZ6inhk3zcuiZm8eK+mRmTvIkK8hMwrZGebkzd/pUZuWMo2x8FNOiPIhXmBLhYEW0tRFx4v7UxoB5heM52JwqLXaubOngVt8iHmxr43HfLF5ua+JdXzPvtlTydkslr7fW8HZ7Ex93t/K0t5H762p5unUmD9dX8XBNKU82VPJkXQkftlXxsHsa11eVM7yshJML8znZOpmjLbkMliWxvy6D+RMDcTFWQ26oiuHXLCgjofqRG2MnRa6a4GNnjKetDA9bGd52+vgoDFCaaWBtpIbCRBMb0WX11bDUERB4FYTFzVw8FHSE1W0MMm11KS9JgNVmxjuweaobazNt6cl0oa8sms3Twlmd4cqlFXk87Z3G6/4ZvBtq5sPhlXx/fiuvDyzkRmc6R8q9OVI3jsGqWK6uKeFe/1zu9M9mY1kcXXkR9NVPYWuBB7umu3CqyZ9L8xM43xrP5eXpHK0N5EhDIKfaIzg8ZzwXNs7lxY2jfHp9jx/f3+fL+7v8/PY2Pz4+xYdL63m0q4FzC1OYleSEj+A62WoxL9GMDbk2bK/zZaDGl658D7ZV+DE0O4ruGT50THKlcpwtE30NGGujyViFFsF2WnjINaXzqChMcb4VRSrOxDoiBsVQB1MjfYlcqSPcRF+7qLSEkqnjJFRc9rZSAVuLZZOVHLmlOYYGOpiZGUovCwtjjIxliI21JAxRFQU82sXFf0+M0kKSaSEIpMJML24aTHUkBZeDpbGUZuhgLsNAT13q+mriakttjGS3DDNUozzIjNWV49i7fAa3TvVxaM0C6nwcaPCUM8tbQZ2PDVM87ZnkrmCKvTE5Sn3JoTZVpJXY6pJto8Mkax3SbfUZL9chwUKTaHMdAsQRzWBUnWaqM0Za/kXZaDLZWY/mYGNWpSroSnX48wKund3OjetHePv6Fi+fnGTk/mnuXd3Nzcs7eXD9II9uH+Th9d3cvbCF4aMruXRsLZdPbODUniUM9VSxbVkxWxYXs3pmOu2FwVSOdyTF0xBrIy1So8KYmR5FeWIUk/xcSHAwJ8jehghXe4nDNDnYm0hHM5onjmVreSL7FlZyds8mru/p4m7vTF5sa+BNby1vNlXybms1b7fW8WpLFe8HxAjdyJONNTzvn8Xr7bO521PJ3bXVPOqdzYuBVt7vWcDN7jKurizl3JIZnO3I53x7Nkdm5zBYkcz+hkyWTwrBx0obGyNVDHW+kfhSYtEkhPjOSmvcFKb4Kc3wczDBV2mEn4O4ljDEThSwiQb2FrqIWFNLAzUpgka8EYK24GKsha+pLv6WpoTayol3siXDQ0lTlDUr0xRsKvThaHsW51aUsqMigO0lvjzYVMir7cW8P9DE59Mr+f5kNz9e2MLrvXO5vjiWb5tDuTg3mQsdk3iwaQYjO1p5dnAph1oz2TojXBrJL3TVcHHFDO72NTK8PIOL7eM53R4nFXVfri3901zYVhHO+c2tvLx/ju/ePuSnj0/4+bsn/PLxIT+9vMqXkdO8v3OYBweWMzgrmRAnU6xlakz102V1jh07W0LY1RxAZ7YTW0s82Tsvjp4SX5bP8GP2ZBfKE61I9ZKR6mPEeA8ZoU66kkhfjNFiITW6b9DAyEgHMxOZFEdrbKCFsZE+FmaGWBjLsLU0l+57g3xcCQrwkayJzi4OOCkVxEQEEOnvjlJhiVwuCCum6Mq0EQFoonOLGBXR4VVUVKRztNTNha5aXw0R+CaY4EZ6apjoq2Mh0jeNtLEQziqR9CAknkIToTaarxRqqM5kG22W5AWyfV4OTy5s49TgWtrSxlLkak6R0pRchYwMhREZChlZCj3yHAyYbCdjgrUBiZY6JMp1iDHTJNJMkwhBJjXRwM1QXfJhi1A5TfVvJE+zj6Um45RCe6/DDC89Oida0z3R6c8LuHNNJw/uXuTVs2Ge3DnK/Wu7uX5ukJvnB7l2fBNXT21k+PgaLh1Zzend8zncO5P9GxvZ3lnIutkTWFmfxPL6FDqmBVOT4sS0aDuinAywMNAmKcSTnLGu5ETFkxU6ljBnRxKjk4nwdCHe25varGSSvW0oiXJlTXEsu5fW8e3xndw5tIan/Y2831bJR1G460t4s7GS16IbbxcduY7HPZU83NTEm8HZPO1t4MG6aknY8WhLG0/7Wnm4qZnhZcVcXFDAqXlTudCey4W2HPbXZrCzPJkDjRNZkRFIgK2ITBWhV99gpKOCiYG6RJqwsTDAwUIPP3sTAhyN8VHK8LCT4W5vgoNwFMkNcLCSjRawvgpOMk38zWSE25iT4u5MWUwY1QkxtKUlsWBSKgvSkmhL9GZ5uhvHOiZxt7+F29taON4ax+nWWB5uyOb5YAk/HJ/Pb8Or+G24i18ub+DZ1jLONoRwZVEW11cWc3HxNG6sLeLBlgoe72rnUEcBR1qncGttHs92zObl/na+P9vF5xOLebV/AU92t3JuSQZ7aoLYXODOqhxv9iwt4+WDC3z++IRfv7zk1y8v+OX7J/z07i6fX1zh86ubvLt7jFt7FlKVGYGVqQETPEyYHW/OmkIHVhc40THenPWFLgy1R7G2xJ8VJQG05bozM8OBwjBzcoPNyA41Y7ynDEfLUT2Anp66FFlrItPGVkSf2liikJvhbGuFt/Oomd5daUNcRISU7evjbIfS1gJPD1dcnJ3IzUjk0IZWdjWlsKksnupJMUT6umBupIu+rjpa2mNQF3A9MYqriDOxGMXVkelpSA9nodQSqFZRwLL/w1Qhtth6Ylehp4GBntBFqEoU0wCZBlMsNamLkLO2MJKhjskcWTuLLQ1ZNEZ5kmWjzwShxBPphGbqpMg1mGCtTbylLlEW2sQJ+qSlBhEWWgQYa+AlU5OiVk3E+f1rAJ5QJxpojcHNVJV4ez0S7LTJVGozK9qEznTFnxfwpt5Obl2/wIObh7k3vI8rJzZxe/gQj24d4sqpHk7vbON4/xxObF/Myd0rODTQwc7VZaydGc+CaUEsKolhUVkMDemeFMcomRpuh7+NLg6WZkS6WBKpsCQvLp7sIA/iPX3JScsnOSyYnIQEOkomk+BmxpRAJYtzQ+lvLeLSjpU8GJjLx8EmPvXX8m5bPW82V/G2t4r32xt5MziLF70zebxpDm+PbeT1gcU83tTAE3H/u6aWOz3NPNzUyK01NVzpLGd4eRkXF03j8uJCqWh31mayoyKZAw0TWDkpED9bPayMNDDUVcFEVw1T4bIx1kFuoittob3thMrIEG87PdwU+ngohSzPDHc7AxwttKTQan9LY5I8nZns70FFXATLp+Wxpa6UzdWlbC6eymBpDlsKJtEeKwrYlZPzUrnWU8qVNaWcnBPPpeWZPN46lddDtXw8MocvZ+fz87ml/HCijW/bYzjbnMItsZ3vqeXSinKuri3hzvpCrm+oZn9bPucWF3Fr3WS+nF7E3+9s48u55fx6fhFfLi7lp287ebV3DjfWTWdHQxQrpwYztKya5/fO8t3bO/z06SE/f/+Yv355zm+fn/LTh/v8+mmEH17f4PWNIXrnFeFoZ4qHtS4pnibkeWlT4C26hDadOa5sbw1ncZ4nczKdWJDvRXuOO40TlJRGWVMaqyA90IQ4T3PGednjJvy8QtboYEuIl6tkCfR1sCPQUUmIhyth3r4EuDiQFB5JjH8wXjbmeDhY4evlSeK4cfTMq+LAggK25nswMC2Q463JHG/Lprs0iewYHxysTSRPsjjLimWUEA8JwsVoVpSqJP4Qo7SZJAARgo+vL+mOWWN0pDfWl+gieppqOOmrM8FUjQJ7LeYlOzM70YtpYjnlaUquiAI1USfGWIQWCNWdKrGmo5vrWDN1wkzVCJe6rkDHauBhqIlCVxWZ5pjR4hVfNQWOdwy6mt+gMFAhzl6PJEd9Eq21yHbWpHWc2Z8X8I4dm7lx4wy3L+/kypmtnDuwiuuX93Lj7EbO7GrnYG8tO1ZOZXD5VAY6i+hfksfapjgWFHozJ9eHlile1IxXUhJjx9QIW1K8jfGy1ifcx4todxv8bCzJjo0ky0PBOHsbYnzcmBAQQN3kNGrSIolU6pHsY8ecVD82VU/kyroGXvbW8mFrLR+31fK2t443W2v4uL2JTztm82rbLB5uauDxUCevzgzy8vgG7m1u4OGmOm6urOL6yjoebqjhamcpl5eVc3HhdK4tm8HwonyOtmZzoKWAPXXpHGlOZ0m6L87mGpLrRahvRBaypRihrc1wUdpIvmEHcx085Fp4WmnjYaOHh40+bta6uFpq4SM8pU4KqXCb4sNZNSWFwcoiji5oYk/NDPrLS9g/q5HOyUm0pSUwzd+F2hBL+gq8ONo6gRMLszg6O4GLy9J4uHkSzwcKeDVUyvsDNbzdU8qjjWmcaAyU7ouvdZdze900rnVN43JXKRcWZ/Btd5nkHb68qpj7Wwr5cHQW/3qyj3/e3sI/bvXyr/vbpa/fnWrnyY4qjnVk0DM9kkOdNTy4uINX947yw4uL/PT2Br9+/5hfvh/hy6dH/PbDCL98uM/bO0c52NOEl5NcuqoRH3hb/THEWauS5qzDnAmudJd6UhFjwYyx+sxKt2NRoQ8Li3xozvRmWoSCbH9T8gOtmBHqSIqXHZGuNmREB1GUlkJ6VDQpEdEkBocSbG+Dr5nQwesRJMQXNzj2JwAAIABJREFUlsaIUHBvRxu8PTykKJb23BiWTfShMVQw1Bykbf63czK42JHJqXlT2NM4icb0SPycFNKiS4AABLPLWKaBuXT+1cHORA+5TAsjfTWpK5sKtrWRtkQXkZsbYWdrKUECLExlCOB/sLE6KZZa5LsaMllpzDhTTZLNdEi1FF1XjXDjMQSJMHljVYJNNKSfDxFcdJFGYqlJiKUWroYa0n5EjMxS9KzmN+hoiTSQbyQckMiSFswtHxNVkh10SFRokmyjRaGn7v+igAc2Mzx8nPu3jnHl9GYuHt3C+aOrObGjlb1ritkyL411zeNZMyuFtbPT6WmewPKysbRkONCc4crsKT7UT3SjbLwT+VEKxrubEOpoRbyfG+FKY/wc7JkUFsgUb0ei7KxIGBtEVrzwp1ZRGu9HrMKESBcrZk0IYmh2Ho831fJ2czXveit5t62Ot9vq+DBYz3e7GnnXV8+jnmruravl5cE1vL6wnScHO3nUW8dIbzNXOyu4taqCO6tKOTF7EmfaczjbXsCNZdP4tm0Kh+pT2FWfzpHWHA43pdOc6IWd2JJqq6ApmNHmRrg42uPqaCslBTjZmEnYWVsj4dTSxE2ug5u0idYm2sOW7BAfaqJDWDoxit6pSRyuzeXs3FKurZ7DqbaZHJo9m7PLljBQVkBHynhKIwKpDFGwboorvUVB7GlKYah+HOcWp/CoN4OHGzN41JvNk75cbqxO5OL8cC4tzWSkv5aXO2sY2TJNMjwcaM5koDKavvp0uivSObl0Krc35zKyvZg/7vTzz3u7+fuDfv55e5Cfr/fw/thMXg5VM9xdxNaSCC5umMWTi7t4MryT17cP8mnkAt+/vsnnd/f48cNDfv7uIe/uHuLWng42N6fjbmfy/8ogxRWLg0xVYqYVB1tQGmZKhpMaWa7qNCbK6a4Koas2iq7aRGrTvEn3NiLd04T6KHemeCsJtTEjLdCdguTxTJ84karsLCZFx+JjbY6zsZYU5yqILQoDDayFsEZA+GyM8RHHklhf5sQpaQy1ojHCmiWpLqxN9+B4fTznO3K4tLiAb9tzONqaxdzcBALdFRJXS4zIpsKWaKCGnaEm7pb6+CrNpN8rTAzO1qZ4Olrj62aPn7sD3m72uDjYSudwc111KS9ahMBHCsqqoQphRmrEmY/q4ENNVBhrpMJYE3WihNTW1USS/k70tSDR3QQPC21pXBcRtJKFUv0bSaEmxmYTbeGLFgkWoxB9Gz1VIuSapCnVR0dpB+0/L+DuznmcPraDm5cPcu3bPq6cH+DB8D5O7Z7HnnWlbF9eyNZFBWxdMo3+zlLWtyTTkefF7Cl+tBWFs6A4hllTfCmLd2B6rLOEqI33diXCyQo3cxnBzg7kh/lTnxxFycQ0MpMSaSytYGFZLnmB9sRY6+NnZ8z87FhurhFXRXV82FzBuw0lvFpXypveGj6J7rt9Jm9663gqts0banjQ28CdjQ3c6anhydYa7qyrGy3g1aXcWDGDk21T2deUzuGmTE7OTOVYfRL7qxLYW5fOgYaJHJ05kYpwB8m+KDaQ2tqqWAuDv+i8NqOOJFdbUxwsDZEbamNpIDaY6iiFYcHRiooIH+aO82PFxDC6kseyYWIUA0WZbC8r4GBrAweaGhgsK+FIcx17aopYnBxJV24ifWXBbMh2ZmWaC905fqzMdGBnuS9XOxO5tjqRS0tjOTc/jLPzo7i4bAKPtjfzbHcNzwamcXfNRE63J7BySiAt4z3Y0pTPkukT6K1O5mBrNDc35PLdt5v5y8MhvlxYxQ/nVvDxTAcvh8oYGSji5voCTi/M5eHeZbwe3s3La/t4cfsI755c5PO7u/z8wzN++fiUL69v8/zMFi5tamBZYTjetvro6qhKCyjxQZRpfYNCpiYFUPubqBAjVyfVQZWyUH0W5rnQ25rIns4iVtamMMHHlChnM2oTgqkdF0q0s5Ls8GCq05KpSk9mauI4xvv74GNlir2BJvYC+GAoyCjGOFubSwsmU2Ep1FdlvJMJTSFyWmIcKQswZW6SM3MTHFiQqKB/RjBn2qZwrD6ZC63pXBYP7JlTmJkRhbOtuQQIMNAeg5mOCvbG6njIdfG0NcDPzoQQRzMiXCyliTHazZpILzsC3BTYWRthIiJOdL5Brv0NTiJfWFuFIEM1gg1VCTYT3Dh1Ak00iTDXZJK3CcWJzkxPcGaCrzUu5tqSrkBYIwVlUuRyCSWZjnBZidhaPVVMBYXyqz9aIGXdjMcwwV6LCQpNMh20/ryAF7XXcXB7NxeO9nP14m7uXzvK8IllnNnVxvGBeezf0sbRHUvZu3kuO7uq2DwnlZ6ZE9iwoIDNiwrYMj+PJaVRVCY6MiXQmoxAV1IDPAhVyvG2syI10JvW7DRaC3OZXZTJjImpzCnOojE1kgx3G0LluvjYmdM3M5f3O5t43VvGy7X5vOop5HVvuXTu/W6ohe92NfFsQxkjPdW86G/n3ZENPBxo405PKc8GW3jU28Kt1dUML5nKyZbJ7K5N5+S8Qk60TuJ08wQO1I+ee3fVpjJUm8JAcTRTvMyxM9FGiDaElNLMSFcy+bvb2+BoZSQtsdxszKQntDg7yQ11yJqQzIrKQtZkx9A1MZROwf9NiGXlhGRWT0yla1IGnZlprJ1ayJayKvqqathaUUlnbgpH5k3h3NICdpRGsDTJlrpgY0q9DJgdYUX/DD8GpzvRV+jAzgo/Ti1K42ZvFU+Hmnk6WMjdDZO5sDyZwQpf6qOsKfCX01ObSVGUI7VxDmws8ON8Zx7vzqzm4+U1vN7fwqtDMxnZXcGtDVO4sSaT2xsLeX9yMb/e28674X4eHV3Fi9PreHf7CB9f3eL7D8/46YfXfH7/kOfX93K2t4WOdG+cLHUxECRN3dGRVFoM6YjNvfA3f4OfiRoJdmOYEWRAa4Y9m1vi2buqiG3tGZQmexHtZke8q5LxHkriA7yZHB0hhQFkR4wlLSSQSA8nvK3M8LAwwdXSBCcR1ePhTaiHNzZmJuirq6OjroK3uS4FHgbMirenZqw11aFW1IcrWJLqybKJrvTOCODkvEmcmDWFUw3JnJ2dyrfzJtNXM4GsGG/MjQ3Q0lKXOp5YIolCkumoYiXlG6lJzjlDPQHNV8FG+I+NtbE11MRcXwOZjhhzR1MsTTS+wVpLFQdtdVyFWER/DCFyLSYFWhLvbYIQ/liKqB4tVQmFK3Yr5gLGp6+JZJox1sNSpo2V2ISLrC5xHhZdWEiODVQItlQn3VGHSc46f17AzbWl7NzQxp7ehVw4OciN832c272Qg+sr2Lm6lKH1Mzky0M6R3gb2dE6jf0kBO7qrOdhTzun1MzghvKpzx7M0z4e8YHumjPUgzduBcFcnglyU5IZ7U58wluIIdyZ4mpMZ5MmMhGCmBruQKTJ5HMwoTY1mZGsDH7aU8GJ1Ds+XT+T16jzeba3ibV8dL3ureba+gmfra3i+oZZnA+0829/F8z0LeNbfwPOB2dzpEU6jaZybk8G+ymSOzsrmxJx8ri7L59ysCQxVpHCwLoPB0vHsKh3HuikhZHjIsTPTQ26qPXpW0tfC21lJTHAYYQF+eDlY4aGwxMdRga2pPl5Otgz0rmd472bWZycwP9yX9vAAlibF0JWazIbsyfRkZbIxP49VkzJZlJxEZ3oaK6ZMYnVeEqfn53BjnZgOUtlcGEBbgh2lPrqUeenTEa9gVaYDPdlu9JUHc2ZlLiMH2nh1qJFHfQVcW5vO4ZYw5iXakOthSJa7GfMnBZPkYkphkA0rJ3twvHMKF3ryGF6fw5X1eVzbkMvF1RkcnBPN/pmRXFo+mVvbKnh6dD7X+moZ7inlcX89L0+tlYr4uxfX+TByjXcPL3DrcA+rimPI8DLC0mBU6SQ+YGJaMdJXwVymhgj3EiIYgcaNt9WiONySeVnuDMxL53hvE7tW11KfE8dYB3M8LAzwtTYnM3ws6WEhhDnZE+NiR4iNCR4mIvVAn7GOCvzsrAlwUEgh8rGCVWasJ93Pis5vovsNibY6FAfKqQtXMj3AjNooe2ZGWLMqw5PONE+6cvw4Njudk80ZnKtN5Pr8LG50lXF+6XSWl6UR7KGQVHFi0SXunYWiS0Nr9PpIOJ8kvbWQamqqSAQRA4kdroapzjcS9kkIc6Sf+0oUNdL6BlNxhtVSke79xVlWpjUGM1016awtoHj2Jrp42ckJdHYk0tuNidHhpESEEerqiJ2JLkYiDUPrG/R0v5Gomw7GqiQ6apHuovfnBZwYF0pXRyXrF5Swe8MiTu5ZxtD6Gvb01LNjdTmb56WzoSWVLR2T2dlZyYnBBVzaMZsbu+u5t6eOe0ON3N5eyfnuyawuDCQ32JEUQQIcG0yEjycFoT6UR/uRF+AsMaH9bcxJd7ckSSkj1lybOAdLDi4s5dNgNe968njdnc/Lrjxeb5jBp74yXvVW8nR9BQ/XlPFgZSnP19czIiyDG6oY2dbAi4E5PBtcwL2NDdxcUcDp1ixOzM7kxJw8Li4t4d7qGZzvmMzhhgxONKUyMC2RviKxDAkk1tEMBwtDHMwNsDTUxlBfQxIPJISHMT4yXEK2CMyKi6UMEUUa5mnPoppsWpJ9yXOxotzLiUZ/N2YGebEgIpDOhAi6UxNYnRLHqvRkOsbF0BIaQmuYP9vKxvF0Vx2PB6u42j2F0wunMFCXQGeGA3Ni5JT7yKgPM2FxhhODtVGcWZrJ7c0FPN4+ndubsjnZEcniFGsynPQIs1Bjkrc1CwviSPO0It/PkqYoOR3JtsxPs2HjdG92N45lqDmUbZWBLMuwoWuSCxdX53KwLZ5jSyaye+5EtlWGcGpeIld7ZnB1UyVnV+ZxamUBVwZbObCsgoo4L5yNRvOVxfJFfKjFB1p4bi31VLEUdBFDTYmyIiADU3xlzE6xY2VJIH0LCphfmUZKqC9j3V3wtLYg0sWZaCcFoXbWhCjt8LcwwcNAE0cDNZxMZLhbmuNibCDBCX0tdfA11sVURwgsBCZWcJ9VcDPRZJKbIbmuhhR6mzAjRE5FmBVVodY0h9swN8qe5RPdOLdkMpe7ijk1J5sTMydyZmYqVxbmcKIjn+r0cAkGoKmpPlrE0t9NFK/KKFxPOOeEuUVH6Kk1MRd5RUL2KaAE6qNbZH1NAWMfgxjv/7+XGmY6algbaOAmNyLExY64IB8y4iJJCQsiJdSP1IggkkL8SQp0Y0ZSMBNCfbEyFvB4FWR6YzA2UMXSWAN3Uw1SHf4XHVhXX5u0caEsbZpCZ3MmQ5s6OD7UzaFt89g6fxKL8r3oKAhmdX0aQ+vn8+DSXp6f6+Tx/gbu7arlydFVjJxYyb2hZi52ZbO1PoHlZYmUpwSR4O/F9BgfZoR5SkXrLdfFw8qMCSHBJLvYEGNrSUNqNK82V/JmYzHPV2fzuqeAd5tK+dhfw6f+Ul5tns6T1UU87i7j3spS7q2q4OHaGp5vbuBVfxPPtjQyIlRb22Zxs2s6Fxblc2FhDqfbcrm0qJDbywsZXjCFIy057K9LY1N+HFuKYmmOdSXQWtjNLHGxMcHZxhhvZxuCPR0khlJUoA/ejta4WMlwNFbHVv8boj0V1Iz3YqqHEfEm6iSZ6TDNWU6lhy0NPk7MCXSjzc+Rdn9n5gZ7UBfgSn2wJ/OjHDi3MJOX++fw8shybm+u4PJywX6eSm9pBItT5dSEGpDvrkeOizaLJ7tzbEEaF1ekc3ZpMgdaI+nKcyDLTcS5quFrqkW2j5x1ZUmURLkxI8yeFKUWYeYqJFirMiPInLkp9jRFy8ly1iLVUZ+NZeHsrPSnM92GuXHGNITK6ExXcqgpkpOt49heHsKiVBdmh1vSONaQmnAbJrqbSV1HFI/oOoJfpq3+DWKbKoz6clHMeqO8ZgMtNVxN1Un3klESakhJtC3xAQ74KMyI8HQnxt2dRDcX0v29yR6fSkJwJMFKWwIdbXCzlRPk5c9YT38cTYxxNNTG1UgTWx1V6ZpFiDNE9pIwKYiO52ehSaqLHllu+uT5GDEjyILSsXLqomyZFWXP0jRv1hXH/T+MvWdUlWma7l+lRMk5w4bNhg1sYJMzm5xzzjlnRBREMWDABJhFMeccy1BVptLSMocyVGnZXWm6q6d7embOmXPO/9vvv57XnvlwzoeaD+9Sl64lC/b9Ps9939f1uzi3uFiakVxaUCzNQC73Z3B9YSE3xmrY0F5AtMoVU0MdyeYqzBFGcz6RCCDiOisMEsJbbKb/iRTeJvpUQQQVLzAhtxU6b1HYTuZ6eNoZE+zp/NH1pHQlwseDWD9v8mIjqcyMpzY/lcbCbHrKi+kqyiUt2J8EtSd1yVE0pSagcnJA5EGZGGthaa6DjY0+braGqB10f/8E1hIMYDNDKrKjGW3NYsNwNTvG29kurhwdGpY0JTM+t4zplXO5eWaG51+s596hNm5vLeXOTDvPL07x6uo2npxezOdTpZxcksP58SqODKfRle5Hdbg35UEy4mVm+NqZ42VnTXmyhuJgBVkqD64sr+fNVC0v1lbxdrKS99tqeLetiR9m2nm/q5m30808WV/Hw3X1PFzXyL01TTwVVsIDQ7w9tIBHE03cX9XC8+1zube2WZpEfrOukWvLm7izuoVHk518s7aBMwMFHOnMZroukc2lEVT52uJraUSYwgU/V3s8ne0I9VGQER1EriaE+EAVYV7u+LrYSBEdLiZiMqpFqMTpMiDBWpsYM2E506HKyZBqmSk1MksaZBZ0e9jQrbSjUWFLhasl3aEe3J6o5NGeNl4cX8qT/cu4sb6Sy6uqOL+yjpm2OJZmedIRYkmh22zy3PXpT3BgfamClTku9MZakeOuK/WaCtNZBNkb0p0ZxMbuQjpS1LRoPCgJcCLQ2hDnOVrY632Km7HA+HyKj+mnkm94WZoLQ5GmzA01otlfn5ZQY0YzHNla6cl0XTiTlYmsylWzNM2JhcmOtEdaEumsJ8kQzYSSaY4WpnO0pd7Ox0afJC8bOnNjGKpOpa8qi56yTOoyIqmNDyBT7Shdm+U2hsgE0F9mT7rKi4IAH2rjY6nPKyU1PJZwhZzU0EDSIiNJ1aShCY3F1dIcW71Z2IgrrBj+CBDAPwpY+InF3tR8zqeE2OiS4WJIvpcJeUpjqtTW1ATb0BbmxPw4dxZl+DEvRdAvAjnRl8bZwSzODuZzrjeHz+blcXmkhMODpXTlaPBxsZFcT8aSQkvrYzqgWEFJRSywPrMxF+smYy3szedgbawjfR8cjLVR2Bjh62SG0t6EACER9vcgRuVJjK83EV5uhMntyI70oTE3jcacFGpTQymLDyc3MpyGtGh6i7LJiYrCxdYcK1NtibDpbG+Mu5MVSiez3y9gyTitq43MyYz6vBhG6hNYWB3KsoY4lrSlsnqgnJU9hexYVse1nc1c31rM9ak8bmws4M50I/cP9nBvXwt3dtZwbXUGR+Ylc3BhAfv6o1hXHUh/ipq2+FCKw5UkeDqSrlbSnRRIutySZaXJPJ9q4um6Kr6daOTDtjr+sLNW6oW/n27izXQz327v4PFUm1SogrrxcGOr1Pe+OTjI94eHebihmXurG/l6fQtfrWnh7kQbD7d08dloLTdGq3iwtoX7q6o51iOiMErZ2ZrNuqIoEhz1UJgbEuruSKi3HJW7CxH+SopSoihNDiVB7UaYh6PkI/WzN8bDQgsn41nIRNaTwM7a65Fip0e5iwFzfczo9TSiUTaHMuEysdenxtGQepkF9R4OLIhy59LCaL6eKuXrHR18taWNqyuKOTuSw5V1XVyZ6uH4ohLWlPrTGmJJtkwXjc1sYu20iHPSJtRuNr5WunhZ6uJtrUeCwpbhvHA2tuaypkVkI+ezuCCCPJUtwbYiQEsXF8PZKM20iXXQZSDGmrmR5vRHmdMbZUpHmDm90RYsz5SxqTKETdWJ7GnP5Wh/FlNVKuYn2lERZIvKZg6uFgb4CjKJsyWxHpZUxihZWBrLVFcOW3oz2dqZwK55ORweKWNmoJS1FTGsrQhjZUUUTQkeiOQPgdaJkFlTHKikLDyY0qhIcsPDKU1JpkgTSZxaRahKMKrtsZ2jjbkQYAiZobR6Eb9+JLqIApZuAVJhfYKPuRZJsjkUKk0o9TWnwtecan8b6tW2zItxY3GKF2O5gWyqCmNHbTgX56VyZbSQ071ZnGhL5VxfNmcXFLG1PYf0EC/sLQylabX4/0SPLNRdZsbaUpKlt7M5cltD7MVwy3IOLmLlZSG+P/p42Bnh42ROhFJGhIcz8SoFaeFqsqICyYkKJSvcn4JQd+o03nSmivmPJ9k+MjI8XKgMVVAWpJQ+Z47WBsjsTVG4WeApt0epsPv9AhbmZ6EjFQMKldyG6iQVbRleDBSFsagxiSWtqYw0pLC8LoxtbX4cGgjm5Eg0F1alc22ygM83FXFtYx6frU3h9OI49vYlMdObyp6eSDbW+rEkx4fqCCXJSjtqYkLoT1ZT7mdPvq8bV8fqeLq+jucrC6Xh1R+nG/jj3k4+7Grh7Y4mXm5rlAgVz6e7eLqphQcbankwUcWzrc282TeXt/sXSHQOQei4vaqRm+J6vbGTu2sbOLeomsujVdxdVcuNxaUc7snlYHcma4tjmJ/gSYilHm5mevg7mROjVpMUG09iZASxwT5EqdwIcbOQKJAelh/7EaW5FkpzHQm9m+FlyVCygi0lARysC+dsZyxn26LZmuHBQn9L2tyNqbDXJ99GmxwbPfpCrTnZpeSzkVg+X5HHueF0DnVEcHIglRtTTTw5NsaTExv4YvMAe3vTpPCyCm8jYmy0CLeaTZCVFr6Ws/G30Sfc1Yy8IBkryuM4trSFUyu6OLdhiCPDZQxn+tMWryRXaS1RI5NcTWgIMGdFroKl2QrGi9wZy3VhXrwtfZEWLExyZW1FHJvqUjjYlcoXayo5u7yApjg3PM11JDB/hMyYLLUDVVFyutNUjJREMNGextbudDY2RrGnP4ttnSkcmJ/HnrnZ0gtBkCtX5PvSFutMgoclriY6JLjb0J0cQkN8BJURAdQmaCiLjaAyNlTSxXtam0o7XzEMEughPUmXLOyC2h/VVf9F9hDurtlSIYtrrUIEtDnrUaQ0o0xlRrWfBZXe5tT5iZeWM8tTFKzN9mJjoZo99RqOtCdzuieVY13JHGzUcLQlkZPdWRzrzaUzIwgvJ0tMDHQlCaazjSH2lvq42BgiBD0+9qbIzPRRWOniaWOA2tmcQCdTor0dSA5WkhLsT5yvnER/JfFeclJ8XEj1cyBNPEpL0uUmZAlnko81VQHO1Eb4UxWgosDdmlAnkYBhgsLVGi+FPT6ejqiUTr9fwDLrOcjN9XASV0RrA8I8bSnXeNCVF8zcqliGG9NY3lvBkuZkhrKcGC9xYXOtB3u71Bwf1nB+ZQZnVyZzaiyO44s17GgPY0eHKOJEpjvCWV+upCXGiRw/FwoD5LTGqshW2jKYEc7dldU8Gq/m1YYqPmyp5ed9vbyf6eTdTDtvd7TyelsjzybqeLS+jkfrarg/XsGDdRU8mqjl2fYunm/v5fFkJw82dHB3bbNkXng02cj1ZRUc68/n0lARt5d+nEKLvndncypLs0KoC7THW7hSjLXxsjEgxteTnOQUSvKLyUhKIj7YFz8HI8RgxtFISzIniCjL5igFmyvD+HxhJi8mSni9uZI3U2W83VjD9xureb2uhG8WZ3KqIZSlYfZ0eBrT4GHCYLglB+vcOd0XwqnBWI73x3KwM4LjAxrOLUrg2oZSPltbyqlFWRycm8aevgxWFqup8jEhwXYWoVazCLfTJV5uQaa/M3lBLoyWxPL59lG+2LGMRye38dmaRtZXR7CpNZlFhRGkKUxpjHBiOMGeLRUCCRvEoZ4w9ncGMlmhZiTVk6EUH9ZWJLK1PoZzqxr45vQkzy9vYcPCNjS+bgTZ6ZHoZkBhgC3VES50ZweyoCiE0QI/FqXLGMtxZrIqiB2tiYyXBzNVGcHGcjVjibb0RNtS7DVHEiaIbCEBy28Ld2MwPZyaEG/y1QoJ8VMa4kuQgyUOAkZnoCXpgqUVj0hrMNDB2GSOVMTStFgYDQSW5x+xK8L6J1ILBfYo0cWAPBEkpzCgQmUu/Yxr/e1pUtsyFO3Chgwlm4r9mSoJZLoymGNt8Zydl8OZBfkc70zmaGsie2ujWVcSRWawBwonEe5mhqdgRNsZ4WlrgJDVCldZoMyaYHd7Alxs8BfpIJ7WFESpSPaVkRLkRU5kAEWxIZTHh1GREENuiJpYmR0RTiIv25YUV2tKvaypDXanVOVMhocNPg5meLhY4uPhgJ+3y389/3cF/z95hdkBzqTJTYiy10XtaIy3rS4RclPyw52p0MipTvCgKTuE1kw1TVHWdEebMhBnzrIsB6ZqPdjV7c+e3gD29AWzqyuItdVqtnXFs6s3hpmOMLbWerK1OYjJhkg60gKpjwugwM+VQ1253F1Rz8vNbbzb1cmHmS5+mOni++ke3u3t5/2eubyd7pJIkw/XN/F4XTUP1lbyeLKBh+LU2tjKw7UN3B9v5d5kP08EiXJrN7eWl3JusJBjvVmS++jqcCEX5mawrzGJdeVxLEjyk0zwMiNtyc4lSBvhCgeyNVGUZOdSXlBMaUYC/i5muFkbEuRqQXO0nJmaaG4MZvJkvIA30418t7OZ11ubeD1Ry3ebOni7qYPvNrXwZqKeFytLuTuYyrYMGZ0eBrT5mrC7SsmJvnDOL8nl7PIaji2u58J4I4f6ojg6N5w9rWo2VSqZqlQx3RbN4f4kJkp9aAwwJkuuR563GWVBTlIec3mYOwuyQjg21s1nm4a5sHkxp5ZVMZKrYltfNhMtGdQGOzOU4c1keTAHu5K5JgQu27q4OVHH5RX17OopYVlBmCTS39OTxt3DY/z4/HPeP7rCi9tnGW4sJM7NhDSFMSVB9lSGOdCWrKI72YO5ic50hJnR7KVDi5cWAyEGzAs3YmG8JR1KBEHXAAAgAElEQVQB+hS7zSLFYTYx9rPxNhMB4LOwNdYmyd2GlrgQ6qJDKQlVk+vrSaCtBTZztLHSmyUVsIC/i+urgTAgmBpgZm4kFbBo9UTxCqeRMO1/7Is/8rbELtfDUo94mRF57oaUehlTrjKlSm1DjdqO+kBb+qOc2JSj4lBVGEdrI9ldFcrB+ijO9KZybkEux7oz2VUayZ7qKPa3pNGbEUJ6gAtJ/i6Ey60QbZSfsxkyUy3cTWcT7GyOxsuJRH93YpTOaBRWRMttCbXXJ0okevjYkxfkSZafjHRPS9IUZuT4OlMcqSbJ35dQOzOSXQyJczDA19YAN9FHK+ylU9ffR8Z/Pr9bwFVhHpT52ZLvbUmiwopg5zm4m2sTJDMixc+OnCB7coLsyAqyo1DoWn31KVHqUOVrQE+MFUtzXFhT5s7qEjeW5zmxIF3JRHMs29sj2NasZmd7MPvmRrOnK5TxEh8K/B3oTw3j+mgV98ebJLnk+13t/LC7h++2t/Buei7v983n3Uwfr4QhXRTvhiYer6/hyWQdz7a08XhbN99Mid63knsra3gw0c7z3cJS2MiVoWxO9uZwvC+dc8JjvCCf0wNZHG5LZlleCB0R7lKYtsxIB7mpLu5mugQ7mZMdFUh5RhKNJYVUZiYQJrch1deZ8dJQLs9N5suBBL5elsvLra18u7WbbyfbeD3VxdtNXfywY570fLe5m9frmni1poaniwq52alhX5EfbT4WbC5VcrA7nDOjxZxc0cL5DUOcHe9ga10g4/nOLEm2ZDjWhJEES1YXeLCvU8O5oXS2VAfQGWVNQ4gNjZEymuP9aU0Jok2jZF1LHidWtnFkZQ9bOzNojpWztiWFuig3OmKUjJeHs7k6lFMLcnl5dAl/uLKZ92fX8vLgYi6u7WJdtYZVRYHsn5fDrR0tPD7Uy+Mjg9w/tIShykSixQfMUZs8b1MKfIwp8TWiWGVInqchcdazSbGZRaHzp9QptekJNqXLbw6FTrMJs55FhLUWQdZakmJLpCwI+16AoxlZKleyfeSkyF0INDdC/BwcTPVxNTfASUSKztH+OPGWdrRa/+BgiR54tkTtEJZEQeUwMdD7SOjQF5pmXcyMRWTPbKIcdMmXG1GqNKHCy5RqPxsqfK2p8rehI8KZRYkKthb6c6whSlotXRJCnwX5nOpJZl9jLPsb49nbmMjexhR21MaxpCiG7BB3lLZGklZeCH7EFV/4v1XW+kTKTIhxsyTAwQxfqzkE2eiicTGUCjjWw4YQ+zlE2Mwixk4wzPTJUVkR62GPytoADwsdCShhZqaPs7MVSrkjPgo7gnydCVPLCPb7b/iBq0Jc6Yz1oyXanUIfW2JdjfAwF8MaHVSOJiT62pMX4UZhjAcFofbkewmx9WwibGeR4qJLdaAFXXHO0tOhkTEv25/Jpmi2twSxvSWYA/MzObAwnl2dwWyq9SbH15q93SXcWVHOi20dfL+rV9I6f9g3yPczPXy/s493ewckbM5rUShb2ni1pZ0309282tHB883tPN7cwsPJWu6Pl/P1uLhO93N/cwvXFuVKb1Qh1DjUlcyBhmhO9mRwvD+T6cY4FiZ50RQmx8d4lpTT5GllhNxMF5WVPoneThTFBFIYE4BGaUu6yonVZRquzs/i9qJc7izO595YJY/XNPBifQsv17fwamMXr7cM8mZTP282dfFGoHDW1fJiRSVPR4u41RnHxbpItmX5M5bqzOYSD6bK/djalMzO3gI21kWzINGZmgBzijz0qVDq0aQ2ZihFzs62RK4sq+TcwlxWFnjRo3GkM96dzqQA+jKCaQyTMVIUw+55pWyeW8Xi4gjaEnzY0ZlMr8DzZvizriqKqTJ/Lg5n8Hp/L++Pz+f7w4M839HO5ysq2NGcypqKGHb353JmaT4nF2jY2RzAVGsCpRFyVBZa+Jt/gsZRfPh0ibHXJkj04mZa+JnNksic2U565LloU+mmQ62btlTUoZazUFvMxtNM+G61JJueyGj2sjaSzAqeZjp4mAhyhx5ejrYEimKW2eFsbSRJWqWcpH/wo8VpLPbz5sYGGOrrYmWmh8zOElsLY8lLLCyAIppT/DuxuxUGBBGYniWGW+4GlHoaUaY0o0RpJhVytdqejjAXlia4s700iMNNGk63J3G2O51DLQnsa9RwsD2FmZp4jtQncLw7h0N9BczPDpP071Ymc/5ruCbWaVYGH/fBoh8X2mZXw1m4CN21oSCdfiqprOyFRNJES/p+Btjrk6CyI0XtQIC7BS62hrg5GBGktCMn2p26nCC6ysLpqwijrei/gZVti1KwKDeB+al+NIbIyFSYEGynj5uFHkLE7+1kSkqQnOJ4P4piPCgOsCbHXUSP6Ehv2AyFAaX+ppQH21Id5Up/pi8TdUFsafRjR1sw++encGA4kZnuCDbW+TGWH86loQKeTVTwZlc7L7d38/1MP+/Es3seb6c7eL2zT7IMvto+l7czA7zZ2cXLHa083dIigesebWzmwfoa7o1XSIKOpzv7uLW6mnP9qRxsi2dXfRyH2xM52BDD/qZEDrQksL44jIVJPlSrHXHQnSVZu9yMP6YnugskrLUeGrkVGndLktzM6Ivz4GhnCteG8ri5uJR7y2t4sLKOJ2saeTHVzvc7e/mwZ4B3uwb5fnpQujl8t72DV5tqeSJuBksKuT4viy86EzjcGMdkhYbeWDuKvU0lJVGfxo1+jSu1KjNy3AxIkRmS6WZAub8FY6Vh7O5MZ2tdHGtKwhhO92YgwYG+eGd6U/yZlxFIU5gTQ3mhbOvJY6w2g/60AFoTlEzVR7G8KISlhcFMVIWzqVTFxQUpPNvRwrPtjdxdXczV4TTO9MZKWJ/JygimO9M5sTCPI4MZbGwMY1FJCAmeNrgbz8bT+FN8zWfhYzYbd4F+MZ4tBbWH2c8hztmQAm8b8uTGZDvokm7zKZEWn0q7aoWArgvfrZEOpqZzMDPRwUbMWQw/zhWEMMbNwlBKDPRzc8HORB9j/dmSaEO6Kkvm/0+xMNKVwsbl9ra42QngvkhVsJNOQ3Nj4d/9iOwRYg8R1yIptvRnozIXO3Edcl3nUKQwocTTVCriUm8LSpQWVKqsaQ93ZmGcnA3ZvuwoCWJfZTh7SkPZXx/Dib5cDrYkcagpgZNdqRxuSWSyKoGKCC9c7UwlwYcIM5coIIIyIiKDhCBEqLkkYYjYG4sCniWptGwNZuPvbEpDbiTTK3o4sK6TDXOzmV8WznBVBDsHc/lqWxsvzy7m3v5+vtrZxK0dtf/3Dfr/zQeeF+fJWGEqi7NCWFKWxdK6JLrzYylKCCI7SkVhZhKDnRUsas6gMcOXJo0bDWH2pHsYEWarTYj1bKKd9MhSWVMb4URPspyxIiVrq3zY0uDL7h6RuBfDtrYQVhUpOdaVxdWhfN4IfMz2Zol39d3OPl5v6ZQK+NXWBh5NNvF0cxdvdg/y/f55PNsiEhbK+WZDDQ83il1wBV+vKOL+eAmPJhv4en09V0byOdqWwExjHIc60znVncqJjlT2t2WwuyGB9SVhDCT6kutpgZnOLBz0ZiE30pUsa6KQBdtKYTSLAGtdagLs2VLoz/nOeK6PlHBneTX3V9Vyb3kFD1bX8mZXLz8emcfPRwf4g5iGb2vj/c5m3u1s5N1MB9/v6+bdribe7urkzuIsLszPZU93AQU+VniazibOdQ5twdZ0hFlRqdSlxE2XUi8jqtXmjOYHcG6sgsurK9janEhXnCd14TIGExxZkiVnJD+E4Qw1PXFy+lO8mWzLZkVNBo3RShpjPFhbE8Nwph/LCkJYWRzCuiJ/Lo/kcXNFCZcXJHO2V9xKwjnQFMC6PDfWFHqzry+Di+MtXN86wBczwxxZ00WJxhdPawPkpiIeVgulhT4Kcx28RXslCBMORqS6mZEoM5H4TgJwH2jyKT4ms3A0+BQzAbHXn42p6GMFy8pYVzLTi8whWyGCMNLGSsgyDbQkGoZgc4t/L05SoXYS1247Uz3crY1ROtjg5WJPbKgfod4ehLnbESMzJlFpSYy7uLrqS8F4AvAuKJVCiCE43wrh07XTJVM2R0rXEFfrYoUxxR4mlKksKQ9woExlS52vDYNRMsbTPZku8edgTTgnhXZe3OI6kpmuiGSmLIQD9bFMNybRnhyKn4ul9P8I/I4IExdkDVG4uuJrlzy+H+WRxnqfYKH3CWEKS1Z0ZvPo0lZ+eXaF91+f5JtDI9ze3iFJZt9cmuDF6RU8P7mQR4f7eHy4kwf7u3+/gBdoPFhXns6ygkQOTW3k2d3zvPz6Ene/OMLV01u5feszvnt5nXsXt7F3tIxlhd5SilquypxEmQEB1lqorHRI97GkMdKRdo0zQ1lyxgo9WF/py8ZGfzbW+bCmWMaSTC9O9mRyfUkxz7Y08O0WUcCd0iDr203i5O3n2ZYmHm1q47EQa+zu4+2eTh6uq+KrpYV8tbKMBxuEoKOeb8ar+GZdJV+PV3N9WTln56ZzuC2NnfXxnBkQV+l0jnQI8X86e1tSJPpGT5IfMU6GkjDeUudTnA20cBGZRUYfxQ8yg9nEuxizPMWdQ9VBnG2L58bCYh6sbuDheA2Pxsqlnvzd/rn8fHyQX47P4w/7+3k/08EvRwf57exi/v2Lcf7nlYX8/WQnfzrUzrdrMvmyN4bdJX5Ue5qS7DaHzkgL5sVY0RJiLimvSr0MaQ+3ZKzAiyvravn2xBIeH5jPFxONTNbF0BTmSFu4LUOp7iwtjaE/xY+eeHdao5xZXB7HotI4ykVQdYgbY+VRNEY6sawolCX5gUw1JHNzop2vt87lyooqzi1I4MxgFLvq/aTiXV3ozZ62CE4tyuP00jzOrW3i0tZ5jLXlEatyw9PGUJL1qeyMCXSxJMDeFLWlAWozkbYohlQ6qC2N8LEwQGGqg8LSQALPCz6zEAg52lthZ2OOnZUJ9lZGWBt/xOyKAhP9pHDnSH2lJCUUxSyQsQKyr4u/ixUBzjb4ujgRIHekIjWK1vQwhvPVTBR4M1Ply84qNcuTnahQGhFlq4fSTLwcPsIEjfQ+lX62odbaJDnpkyEzIMNZnwyXjwWdozAhR2FGrocZZeLz62/Dwng5m/LV7K0K4XhzDHsb49hWHMj+hmiOtMazuzaabQ0J9KYHobI3wVD/Y88ulGLiBJbcRrqfSCRSYVIQWVhu5loM1aXy4Nxavr+xhXe3Znh5YSv3dnXy/NB8Xp5awutTo7w8voBnR3p4dnyAV+dHeHVuye8X8GCUBxPVGaysKOTq+Wv8818+8Le/fcff//qG3355zF9+fc6ffnzMrz8+4+39w+wbyqQu1JaiAEdyfKwJdtBHaaFDnLsZVaFOtGlcGc7xYmWZP8ty5Qwm2zGabc9IugPL8oI52p3NzSX5PNnYzNONTZJQ4/mE0Dx38XxzKw+nGnm4qYUnW9p5O9PNy21NfL26jLtjpdxfLSbR9Tza0MbzrT08XF/LraXFXFqQw7m5wrCQwUydhuPtyRxpiWemQcOelhT2NiaxKF1NT6KPJLwXfKY5Wp9iqvMRRCfiT231PkVhrE2FjyU78j05Xh/K+a4kvhjK4d6KMh6tKeX+olwer67j3Z55/Hp8lH86tZhfTy7lt9NL+LfPxvn3y6v4nxdH+fupYf52Yph3m6q4NxjBhXp/1sU7kScTqxQL1uY5sjDenEa1ESU+ZrTFikGgLycXxPJouoane7v4ZrqZW1PlHJ2XzKoiP/pSfOiIlTOYHU57sj9dMW7UBtvSkqikPzuEPD8n8vwc6EvxJdfHiuHcYMZKI9jZnceTmV6e7xvizqY2Li/L4MJCDUf7I9jRGsHaUm+2VPtwYkEGF5bncX5FKRcnWti3uJKalHCC3B3wkXaeFoTIbVHbG+Fva4aPpTE+9pb4u8kI8PDAy9EOV0sDlA6WeDhZo3R1INDHg7iIEELVKtQezvi42OJmZSRxqCwNZkunpNAhiEcQQUW/bGaijYG4ZlvoEy63JdjViRCZPWXhCtY3xHNkMIXLK/K4Mj+Ze6MJPF1Xwp3RVI5WerE01JYGd20SbLVQmsxCXFvNRZC60Sx8RAyOyLISkD7BnxIRsPb6JDvpk+pqQKaHCbmeZpT7WNET7shYmifbioOYKYtgd1EAh1uiOdKVzM7aGGYaY9hYGU1bvDe+zhaS7FJMycUJLMz5wuVkqP8JpuL0FXRLLxMOj5Xz6uIKXl9azuvPxnl5fBEvDnTz+swi3lxcyXcXlvH63GJ++HwDf/xqF3+4u5f3N7f+fgH3hzgxUZ7F9oEFPPzmAX/96w/8y9/f8G9/e8vf/ukZ//zrU/7657f89a9/4C+/POXGoaUMZvlQHSon39+BcGdjvK3nEOwwh2w/O9oSFQxnK1la6Mm8RCuaQszoT7CiI9qWsYIw9rek88VwHs+mGni8oZ5vN7fxdH0DooifTTVLhSuMCk83tfF2Tz/PNzdzb10dT6ZaeT7VzrOpDl7uGOD5dC9fjZVwbSibc/MyONmTwt6GZHbXJUoFfLQ9mT2tCRzszWaqPIZ5aQHUh7pjpC2IhQJ49inasz8K5A2Ex1VnFgozXZr9LNmcLudobQBX5iZzezSHe0tzeLK2hGcbqvl2SwcfDi7it3Or+dfPVvEvl9bw94vr+ZcL6/nrmVX8dmyEX46MShC+S51h7M11YVxjR7lMjyALHRpDLBhNsWW+xoK+KEsWprqyvTmWUwvzOT+SxKVFUVwYieXscDTnF2s4O5rBsQXZbG5JoiNBKHlCGMxSMxDvRI3agkaNkuY4L9I9rMn2sacq3I0sX3vm5UbQl6xidbEfN1cXcWtNGV+uKuTKsjSuLE/l/GgihwfjmKoOZKYjjsvrG7mzpYUbkzWcXFrMxqYYBvIjSAvzw8vWWDIReFvpS3tzAUqP8vIkzFtJsJc3Xi5OuNuYoXK2IljuiMbfi+z4aHIS4ijPyiInMY5IX3fUrrZ42pvj6WiJi6Ww1OlgbqQjaY6Fsd1KmCTMdLE01UXoEyLdbIiVO1Hh58BEaSAXhjK5NJTKleE0vlmez+upSn49PcqPR0Z4sDSX48W+bIwyY2mIIQ3u+qQ56BJsroWPiUD9zsLVWNwYtAiwnE2YjTaRNsKEr43GXo94R30SneeQ4mJIudqemkB7esJlrE70ZHuBP/srQthbEcZMbTQ7q0OYro5iXUkoVVFKZNYmUuGK01f0vcJmKbfWI15lTXqIA/PyvfhifQFvTvbxh89X8NPtDfx0Yx1/ujPFb49m+O3JQX57uJcfv57mp3sH+OOdg/zh9l6++3zy9wu4XW3Nqpx4Dq/dys+/vOcvf37FX//yrZSB9NtPd/jzT/f4259EJtIb/vLzY17f3sfmzgyqQuTk+NmjUdgQIjMnRARbK8ypi3GhJ9GV3gQHeuJsaI2woi/egUq1JYuz/ZgpT+TzRaU8n2zg2UQ9T9fWcW9lJd+MVfJ0qpWX2zt4NNHAk00tfHdggEeT9Xy1soL74w083NAukTde7Rvm8ZY2ro/mc3Ewk/ODWRzvyWBvc5K07z3ensrxriwOd+dwYriClSWRdCV4E+9qKSXBi+IV8HDxq7RXlHqYT3E11aVeZcFEqrhCB3BtII67S7L4ZjSHJ2tKebu3gx9PD/PruUX886Ul/It4PlvDbxc38uuZdbzbs4DXW9t4vK6Os+0RrImzYDjImFKZDkEms3A31iLKWZ+qABN6NbasK/bmSE8819c28dWWBZxbXMjuJl+m61VMNwRxeCCRGxsb+WZmPlfGa1lSHEFJkDv1Ee60RDlQ7mdJRbic6ggFad6OFIR5kePvSKqvC+2pYRLGZizfm2NdEZzqi+DCUCQXF0RzZWkSFxbHsbszmLWlKo4O5XBzxwA3J2s5tyie6ZYQVpf4s7xKQ3W6BpWjBXKTWVIv7GdnSrSXjOzoKBIC/FA5WROidCUlIoTsOA0F8bHkaqIpz8miJCONwtQEcpPjiQrwRiWzRkASvFxsUEqwBBOcLA0kJ5jEIjPRlv4sYkEVtiZEuDtQrLJlRZIL+xqiuDJYyMWeHI41xPJkRRUfZgb4243t/PbZDl5NdXNR7HULPTlT4c62ZEeWh1rSozKixEWHSMtZOBt+pE26/ONEDrQSE2stIm10iLTWJsJGW9JDpHlYkOxqTK67KfW+lgzGOLMqUcH2LBW7S4LYXhbMtrJgJgoDWZQbRLq/Cw4WeujofiKBByK8LJhXFsH0cBEHlhZyYXUBD6cr+O5EK7/eWMKf76/n78928R/fn+L//Pwl/+vn2/zPHz7nX99d4ZdHJ3h7bSNvL67g1amR3y/g+Ro5S9MDObxuBR/ef8s//fSEP//8hD/9fI9/+nCdX38Qz13+9Md7/PTuFu8eHmf3SLm0z032sifFx40EHydiFaKIDckJcqIp1o32OBf6kuX0JTrQpXGiRG3NkoJQdtck8/lIIU9WV/B8sp6HYxXcWVLKw5U1PBOn7PYunmxp5fnWFt7s/kibvDfRyt3V9dwcq5fQsc/3DPBwqoHriwqkPe+5udmSFG5vSzKHu7M43pnJ8Y5sdjSkcWhuPusqImmNdMXVWJdPtT/iRv+zcMUQQldPG2MjPbxtDWkLsGAy1ZUjtcFcHYjj+lASdxZn8GKyij8e7uPXM4P8cqKXX0/08Odzw/zTpTF+PbecHw4t4PFkPV8uzGR/TQDLYy3p9jeiUmFApPksvI1mS9d3R+PZZKmtmemO4dZEA88ODPPy0CIe7h3hypp6ttUHsDLbjQ1lgezvT+LzdWU83tXLvS0d7GhPpirKhwLhufaXkSvEAgHOFAXJyFK7kRvhS6KPM0n+HqSpBYPKkaWFak7MjePcUAxXl6VwY20RtyfLuLwik60NalYWKDgxIvbAc7k+2cDZkQR2twYzUR3IuvooGtJC8XW0wN/RiiA3e0JdHcgMDaQyN4+W8nrig/ylE7Y0M5uStFTqC/PJ0USTowkhM9Kf3JgAsmKD0QT7Ee7nSYi3BwEeMvzcHPGR2UsRoAK87mBhiI25Pq4O5ng62eDlaEmChyODUfbsLFZwsDGRi32FXB3M52RLOncXVfFmex+/Xpzkp+ObeLF+Ll90Z/PV3DQejeZypTGawzkKdmQ4MBJsSoWTFhpbLZwMRUazuF4LkugsVOazJapGiKU24gm10SZCiJlsdImx0yPZWZ88uRENftbMC3dmLNaVtRlerM/2ZV22D6tzA+hN8kLjbYeNmQ6pgXZsm5fJzX2D3Ds6woND/Tw91MXzA428PlLP+wu9/HpzOf/28gD/4+1F/vcPV/j/fr7Nf3z4kn99d42f7x3gzcVlvDjcw7O9rb9fwBvq4hhNUTDVksvVI7v445sb/PT9V/zy/kt+ffc5P708w4cnx3n/9CTvnp7l2zuHOL6hm6ZEf5K9ZGQEepEZ4kWSnxMBIqXezZKycFc6kzyZmxlAb4qcunAHCtVOLC2OZU+buELn8mBpPo9XV/BwWQX3l5XzfKKRp5NNPNjYwpOtIsCsVirwxxNdklDj1liFVPh3VlVJf39vvJwvFxVzbaSYM3057GtNZV9rGvu7cqVJ98HWDDbXJjFVEcyaPBWlPpYYSGFasyVioaAWinWFIDRYmJviYG9LqLstvcFWTCQ6sKfMjwu90dxclMjjtbm82VzF9zvb+H5XG+92NPFiYzXPNtbxbFM1jyYK+HpVOp8NRrOjWM5wlBVNXoIeYU6crTZqk1n4m87CzWg2LmY6dKfL+WZLAe9PzuO9hH+dz8NdPVzf0MhMWyRL011YW+LPvp54CQl7e0M5X22o5MhAOm3J/mQFehKlsEfjYUuarzM5Aa4UhfuQEexJgr8HsSp3KS40wMWCsbIgzo2mc3ksg9tTtTw5MMizg3O5vbmKmc5w1lf6cWZpEdcm27i6poqTgwnMtIYyWRfCeFUQlRpvAt3siPSUkR7iS2ZkJA2FpXS39rJ4ZL0EpEuNDCZToyE9TE1+bCgxSkfC3a0JV1iT5OtCkq8zyQGepIb5kRzqT4zaizBvBQFyZ1QuNng5WSGzMcPGYg4ySVJoh7ejBUVetmxId+ZQlS+H6hM41VbAteECzvUVc76nmIfLa/luzyjfbh3lznAtdxeU8GqijdcTfdwZLOVKcxSnq33ZmuzIkI8RzUrRA3+E7gtbpPDzOhnNxsNUC1+LfwTK22gTaq1LkEDliGB5Wz3i7XTIkZtIeusmHwvmRziyOF7O6nQflsXLWZblRVuiJ+WxbuxfUszDo4t5dnIhr88P892lhbz7bIQPl5fz7vwIb4638OF0K3/+egP/+u05/sers/zH+y/586Pj/Hh7M69OD/D8QC2PdpTwaLr49wt4W3ceyzLcGYx1Zry9hrePL/Hh2+v8+PZLfvnuKu+/2c6br7bw7Vc7+fbeYR59uZtz0yMsqc+kLEZNbqSafE0UBZoAwt0t8RUwax972lPVdKX60RSnkOI/StR2LMyLYG9HJlcHs7m3OJc7i/K5s7iYJ+sbeLm5mQdrq7i9ooKHIqh7fQPfbGjn5qomvlxUzrWhfL5cXMTtVRXcXl3N5aF8Phsq5vJIESdEATcncKgjg13NmRzrzWdnQyqba5MZzw9gXrQjIdY6zJI0tB8LVwC/xcpCxHtYmBtjay0SGCwp8TJlcaQVG7NdOd0Zxq1FcTwaT+PVZCGPxku4u6yQu2PF3FpexpUFmZzrCONYgzczpc6Mp1rTqzaiSmFAoesc0mRGBFl8SpDw8JqLK9ynyCx0Gclx48sVCTzaVsqTmSYeTtdImbunhhPZVOnNqlwZGysDOdQVz2eLM7m2LIPT8yLZXqemNsyJRKU9MR52hMgsifZyJMlPRnGMP2kB7mSE+6F2tUdua4SHrSHjdWFcGc/n9qZavp5u595MB3e21XNtbQHTrcGsyldIDrILy3I5O6zhcHcYezqi2NKewGihSirgYDdbAh1MpZO/uXrQT/gAACAASURBVKSCBX2DrFi6gUXz1xCr8iI50FtKnYzxcCDK3YpIpTPhKgXRKjkJ/goSvJ2I97QhwduOBF9HQt2t8XO2kGx4oZ4OhHq6oHC0kqbUjjZGKJxtCJVZ0uhjyZYcV/aV+3KgMpaz3YVcX1rDFyO1XOwr5auF5dxb3cHtkQZuD9Zyb0kZH/Ys4u30Ch5tGOLr0RKudkSzL8eddRE2LA41pNpDHz8zbcTcQ0f7I3XDTkTjmGjhba5FgLUOQVYfiznQSpsQK8F11iLRYQ4pznMokBlQpzSmM8Ca4WgZQ+GOjCa6MVbgzeGhdJ6cWsLzM6v49mQ/353t5d3FQT5cG+WnW1P8fGsr7y+M8epgM9+fbOOXmxv40729/PjVHl6eHObZ7kq+2ZjKvQ3x3N+czvenO36/gDfUp7G6SM1IghOjFTk8vn2eH17e5MObL/jxzTW+f7ifN1/v4dt7R3j16DyPbh3m9PQiljRlUq5RkeyvINrPk4RATyI8bAlwNCbU1YyySA8aE31pTfKlLd6HZo2ckZwwdremcb4nTdIVfzmUz61FeTxZX8vjDXXcXpTDzSUl3B1v4vayWr4cq+fykgouLcjn0rxcvhwt5fryci4uLOZ0fwGn5uVytDeDA52ZHGpP58RAAQd7CqVTeHt9ChsqYqXpc1WADVb6IsbyozFchGr9J3LU2Ejk8+hhbmqAq60paZ6mLNbYsavYg3PtIVzqCOb6cCiP1qTyYE0eX68q5Kb4sPensLc+lF2VAeyuC2ZlujO9weZUCaO5fA5pTtpE22hJw5Jg649TUfE1iGDqsnA79nUHc240nqurc/l8VRoXFoaxq96diUJnJkvd2dsWzon+FE4NpnFiIJGZ+gCWZ7tRFmBNkMySAGcLVA4mqJzMCPewJT3YnVS1G+nhvnjYmuJkoYerpR4jeUpOLYrjynguX2wo5NLKDE7Oj5a016sL5Awn2LCjzo+TQ3GcGAhlX5s/+3oT2TNUwkhxAJXRSiLkNvjaGJHl605VSiKtRUX0VlZRn5JKvr+C8nBfMgQ2WGFNfkwY2bHRxPt5EKV0JsbPk1g/L/zsDPG3m0OgizkqR1PcrfSljONQhS0R3s74OFsiFyexuD47WZHjZcfCOHd2FqmYqQjkcHU8VwcLub+2kTurO7jUX8nng2VcGijjWlchN+YW8mJ9K+/3LuPV9EqebV3C4zV13JiXwNEyNVtS5KyNEy9YE9Ls9RBFK8wQ/2mIEAmSgs3saa6Fn4U2AVZi361FsIUYeGkRba1FrARu16VQpk+FwpAmbzO6/a3oDbFlabobV1dl8uToAC+Oz+fNqR6+O9HOhwt9/HxjBT/fXM8vtzfx8939vL+yhecHOnm6q5zHu2q5M1nMl6MRXBn04rM+OZ8P+/Dd8Tr+8nDX7xfwYHooo9nejGjsGClI5avPDvP66XU+fHeHn364x4/f3eSHl1d4/eQib559yYtHV/j81BaWthWSEehKsKstIQoHYn1cifV2I8LNmgAnMwojVcwtjJfsZ0vLI1heHcvS4nC21SVwtiuNM81xXJmfz+0FWdwdEVLFYm4N5XJ7SQU3l1ZxbaiEy8NFXJyfy/mBTC7PL+TaSJF08p4fyOVUXw6HO9OYro9nV0saR3ryOTtSLXGf93Xlsq0untGcYHo0SmJcRGykOHk/so+MDAS83Qi5q5zQkEh8vf1QeXoR7K2gPMSZ1ckubC9y53CdmuP1AZxuVXJlUIRwx3NtYQJne8PZWaFkQ66M1ZmurMz1ZG6MDS2B5hJVI99jDsmO4s09S+qnAq21EMhQseAXO053e0M6093Y3hzA4XmxnBVT58FADrT7sq3Gh601Ko70RXFqIJGj/akc6s1ga00YSzI8qQt1xNNG7FN1JYOAyGfydTQjwc+FBJUTMb5ueNqZYWcqKJo61ETas63Rl53tavb1hLKnK4jJcoWE5xlKsGVZths7msI4OpDA4d5wdjX7c3JFHSfX9zNaFUdPSQoZQT6EudoS5WJFgsKeVKUz2Z6OxNiboHEwI9PdmgRHE2JdTEjxdyfaU0aw2OHKbFC7OaCWO6O0M8fPxV5SXgUqZPjLRXqlJb6O5gS7WRPu6YjaW4Gn3IVQuQO1vg6MJboxXezHdHEgx2uTpM/M1yvKuDZcw4XOQi52F3KiPp3rvSXcXpDNiwmRGb2Ex+sHeTrVz6N1DdwcSudYVSRb0pRMpDiyMNiEctc50jRaJCeKrCaJcaXzCYa6n0jSSBcxrRbB7RZaH4vYUoswq9nE2OqQZK9LlqM2BS56lLoaUOluRLm7AT3R9ny1uZL3l8f4w5XF/OXhTn57sJu/3N/EPz/exT/dneanGxv45e4ufrp3hreXtnN/axNfLIni8gI1l+d6c67LnfNd7jzalMmvt1bx1+enfr+A62N8aYySUaUypTLCn5O7N/Li4Rf88PYeH767yx/e3uDdi8/59tFlnt87y5N7l7l0aB2dheEEuVri62xLlFJOcqAKja8nYW42BMmsaE4PZX17GuM1QSwr9WVxiS/zsgOZqo7jUGMshyvDudSXyY3+JL7sS+fGvGxuLcjmi6ESrswv5PzcPC6NFHN+MJczc7MkxvOVxSUSTUGwrfY3xrG9MoYt1XHsaU/naF8Bx/vL2N9ZwOG5uWyv07AoQ01VgCNOhlqSukfs6kQBCZO2g4Cs+aiJi04g2E+FSu6Ct7M1aUor+kOtWRpryfoMZ3aU+LGn3JPdFTIONCrZXePB5iI3NpZ4sibfhbF0examODA31oaWUEuKlAaSPzXRyYBoBx2pnxKKILHQ//jG/1TS+/q5mtGXqWBbcyinFybyxZoCrk/Vc3xhDvu7ozgxGM/h3igO9sRyUFgzm0NZX+rNghRnAh30pNWLwL6IE93TzpQgVytC5dYEezhI/aPNPwgSEXIjRjJkLMt3Y1mhgqX5bsxPtqU3xlIy7gvUzpFF5RxbVMy+vnh2dcVwYKSI7YOFtGUFU5YcRnqgN5EKJ3xtTAiwMiTc3pAEB2MCLPRwN9SS0ERRChnJfjI0/iqJB6W0MZZuB0EKJyJUSkK9FKgVLqjdZYR7uUu3NtGyuFvq420zhwhPO0J9lfgp5KSoPGkLcGNJrBOT2Uq2ZHpzoi6BC22xXBvM4ERzJqfqkzlcl8SZmniu9xXwcHkRr7b383hikNuLGySQwzdrG/lCwAbKItiSpmAqRcbycCsaFIaEWQpc7EewnSTDlGyKn0hKKpGeYDtnFnJp7aSNv8VsgkUB2+ugsdOSJJqpDtpkO+mS76pPodyAVQWevDjUzvuzA/x0dSH/8f4C/+e3J/yvX+7z7z/c5s/3D/PD5dW8v7iED19s5duzG/l6ezfXliZyca6K0+2unO5w4/poBD+c7eG3h7v428tz/50C9qFQ7Uiejw1p3nb0leVyaOsq7n2+nwfXZ3h0cy+Pbu7n4c1jUl7S7WtH2bthLlkhthJ2VW5jjK+9BaHuTkR5OBLiYkGo3IqONBVrG0IYK1XSn+pKb7I77Uk+rKtKYFdtJIdrIjnfFs9nbTFcm5vJzeF8ri8s43xvDmd7s7k0P5sLA9mc7c3ibJ/4fQGX5hdzcbCQUz3p7K3TsKksls1VCRyfW8iZwRL2NGZwsD2DA90prC8OpjvGDY2LMXP+ASMTFEJhFBeIFBvTOThbm+NqY4HMyhRXQac01sbDUp9MNyPaVHrMDzWUoj9XJstYnebEmhwX1uW5sipPwcaaEFYVKxnNlDEv0Yn2SFvKfcVpZEySyxzinAyIcNSVqBECRypuANq6Asuqg5WFEQ62pqQEOjFZF8jV1Xk8OzzIq3Pj3NzaxtnRdM4tTuNQf6Tk491Y4cOaQlfGchxZmG5PgsIQc5EFpDNLigeRWRvhYWUg9ZXiVPNytMDR0gBLEy38HQwYSpOxNN+TsVJvlhcrWV6sYGWxB2uKPZjp1HBirIpDo1UcGCpmV38mGxoiGchRST1rkIsFcZ7OxKm8CHFzwc/KmGAHY2KcTQmyMUJupIOPhR4BdmYk+rgS5eOLt50ZakcLaScc5uVKsNKVUJUHUQEfo1NEjx6scEIlCtjaEKWNoTTw0vh7E+HhSqrgjPk7s0Tjxto0bzanKThWFc2lDg3HmzXsLY7mcEUUB6o0nK2K4Ms+ESVbyYutvdxe2srVviJujVbx5Ugp59qS2Znrz0SSK6tiHVgcZkWTpyEaG23sjD7KLsWLUBghhEVR6JtFbyw8yYIuaSvFxQozwiwCxJTaShh5tIiw1ibSVpdoe11KfU35bCiMbw9U8/ZYCz+c6+O3e5v556dH+e3xEX7+ahcfLq/j/YXlvDs7wquTC3m4u4Pbk4V8Pp7GmUHhT/bgWKsn99el8uO1IX57tI+/v7n8+wXcmxFOR3Ig7SmBlAU6kOHjQEdxJid2ruHSoWWcnxnkyqHVfHZkLSdnFnNi9wo2DFaR4CM++Aa4SRpZXdR2psQoHCXoebSXCyXhbnQlutAe50x9jJz6aBmVoXb8/4ydZ1RV5xauT1SQ3nvZsKl7w6az6b333nsTpAjSFLCCKIK9YO81dmPsxthLEmPUGI0aWzSaYrrpMc8da3nuHfdfzo81lMFP1lzf/OZ83+edkOjDosJgtlaFsrsqgB3lIRxsj+FwayJ7BRzs2DgOdqZwdHISexpi2FmfwJ7xaRzoKebtKWXsn5gtDqwWFYawoDCCNTVJYvu8aWwKq6vi2Nocw/IyJeMCLUh30sNWZ6QYPSm0SeqaquLpp6elguCOEXi9AuvJTMiQNdcVW1KBuOhirEqyzWhqXAWahi7tIWa0hVvRGWNLb7qgHZczI1vBxAQ7aoIsKVOaUeBuSIqTNlG2mkTYCMWricxYRSQWCqe+pvZo9PTUcbSzwNPFHkepOb5yMxaNDebS8nJu7ZnGrbf6ubymnkMzktk7JYLN4/1YUeXJwhJXBvMc6cuwYXKSJQV+pmJcpqC/FVwwQmymo7EmMgs9sXg97MyxM9XB2lAdH2tNZpe4s7Daj2WNgaxujWBdZzhbJkawcVwQm1si2NObz+GFLRyY18SW7gxmFPmQ5G6Gk5C+qDcaL6kFUb7+hLq4ECQUn7WeCNZTCDGdemrYaQk6chVcDTWQGWvhbCSY303wcbDG38UOP7n09VDL2w1PBxtcrIzEgaGnnTnejhICXOxFfJG3nSUKUx2CTNSpF6ibEVKmR9izLEnKphxv9tX6s2NMBBvzAthQFMD20miO1EVytDGJD+dWcnFmDW81ZLGvNoHDbRnsaUhgd008W4uDGU62Z3aYGZOVJlQ66xJjoYFEVwUNjRGim0nUYYvRoq9zlYQNxWt5pNBavy5mIX1SsBFaao7EUksFa2Gv76jPvCo/zs2P5/r6Am7taOT27nHc2d/JJ9uauLG+ghsbq7m1o5lbO1u5sb2JD9ZXc2ZRJu8MJXF8dhJvT41he6MP28fIuboggftHOvnuw218f+fEvxdwQ0oonXlRVITIyfGREGmnT4SblNrsaCaUR9FREsni3hYWTq2huyqenrEp1Gf6obQVcnK1cDDRwNlYRTQBBFho4iO0Vtb6+NoakOZlTYanufiUBtlR5GdMmdKKSUnerC8LYG2BBxvLItjTEMqusdG8WR7MvrER7G0IZU9LPDsbE9k+Jo43m1LZ21UoDqnWVUcyPz+AofwglpQLNMUENtQmsawkjHU1Qn5uEJPi7cl21sLLaLSojPm/REMNDRW0NEaKebV6WqPQ01XF0EATC2MdUUAgtJ1ClqyB5gjxjxMmGU2VjzadkRZ0RkuYGCulN82JySm2tERYUOplSLpclzS5HvH2WkTaaBJqrYm3uSa2BqoilV/4smtrj8bAQBtzc0PspZa4yqRYWxji4aDPYLUvF5bkcm3jOK5vHc/7q6s4NpjB3slR7Jkaz+aOKJZUeTKY70hftpSpaTaMCbXEWl8VTeHepvYGlroq2Bup4mSigUKga9qYiKREubkWPpbqTMt2YVm9H6tbAtjSHcHb8/J4ezCLXT0x7J2Sxv6Z5Rxe0Mzuvjw2tITSkijD1VwLib66CDcXwrEDFS6EO0uIV0jxtdDBw1QLpYMNbhIL8X4rM9ZBYa4v2jM9bM3wd3XBXWIirqACXaTi6kiYTPs42eJjb4mPnSn+MglBCnsCZTbIzQX+tBqC2SHQVJ32YCfmpXoxO8WDHTUhbKuNY7uw260MY2O2O6tz/Nic7cvb1WEcb0ni0qwyjrfns6smibcaktjbmCC+O9sr41iX587SJBsGw82Z4m9GlUyPOGttHAzUXsPq1V/LOl9HjAqn8H9ekz/+CxEQPv7C9UeIRhmt+h+x89HWUCFIZsKqyfm8PSOJC8OZvLc8i2vr8rm2oYCP1uTwwZIkLs2L5PL8CK4sTRYjcz5YXcTF5Tm8uyCTQ32x7O7wZdNYD4azLTjY6ctHS9J5dKSb7z7cyLcfH/r3As72cSAvWEGuj4wUdysCpIY4mergIzXB39GEMHcHCmL9SA1wIT1IQWG0G5GuxjgYCnAvTexMtXEx1cTXQg0/C1U8LTRwF9IWrIV7mR7RTkbkeFpQHmxFeaA5hV5GNArG81R3USS+siyU5QV+rMz3ZWOpr+gGWZyuYEl+GKvLI9lUFcXOplSxNR4uDWFmqhdT4tyYmxfIygpB7xzLqupYVlZFsbxKKTp2Clx1iLDSwlhLmDq/wajRAkdphIgHFQpXOH0NdDWwMDfFwc4WR1srMcZDoqeGgcZrkb0QhSEgRJ1MVEiQaVPpb0JjmAU1QcZkyLWIkKgSbK2CEMosBGAHWKrjZamFo9FoMYdHXf0NRo7+j8gd1tdTx8LcCGcnO7y93PH2dMPCVB8HSy2aUp14e0o4p+amc3FJHucX53NyXgFv9yZzcFYWu6YksLjShRkZVkxONKUtxpT6cEs8LLRESqQgQbTSVcHRSBVno9H42ujiJkx8rXVFppe3hQbVgRYMlChY3uTP1q4oDs8XED5Z7J2WwK5p6WyamM6q5miWVnswO1dKipsB5oLBQ0cVFwsDZKb6KO1sCZSaivddFyGEzMKAKE9XvIRQMok53rZW4hDQ3daUcE8H/GT2eNpZ4WZjhtLJmhCFLQFOlvg5WuMrFLDUnDB3GSEudgQ7WhFgY0q81Ix6pZz+lFB2d9dzadVsTg91cX3tZL64eICbB1awtjKeNckuLI1zYFOaC4cawjk/LYszvUXsF1Inq2LZ25DI3vo4NhWFsCLTjRVZMhYkSBkIlzDBz5RyFwPiJLo4G6qLUaNC4RpojhQDz7Q0Xm8qXp/Ab7x+f4RBl4DWFa5BqiNFp5Sfgz5rJ6dzcnk9pxfncmZRCufmRXF5fhjn5wVxbsCHM9MVnJruyru97pyc6sGJHjcOd7txqNuXt7uC2DrWlVWFlgwlGrIoRZd3e4O5sSKLby8v4rf7x/jp4fl/L+AxoU6UBsupCXGlMtiBJGdTAmz0UZhp4WSihcLaED9nC6K95YS62eLnZIqjmQamuqOwMhiNg4mmCHoLsdMhWKqJr7Ua/jaa+Fhr4W6hTbqnGWPDrRgXJaUt2YmmKAvqwqyZEOXIjCQ35uT60pvoRl+MMzOi7JkZ48TseFeWFISxrjaZVZWxLC4IZW5uIH2ZvkxO8WEgJ4yFheEsKghlSXEky6piWVEVTn+aHcWumkRZCGbxUahqCF/MEagLFi9RYC7YzEaipzkKQ4EuaGmFu9wdD5kcJ0tTEcgtOFhGqQg+z9cDDgHtEuxrz+TaOJZ0pDC/JZamTDdCHLRwM1HFw0wgRQonlSqGwqT5v5R/MeldYCgLKFZTHeTCC+3hSkhQAB6uzlhb6GNtqke0txVDZd7s6Ajj3bkFXFzdxNnhSt7qS2LvtHj29yWJRTdc58tggYzeHHs6kqSESDUx0VXBUGMkEn01RPieoQrhUm38LNXwttLE3UILpbUm8U66TEyxY26ZG+tbQ9nWHcGm9kBW1nqI7Xl/pjOTU+yYnCqhIcIUb4kWRloqIqdKqq+BnZFg6TPB2UgbO3113O0k+MidCHZxwNlYE1czLWK9ZIS5ORPq4kCAzFaMC/VzlqJ0ssPLzgo/IdTdTYaXvTWOpjrITDXwtzEgQ2ZOR6Ajs6J9WJQSwZqsOLbkJLC7Kod3JjRysqeF8zM6eHZiE98/usqNAxtYnqNkUZglG1PtODo+jHe6E9lbE8XWIiVvj09iR100GwoDWJXmzupsVxYkOdAXas3kAGvq3Y3Id9InVqIvtvqGgqdYY4QYKysmFmqM+O/G4r+nsIDxEe/EAvh9JEI06dicMJb1FHN6QyPHl5bzzpJs3pmXyLEZfhyf6sqxiVKOtEk4NM6KQ80SjnY4caLblUtD4VxfX8GVVdXsbg9kUZoxM6M1aPdWYVGKHienBfDhsgy++Wg9f3z9MS+/uf3vBVwRJFA0vGiNcaUj2YO6KBcyPMwIstEVAV4CxEthaYjCxkQ8bW2NhDzd0ZjpqmBloI6t0WhkpqNRmGvgbqGJp5UWXpbqeFpq4m2lQ7CtDtkehjREWjImzITqQEPyPYxE6FhdoBWTo+V0xTrRFSOjK9qZGcluzExSMJDpyexMPwZywpmZHUZPkrcIHehNVTIj1Y8Z6UoGsgKZmenLwpJA+jPljPExIlGqjouBIIxXQVttJKP/m/4mYli01TDS08TSzAipjTV2EksxiUFqboS1vga6Ysq78LUVWEuj0NAaTUyUP5tW9XL11Do+Prue62fWce7txayb20hurAs2ZmroaY8Sw7+EP7AQYCUMy15/rd/AxEQXe1tT3OUOKL0UeLo6I7XURyIxxNxYD0tjTfycjWhMVrCtK4WTS2p5d1k9e6ensKklkC1tgWzvjmZzdyzLG33pyxXu3SZESLXFbB2hgAU+sdxUHbnBa292iESdAFttvG30cTHTECe9GZ76dCZK6cuRMZBrz8wsW6YmS+iKt6QzzpLOBAlNUZZEyvSw0FfDSEsVU+1R4sfBzkATO+H+bqxHgABpVwaQnphOpK8SZxNdZAYqeFpqE+hoLobaRSmkJCo9CHGywU+848oJdlfg7WAl3nndbS3wt9BjjKsZcyJcWZMWzrasaHZlx7CzOJ2dlUXsHFPGntoK9jaUc2x8M09PbOG3rx/w5efXeHtoErMCzNmS48DuMV7sGRPOtrII3pqYzZnFE3mrayzLUzxYIXRyaTJmREjoDpZQ62FGoZMh6cI10VpPtEqaGKhjoKuGoe7rv6MQN6qpqSKuHP//U1g4pYV3KExmwNWTG3l/zwBX983k9JqxvLd5HFc3jeeDVSVcXZPPrTerubevlftv93Bv/0Q+fbOBO7vq+fLyUr6+todH7y7i6uZWtowLoz3QkBKbkcxP1OVQuzOnegN4dnExX987xXcPPvj3Ai4LkNAS7UB9qA0VQfYU+NmT4GpGiJ0hSokO3pYauJpqv77nSExQ2JiJEGt7o9FIDdSwNxTWAGq4Go8U78LCgl7QFPtJdAmRGorKnASFFSVKS1KddQiXqhNoM5oIqZ7I4hrrb0FXlDOTBUpitCNTkr3EQm0Od6ApyI7aAGfqw93oSPQS10I9ce50xnnTmeDDpBRvZuX505/rQWOwBSkOWqKSxslQjUSFPWOj/Eh2tcbBSEhpH4mZkQESayuc7O2xk9pgY2GCmZ6amB1roCVEeLz+6grFp64xioSEUI6+vVl0Zf384mN++uYa3z9/n+ePzvDZjYNcOr6ahbPqiQ1zxdBADXUtYZop+FkFffUIDA3VcbAzwsleOOntCfByxcXBGgtzQyTmBpjoqYn3ZAEobm+lx5hoBxaXeYkSyvXjI1lU6c1Qjj0zM6xF3tgkIcEhxIQcF11CbDTFe7qxAITTHCG6hBQGbxBiLUDV1AhzNMLf0QyZiTqGGm9goadCpIMu5f7G1IcY0xJhLhpOmsJMqA+zoMDPHF8bLSz1VTDSGSlmJgsJepY6o/G0NsPX1gpPC2FVZSNmXrlbmyEzFt4LfaK9XPG2FgQmZgTYmxPlZEaUVJcoe0OCnK3xl9sT6iEnIVBJgp8vuT4KOv0VLI71Y2NKCHuzIzhWlcnRlhoOdoxnT2sLe9rG81ZLE4ebGzjUOJabG4f4+enH/Pj1p7x/aDdd3mYsiDFnVZYd82NkLE+Vs6sljn3dlSwtjGVBvBPDaS70h9vQ5m1CrZsRVa5G5DnqE2WlidJCC0+pCXZWRpgKHmY9Fcz0VbE11cFAW42Rqm8wUrz7vn4n1EePFNHLE7Lc+GD3VD7cP5Ub76zjwrpWrmyo4ZMd9Tw40MnzCwO8uLaWrz7czPPLq3h6eh6PD03j8yOT+fraVp59tJcvLqzj3pFZnFlSTE+GC1mOmizLMeFAsz37m6ScmRnJ+6uqubSm+t8LuMTXhMoAKYX+jiS4WROrkJDsYU26pyVJChOCbLTwMNMUHSk+Dlb4O1rh62CNl60ZchMt7Aw0kJto4GaqhpuZOiI/2VSbIDtDQp0MSHCxpjLMgRKlBdFOBvjb6BPqZCi2eWF2uhR4GVPta0aNrxlj/SWM8belIdSZceEy6oNsGRtiT1OUgrZ4b1qiXGkR/h/rRme8gskpcjpjbanyNSXVUQdPY1XkhiokOhvSGuPA9HR3hgRPbF0Grck+eFjqYKyngbGRrlg8QqC30CrqCd5UHXUMDPUwMTXC2FgPP393Nm1cyA8vbvLXywf8/dsT8fnr18f88uMdfvjqOl89vshnN09w9cJO5s5sQuZoipa2UMgqGBjpEBjoRaCvk0gb9JJL8Xd3IcjHCw8nG9wdrTAVcoXUXu+mhfBshUSb+igbZuXIGSxVMlDqz5RUJzojzcR0hroAA8o8tUi2VxeVQjIzfaRGOiKNQqBguJmMxt9cVSziAIk2HpbamAjdgfpIRv2XkGGjPwpvKwEOr0WCXJdIR228LNWw1FMRY1IERZKptgomcyqORwAAIABJREFUgiFfdaQY3CUYAIQJs7uBkDavhq+ZNp5mWij0BXi8wEc2xsfWknhfTyLdnZGbaKIw18JfiBmRO+LjaIm/kxQfG2OSncyYEqRgOMGfTakBHCiJ5WhjCSe7Onhn6lSOTZ7GoQldHO7p4e32dg40j+Ns71SeHV/Hb998yrdff8IX9z+kPcCVLh9DugVJo68xKzIdWJ3nwdI0bxbGO7M0W8HMGDvalcbUuhpS5qRHgfA+2mjjb6qBcI93MNdFYWuJg9CBGWljLXiVjbURUD0iXWPkf0RUjlDI6iOFGcobTEyQcGJBPDfeHuDTi/u4vG0GVzfW8Mn2au7ua+bphQG++mg1X76/nOeXFvH56Xk8ELTQBzp4cLCHz0/P5cnl9Tw4s5yPto5nY3cyed7mrMizZn+HnANt3uxr8WJ/iwMH2x3+vYCLfIxIkZmR5edCqL0hwVIj0j2syfWxIdbJUGyBfay0RNmeq7Ux3nYWBMisSFY60Jblw6qJSbw1N4/V40MoDRS+vvqUpYQza0IdVdHOZHhY05XlxUCenPYERypD7YiT6RBgrYa3qRpRtloUuhtT6GJIsZsh5b7mVAZYUxlgQ7nSklJfc8p8ranwtaHGz4bGMEcmxMlpj5Eyxt+UPBcD0ZDtaaKCq7E62T5SZmX7s74qnN3t8WwdF87aSiVbGqLZ1ZVKvo+F6EbRVHsDdbVR6OhoYWMjxc8/nMioVCIjEvH1UTK+pYbH987z18u7/PP7E/jjK/754zmvfn/CHy8f8MsPd/npxcd89+XHfPnFLZ4+vMLZE9vITvHF0kKNkFBvGhuraRpbSnK0D77ujiL8uzLGi1CZhbhDF2Bsamqj0BJ4yNpCCoAqNqajCXPWoSbSlsHyYIbrw+jNtKclRJdaf21K3HWIsdfHyVgDK301bPS1xT22uaYKjgJjykwNH7PRBNnqE+psjp2xGpaG6hhoqzBKVShkAQAndAmj0FB/XdxCgf9fY72W+uvsWgOhgxBAbWr/EWWolupv4KQjBFmrojTVQGmhR6Ag3vByJdLNDQ8rEzyt9QmVC4A6C0KEaBFXGdFKb2L9lQQ42ZPkLKVdKWdhhCcbEpXsK03gxMR6TvV2caq/jwvz5nN86jQOdndxcNIk9rW2crRrAp+sXMwPn17gl5+e8/O393n+8H2m5qVR7WJIpa0aE/0M6Y+wpkdpRqe3CdMjJHQFmtLopku1zIACqSZZdrpEC1c8QxURCyvMLBwtdPF3tibc1ZFwD1e8HaQ4GOtirqP5/65Bo4RuTMhlUhstJliGyrRZ3+DK8SVFnN86ldMrm/lgbRWXV+Rye+dYHr07g+fvLeera9t5enE1dw9N4dN97dw/PI3PDvXw6J2ZfPnhmzw6u4Eb29o4u6yUhkgnVuVZcXxqEKfn53Fydj6HpkSws8n73ws408OEBFcLUt0sSXLSJsvdglSZARF2+qKqKkRAY0p0kRur42yiha+9KeNzgziypI5bx+bzxQdbePb+Wu4enc4H29r5+PB8Pn93IXePzObTQ1O5vKaad+YUsHNSEkvrw5iU4URFoCHxdur4mI1AYTSKEGtV0hy0yBUiMlx0yXExIFNhQqbCmCyFKRlyI7LkpuR7WFLmY0mJtzk5rkakOgirGzU8jFREZlOcszGt0c4sKAhmW0McW+oi2Dsumv1N0ZzoyuTSnDyOTsqgI91TZBULJ7GzsxMKuSuuchkuru64uXkQGRnG5o1L+eXbm/z9yz1e/fGMf/74UizkV7/d5c+fP+X3H2/z8tvr/PztJ/z07R2+e/GAb795wDdffMIHpzcx0NfCwoUDLFk6j94p48mO9qQkzpsAe32sDVUx1BVwqMJKawT6WsIEdCR6usIwZQQGQsiVrgruUm1KIx1ETFGJmw6TMv1YNbGQvcMzmNVSSXtWOBURbiS7WxEjGAXsDcgNdCU/1JO5E+rpG1dBeaSCjpJUqmJ9xGGbMB0X9tKqQnTJfx/hZ0HMoKH+moxhrD4CS81RSLRG4mlhSJSbC6lBgcS6OhNhb4a36Wi89EfhZ65JqIMNkR4eZMenkBoWQazSl0CZA+GermRGRZIbn0ycp4I0uZRmT3vmhbqxLtmX3WWJHOsYy/nBGVwdXszVJUs4OzDA8WnTOdTbz96uSbw9cSLvz+vnkzVD/PzoEn/88oJfvv2cb57fZHjSBJLMtaiWaTJWpk2Vg/CvDu3+ZjT7W1DrY06FwpQsqSbpttokSvWIsDMm1tOZrMhQCqNjKY6IoCgkiILQILJDg0n08iTOxZ4ELzd8zXTxMddDV1tFnKM4mY6mMNKKJfUBnFtbwcmlNezsTWBfbxLnlpdwcWkO17ZU8+jiMI+u7OLeqRV88lYPN3c2c3NHO5/s6eHWvg7un+jnyeVN3D4wyPUN5dzc1sj+/gJ2j/fi4vxUriwr4L3l2VxaVszxwZR/L+AsPzsqQ+W0xCqoDbYix0WPaDtDwux1CXUwQ2mlh9xMC5m5LoFOlnRXxnNxSyd3Dg/x+PwmnlzeyaOLm3l4biX331nC86t7ePHpEb6+tpOn763j6dlB7u4WMn0rOD4rib50Myr9tcmQqRFmPQpPkxF4mo5AJnhmjUcTKdEQCzNTpkmKow7JjnqkOumQ6axHlrOeGHycJFUnRqIutovupiq4W6gTYqdHro+ECSk+TEvzZUZmIPPzQ1hVE8XGuhj2js/gTF8Jxyelcby/goY4GbY2Rlib6GBipIOpqS6mpvpYWpmQm5POpdN7+PWrK/z98u7rAv7zG/hTKOLP+fvlp/z54yf8/v1tfv3hDj9/d4efvnvMrz9/w1+/f8/fv37F/TtneOf4Xg4c2sOWTcNMbMggzscCJ1M19LXf+G/hCil3b2CgLRTtCAx1R2KtPxonYzXkZpriXtfFZDRepqMpC5YzWJ7Auklj2NjbwJKmDDoTnWkOt2BcuITO9EDK/W1oT1Myt7WceZ3NzOtuY/rYYqaU59KYGky6txNhDoI+2RQjndHiCayuLpzEIxHWUYK9zlj9P1hpjcBZaJUl+qJ1sSQmhKaMNBrjQhmfpKQgNAAPI1VCzUYRaalBSVQEpdGRVMZEEOdhT6KvKzlhQaT6eRLjKSfMzoJKFwtmhylYlazkrZp0Tk6o4dLsKXw4vJgPlizlzOw5HJk2hX09XezonMDe1lbemzvI5d4uPj+4il++ussfPz/j++8+58VXdzmydzOp9oYkWaiSZa1GmQDQd9ei0lmHfActMqXapNnqku5kSFmwG2VxEeRFhZMeGEiCuwvZAd6MycyhPCmZ/JAgKuIiaE6NI95Zgr+lPtESIwpcbCgOUeBrr8fqCbEcWlzGkzNDPL+ygetHl3BoQR1Ly+Xs6griUF8M55bmcuPtXu6cXcf1Xb1cXlnClTXl3Njawic72ri9ZzyfvdPP/dPLuLm7k0/3tXL3wGRR4HHnrenc2zuZO7taeXywhy8vLuPbWwf/vYDHJ7gxUOJLd4oj5T4WpDgbURRoT3GwlEiZIW4CKMxME08bY5pzQrmwZSJ3Twzy+OJGvhA8jOfX8fnlXTy5vIUHpxbw8PRinl5YzpMLK3l4apB7h6dz/+AUPtk9jg/XF3B4SihNIbpke2gRb6tKkNVIIu00CHfWxN5YyKQZJZIFddVHYiG4QwyFREA1gq1HE2ihgmAMkOsL+JvXv1OYqOFnpk6MvQ6FfhLakjzoSnZneoYHA3k+LKoMZkGON3PyhBCvMDbXCziZYg70FpPq74idrQSZTIaNjQ32do54eSqprsjnwwt7ePnNR7z67TH89TX//PWCV39+wV+/3uH3H67zxw83+POHT/j1+094+d0Dfv35GX/+/oJ//v6Vv/9+yd+/POGrJ5/w8PE9rl8/zbY1vTQVhxHpYYqjpRrm+iPFfbFQvIbab2CqOxJvqR4loTLqImVUh8nEa0yS0Hl429BXEM3ChhwWtZWzYEwqs/JcaY0RULNSevJjmVlfRnucB/PHlbFmZg+bhmayfrCXJR31TCtJoCJMQW2iH+URCiqivPCyMcBQeyRamiPRUh+BMLASlUZar611glgjTi6hwMOZ5uggmpMiaIwU2FxetCX5keJuI/KXi7ysKfKVk2itR4ajFdkKORluMtLc7IiWW5HkZkeh3JYuhYR5gVK25oZwtLWME9PbeWewj9OLF3Bq4UIO9c1gZ2sL25rqOTqpi5MT2jnRWs/R1gYeX9rPj98+5uVPz/j+xX2+enabD987RYzMngCDEaIeuUymSZFMh1SJBvHmqqTY6VIU5EJ1ciT1hXk0lFVTnJZDTmysGG9ampJJTlgU6V6eJHgKcSi+pPh4kR0WSE6AkkQPd9LldowJcmFmYQBbpsdza38HX316mK8/2cezj/Zxak0HwxUKpkfrsa7KkW3jPDjYn8SRoXwOzozjxJxEzi7M5MJwPlfWl3Fzz3juHuvjzpGZfLqviyfvzOPR0Zk8ODSZB4f6eHxsgKcnBvni7Dx+eXCAl88/+vcCnpInoyfdhtogE/I9bSlW2tIYZU++mxnhtvp4mKrhb29ER1EYx1bWiWCuh+8u5OHJOdw5OJXb+wdEe9TdQ0Pc3juF23u7ubPntRfy9s4m7uxu5+7uCdzY2siH60s4OjmQ8SFGZLrrkCBTpy7ekT0D+Xx6qI8LqyvorfDF30H7tVhfXUVcB1lpj8RCCJPWHIGFAM7WGSGuTDyNRuFnpkKkjTopzrqU+FogwOWbI23piXNkZpYHy2pDWVjsyVCeoFuW05voytKKaPbNKGG4q4IgZRihgSE4Ozkgk8vw8wumpqqYi+9u5bunl/jrl0e8+vM5r4TT988vePX7Z7z6+WP+/vE6v3x7nZff3+G3n57x528vePX3z/DqN/5+9Sv8+YKfvvmUF199xpfPH/DZrQscf2sZ82fWUlsSS1SADEeJPiZ6ozDWGYG71JDKOG96S2PpyvajKsyOIn9b0tytGBvnw+KmbBY2pDM8sYbZBRHMLw1h2fgSZtdXsKSpiHl1eQzW5LKopYpVfd0s625mxYQKulO9xMCzpsQgOnLiGJ8RRnWEK4mettgYa4qqNGF9JkyqTQW/st4ovMy1iZIakmxnQqnckHHBUobqSuitKWTWmEKmFcTQmRlNU7QPXcm+dGVHUhMmp1imT4WHFmOUAhxOl2RbPfLkZvQl+zIQLmNVkg+7qtJ5Z3onp4YGODYwwFtTprBvQid725rZ11zLya7xnGwby4HafPaOrWVbVSWn5/bw3f33+f67x7x4fpsnDz/ig0vHyI4IFvXIUeYjibZQJdRoBFHmo8iUGVCb4EdFXg7pMTHEB/gS7ionUCohSGpGkKASDFBQkpJGSU4+tSV11GQWEu0iJ9HdkRSlH0kOwtVNSp7MkgZ/e1Y0BfHZ8QGe3DjCk09P8fTGMd7bNoU1te40eI2mM1CHRRlGLM81Zk25BW+2eHK0P4FTC/M5OT+bM/OTuL6hlHuHp3D3+Gwen1nI04sreHB8Ng+OCsXbz5Mzc3lyfgWPTi/iybmlPDzzP0Dt2hKkVCuNqfA2pyLIkY60cDpSZKQ56xHqoEOsiwntRaGcWTuWa5ua+WRfN5/sn8CNbc1c39TKjW1CaPUUrm0ZJz43dkzg5vYWrq2v5craKq5truGjjZVcFX7eUMnudgXjQ43EAOiGWEfOrW/h8ckhvn5/HU8vruLeidns7ksl3VMXicCREkgWOiOQaAvE+9dgMoGtrDAciVDAgWYqREvUSXfSpdTLhPZYYfrswqJSXxYWeDOUp6Q/x5P2cGtaoqS0Rktoi7ETAehruqtJDQ8hUOmLQi5H7uKKMiCMlvGdnDi4hs9vvs2v393mr98+5+/fHvLq96f88/tTXv30Mb+9eI+X397k5Y9P+ONX4YR+yT+vfuXVq5/hrx/4588f+PuXB/z07CO+/eYu3714yNMnd7j+0RkO7VvNgoFOirOisLfUFk/fcHdrekqS6C1NZLAynrZkDzEPKd1Zl7FRbgzWZLCkqYAljcUMZfowlB/OYE0OK9rr2TitnfWTGxksjmF2ZTqrJgktdh5DxUG0Rjsys7aIeZ01LGitZlJ+FBVBUhLkRrhLDMT7t5C3a6o5AuFDKcw6QmwNiHcwIsVBn0p3E7piXZiUHcismizm1OayoKOOwbHFTMoPpz3BnQXjSuivyGJSeiA9qe5Mz/VkQqordWE2tIbaszgniOHMYLaXxLC7JosDExo5OnMGh2fO4sCkbg51jud421jeaa7gSH0Rb5Wls7++nHWlhawryWPL2Bxu7JzDs88+4POH17h7+xInj+8hIcAPV+Fd0FdBoTsCbyN1olxtSA/zo74om6aqOmryishLTiPaR0lygB+ZEVGkh4aTGxdHVmQk6aExJPmFESixIkYuJdPHh6wAP/ICvCjw9SRNZkeGrQnLSpy5fXoV99/fyaOPDvLs5gluHRlmR088E8K0xXiZVqUOPcHqzIjWYXWlPQemRXBsIJVDMyI40hvAByvS+exIN19cFpxGB/nm2ls8v7Sah+/O59HxAR6fmcujc0u5d2wut/ZP48Pt/4Ohv9LPgiJ/BxojnGlPVNBfGkFLjD1JjvrEORpSHGLH9tkFvL+xgetvjuejTfVcXFbEuWEhsLqGK+uqubyqhAvDhVxcWcl768fy4cYxXFlTxdn5WZxblMWlxZlcXFnNtR2dHOlPYGGVkkVNMRxeVC2ezp8dGeTzdxfx5NJGHpxazNk1DSypU5Ik08DZ8DXyRKorFO8bOOm9gcJwBJ7Go1CaqhJsrioWcJG3BePCbOmOt2d6hoIFpYEsKPWnOcKBymArij10yVYYkKPQpz7YkilC5OTYDCpjgwkOCCbALxSlXwhh0cmMa+ng2P7V3PtgB988usSvP97jjx9vis+fvz7kj5/v8NM3H/Ly23v8/rNwOv8If/8Kf73gnz9ewB9f8+qvr+DlA37/+hI/Pr/CD99+xg/fPeLL5/e5d+cqZ9/dxdwZ41G6WuBgrkFRpDvTKtPpyY1kTkUsg5UxoqimIlhGW6ovS8ZlsLqzlLUTilhcGc6cyhRWT+tiZWcd22e3Mac0ggWNBSxqq2NBdSptoTY0+FmwuLWE9YPTWdJZy/SiCMYE25HnZUWqIJt1NsdYZ6S4RzbTGolEZyQKIyHbR59UuTnpLmaUupvQHikThTStMTJ6cgKYW5fBYFM+fZWZ9FekMDnTh1klsfSkhzIhwY2FjTmsmtXBvM4xTE32ZkG6kuGcMNblRvJmZTYH2ms50N3OvsmT2NneztbKErbnJ7AtM5Bt2cHsKM9kfVkhK/OzWJyTzkBkAGviPDi3qIVPPzjOjatn2LNtNR5SCRJtFex1VXEz0yHYxZLsqCiilT5kRgWRl5pNemIyEd5KvK0tifXxJCsukfSwKKJdhYAxE3xMdPA20SXK2Ya8qGjywqNI9vQg2c2RLF93Uj1k5Hm6MzXJhkvrG7h5ehWfnNnE4/d2cvfMSnbPyGBGkiG1ChUq5aqM8dKgM1SPDWPkHJmVwJFZiWIh75vgybl5sXy6v4PH55fxxfs7+PLqPp5d2sTjM8t5cHoRj84s5N7Jhdw+NEtE8pxZXvLvLXRpiILGGB/aMjyZU+zPjFxvMXkh3l6XJCdDauMUHF5axbUdHVzdNpbTC9I5OTeT04tyOb00j3MrSzi7vIB3F+VzZnkpZ1fVcWldA+dWVolfnyMz43h3QS6XN7RzfkMTlzZ1cGVzN3dPruDRu8M8PCmgRpZwZ/8kbu3t4uMDfZxd18zBebWMi7XE1WgUcj1VnPRG4iwUr8FIvIxV8bMYTZCgQ7ZUIU6qRra7EfVhUrpj7ZmZ5spQhhvTkuSMDTKn3NuYAjc9KjyMGau0oCHIjO4YWwYLgygNcsbDyQE/nwD8/UNITsmhtraarWvncPf9XTz4aA/fPX2Pl19f5eVXV/j562t8/8Vlfnz2Ib9+94C/f/+SV3+9eD3g+uUBCM8fz+DPJ/zz/Uf88fw0v3x5ge++uMiLx+f58vMPuXfnAudPbGdqZyneMmMSvG3pTA+gR1CcZUcwtzKOta2Z9OaHMi7Bl6HaVDZ2F7FxYi67Z9aJuUoLyzMYyI9koDiYuSURzC6NYutQL8PjyhjKC6cxUEJ/eRxrpzUx3DWWZR2ljI9xp9jbkmwPCxJczUUQgImWoHkehY2+Co76KiLgTUDUFgW6UxzuR6G3NQ0BVkyMcaYjxpn2BBf6CsOZUhjPpOIUZtcV0ZuXyEBpDB1xTkyItGFikgfDU+pYOziD8eFy5qR6s7QwkoWZYawtSmVXQxm7W+rYMKacDXW1bKytYWNlMesq8tjRXMP66hKGC9NYkJ1Mb2QgswJdmedny6IoZ/YNjefo1qXM7+3CXF8bE2FHLTEmOTyQ9MgAStPTxCc+UElSdDR+rl44GhriqKsm7rI9zHQJsLMm0t2F1OBgor08iJDbUxgXR1FqDtkRcQRZmhAvtyNP6UW2p5MYxD0hxoxtrZ5cPTCDzy7v45PzO7h1eis7piUxkGFCk48qNQpVGpTazEi1Zs+kSN6Zl8nxuZkcnJnM9mZ3js8M5/quZu4c6efByUV8fn49j4UZ0ntbuXdmDbePzObWoVl8vGcSlzY0cGph+v9QwBFulPs7Mr00gpX1EfSlO5LvbkSWpzmFPuaMS/Hi0JIaPtzexpllhbw1LZqD/SkiouVgfyIHB1M4OJDIgf4Uji0o5uSSSo7OzeNQfwYHpify1qR4DvZnc2gokwN9eZxYWsPFrVN5dHk3D88s4/75Fdw+OsCNN5s4uziHcysqObtyDAcGS5mYLMHbbCRyoxHIDUfgajASNyFwy0gYZqkSYKZKhLU6CVItMmR6jAmwYXK8K1PjnOhLVNCX4szUBHfmFCjpEYTsEZZMiZUyPcaWviRneuLsKQ+0J8DTi+zMYuJikwkNCSclKZ7BvnZuXd7F3cubuf/Rfp7fe5cv753i2Wen+erhOX788iZ//fKUV39+zT/C89tn8NNt+OlT/hEGX78/4s9vzvPr03f48fMTvPjsAE+ubeezD/fw3tFhlkwrIi3Ejoo4XyblhdOZ5MW0/Cjm1+awalwWa5tTGCyPp6cgjlUTS9k3UMPeGWVs7ylgQWUs01Pd6M/2ZKg4hkVVaSxsKWJLVw19qa40BVjRkxHEcGcNvYVR9JdFMiHOgcZwKWNCncUCTnS3wsVcCxs9FRwMheCx0biZqBFqq0uuvzNj0+Noq6hiTHwIY8Jc6MmOpjsvhv6qZDHepS1eRk+uH9NK0mhP8qAj1pGOCGs6EhxoilXQLCQoFKfR7G/LrDg5y0ojmV+cyILMGNYWpLC6JJPh/BQWZsazNDueRdnxDJfksHpMGQvyUliQkUBvVCjT/F0Z9LNnMMSdZjcr6hW2dMR5k+jqiJ6aClIzA7LiIylJyyY3IYqmqnI6m+uJ9A3EW+aMk5kJjsZaeNpa4WNvQ4jCkayYaBKDw0kKCSMjKo6UoEBy4tIoTM0kNzqRMGdb8gJ9qIqOJFPhRJarkahj2NYRwPmtLdw+s4W7l7dz8+QmdkxPYnGZHV0R2owP1GVSnCVrx3pybCiF4/MyOL4wh7dmprF2jCtv9fhxZX0l199s5dbB6dx9dwH3Tg/z2ZmV3Dw8xPV9k7i6o42Ptrdwbl0dp5YW/HsBJzgbUexrx/S8QOaWuzAhxoQcT1NKgmxoT5LTle3L1r58Tg5XcHBGCts6Qtg6IYTN7QFsaPRh/Thf1tR7sLZRydaJMWyfnM7OaVns7cvh8NwSdvYksL8/l+MLyzi9vIErmydw8/ha7p9ewe2DA+KJe3V7OxdXV3B4ZjIHpsewe0o0G8f70h5tRJCwKzYciVxfyOh5vW4Sdsc+5sIJrEaEjRpxNmpku+iJ+uqGIFuaImxpCbdhWoILvfEyZmd7Mi3ejjkpcuakuNATbcO0REcmxtpTHuJKYkwqdbUTyckuQunjg7e7O9VlWZw9to477+/g9sUt3H1vB3fe28m9K/t5/tk5fv3+IX//JuyHv+Gf377g1cvb/CMU8MvP4NeH/P3yHr8+O8XLp2f5/uEJnl7fysfvzOf4tmms6c+jPN6RFF/hw5nErIpU+gpiGCxLYHlDNuvGpbOgLJR59dkMNhSzYmIZuwfr2DG9jMUV0fRl+DArL5wVHdXMq81meHwhCyoSWd6QzIzcEObWZbK0rZiZJRF0xkvpiLIWiSEtkRKa4tzJF2yjzka4mWviajoaT0t1vC018TVTJ8rOgNwAOdUJYbQU5tOYFklHbgwDjZXMaa1lycQGphbG0xDjTKfwEcxSIsheW0LN6Yx3pCPRjbaUEOpjfSn2tKQtyJ7eWDkry6NZUJTA3MwolubGsrw0jY0VmazMiWFGhCeTA2V0KR3pCZQxJciFHl8HJnk7MsPbll4PKyZ6O1LtaEqBVJ8wCx3k+mro66oTFeBLYUoCeemCNtsXHyc7gjw8UNhJkRob4mhmhJ+bnPjIaGIDg8iNj6I4NY3s2FhK0tMozswlOy6J0sxcSpKziPP2JVZuQ1VMCJVhgSR7OFIUZM2iGi92z0znyOI8Lr3Zxfu7J3FxWw97ZySyfIycvlRTpiRaMztXxpZmbw71x3B4dgqH56Szc3Isi4odWFEq4fD0EC4uL+D6/slcOzSHy9sncG51JedXFXJxbRnvbajm/S1NnF0/jrPrG/+9gPMCHRkT4sj0HGf6MqxoDjGiMlQmtl8rW9OYUxHEgtoQNrZHsqbel+U17qyocmW4xJH52dbMSjShL8GcGSm2zC3yZWVjDBtaBep/DLv7Mtg1KZF9/QWcWdPCpfUdXNnaw51ze3h8bjkf7+/l4oZxnFpaxuGhDA7OLuDtGelsnxDE4lJ7qn21EeDbzvojsdURJqQjcBW8x6Yq+JipigmJERI1MmS6VPtb0RxsTWuwDc1RjrRES+gdsZ3hAAAgAElEQVSIthdbv7ZoJ/qz3BjK8GRyjCNdsfZMT5XRFG5Hvp8riVEpVJbWkxCbRHhoFGEhocRGh7BqyTQefHyIRx8f5cH1Y9y/fozPrh3m8c2jfP/0Cn/8+IC/f77PX99/zN8/3eKvn27z6uc7vPruOr9++R4/3j/Kdw/P8OWnh7l1YQ3HN3SwfFIGbQX+xHpZMTYlhLljcljQUMyixhKGxxWyrLGAhSXRzC4OZ9XkOrYNdbNnfieHlnXz5vQyhvL96M8OYeHYHNZ01zOQHypeFRZVxbBvwWS2TqtjaVMm07O96Iq1oS3SgvEhhnSEG9MWZUF5gDnJLsavDSfmGvhZaRFiq0uAtTZKU3VCrNRJUZhRHqagJSuW9rw4ptTk01WSTn99ITPHZDMpN5y6SCcmJNkxNV3OxHhnWmNdaI93ZEpeEBMywqkNdyHbSZ9GpYSJYXbMzVQykBHIjCQ/ZqcFMyczkpVZIaxN92ZxnCcDwU70Bzowzc+eyT5SpvvY0O9rQ4+bOZ3uEsrtTcmV6JFoqYOvoRpWOqo4S01JjY2mKCef2LAYkqLC8HR2xNFMXwxDc3GwR+npSUxIBHGhEcQGKslPSSYnKYWizFyqiispTssgJy6R4pRMEpVBKK3NiHK2oiAsjHSFA8lu5uR4GjC3xI59s7M4vDifU6tKObN+DCdXVnBgKJXV9QqG8u2Zme3AghIFm5uVbOsIYmt7ANu6gllV701fojnTw7XYWO3IsdmxXNjUxIVtkzi+uJhDs+I4PpTA6aU5vLusiAPzytg2JYUtUzL+vYAnFscwOdOTqWnWTIy2YGywNe2ZkayeMo4jSzvY2pPG/HIf5hXLmZMrYXaGBUNplsyKM2FSqA7jfdSod1enwUOLjlBTJifYMitbztJKJasbAljfFMS2rlROruzg/R39fLBzkPuX9vLg9Ao+fLODU8PVYvEeHirg0PxK3h7KZ9vEUPrSJURKVHE1UBUjMQQgur3+KBQmKribjMLLTJVwiSYZjrqUe5oixHV2RNnREGgp/lzsaUhNsDW1oRJaBbdTooJxkfY0hknoSpTRHGZDmdKCJA8Hgn2DKMoqITw4lNDgKKIj4vBSyCjLj+fdgyu5f+MQn396huePr/Plk5t8+fgazx+c5+dnV/n96w/5/cVH/P3DLf745gq/PTvDLw+P880nu/j8ymaeXHuL2+c3cGr7VNZMymFCgT/x3hLSgr3pyU9gSXMNyzubWN0zjuHmEhaMyWewIouhMRnsmDeJvcO9bO+r5MDsCnZNyWFpRSgDhREsqUunP8uPyTF2DJWEsnNGPVum1LCoPJgZKQ4ibbIt1JC2ECM6wg1oDTOhytdEhA94W2kjMxGCzbUJF4aVchMinISkPwOSBUmrv4T6eC+6y1KZWJJIV0kSzSn+tCS40RrnRFeKCy2xTkxIcGBahjPdyTLaE93ozFAyUbjH58RSEexAiqMBtUprxvlbMi1BwdRkXyaEyOmOcKMr0p3eCBmzQu3pDbBjjr8li4MsmetvRa+nGd2uRrQ56dHmakGNkzlZ1nqkWWoRZqyGl7E2NoaaxIaHkBgZSVZKJilxycSGBpESE0Wwhzsugk/ZRUaIXxDRQeHEBAQS5e9HXKAfsYEBxPgHkBISSpK/wLGW4WpmhIOuOjJdVULsTIiwk5DuISXS0YgUJw1m5Vqzb0Y876wo5eLmcVze0cOFbV0cXlLBxvZg5hfLmJ3jyJJydzY0+bC2yYvVjV4M17gykC1hQogOLd4qzEw0ZPM4dw4PpfDO6jpOLq/hyPwCji0s5NiiQt6cksiyOiEa1pmpaf+DFnpCugfdSa6Mj5bQFCqlLsSe1pRAhsYWs2VKCZu6sxhujGBZjTfzc6UMpFjQF2NIp58GDW6jqXBUoUA6igLpSIodVSh30aDOR5+OSAsmJVjSnyE4bJS8NTSG9/fM59bRddw4vIirO7p4d7iSg4NZ7JmRyokltbw9VMbhuaXsn5nN/Ep/Ut1MSPK0JM3HkiAHbWRGo3A2UkFhOlo0Q8RKtUR1VoGrIaUeRhQqDEl3eC32z3HRp9rPinERdrRGOTAmwIKqAHMawyWMj7ChSmlGvrcFYS4OhPiHUltaT2RQEEpvHyLCIsUC9pTbMqmlkItHlvLgxgG+fPwe3311mx9fPODnF5/x07P3+OXpBX57foHfnp3mlyfH+PHuW3z50SY+fXcBN08t5/rxpZza3CWavzsy3UnytsLFyoC0YB8mZkSwqLGG4Y5m5tQV01+UwGB5BvPHFrG8vYy1PdVsmDKG9W1prB8XwrLKQNa0FTG3NIrpCQ60hVoxVBTB6tYc1raksKjAnWkxJvREGDE+UJ/mIGM6wkzpjrGkRmlIsqMOwQ6GOJuqEySAFsLkNOeGM60ug/7x+Qx1lbOqv55tCyawa/k0Dqyezr7lk9g00Mii9jymFIfRnaWgNV5Ce7yTqABrDDamIdiEcZFSOlI8xZN5bJQ7OcKgzEGPcg9Tar1MaQ2S0hkmo9XXjkYPaxoU5jTL9WiR69LiYsBEuTaTXHSYKNOj3UmfFkd9mmXG1MktyLbWI9VSi1hzTTz0VJDpqaF0saEgvYi4kEjyM9KJDAkjwMONkqwMMqKi8ZU5E6oMIDU+jdiwSBIjIokLjcTDzgZnE31RN24vZDDpqGAt4nFUcDLRRfF/GHvvuJ73////TXvvvffeeyoqIomSIimVlozIJrOyRyIZIdmpbMpeGRWVZO9xjINjc865/i7Pp+/l8vvzfP54XF6pLnHR6/a8j8f9frvqaiCuQzo7EePlgIO2PMPc1VmS4kh9UT/ObkyjqXoMTXumc756MkdXp1I1WajvbSiJM2d5kj2lI+woTbVj2XAb5kbpMSVAkXGesuS6yTLaS5HZkTqUZzhQM6cfx1alcbx8NIdLM9m7YDClmb7MjjJiaoQe44O1/jsCz0kKZtoAHyb2c2ZKf+HYkx9uSW6oA1P6WbIwpQd7l03m7NYpHFqZzf7lWeyZl0BFbi+KYp3J8tBgsIUMcVYyJNrJk+ykQoqLGimuaqS6q5LhrcWEXqZsm5HA6c3TadlbwuVtUzi2NIF9MyOpnhREXdFQTq3L59CikZyuKOD81ikcXZHBlikD2FOSwtGyUSzPDSbaVQN3fTk89eXw1pURm1jBxvJit3ywsy7DXLVIcVVnuJMqIz20GR1gSpafMaNDrMjuYUKWvwETwqzI9DMgxVObQS66eFiZ4uroQkyfGMKCg/D38aJncCi+Hq6YGWkR4u/M/Clp7Ns8n9bz1bx6cII/n5zj88vrong/3avj091dfL5bw1+3dvLi8hpuH5tPy75ZXNozk2MVuVTOiGJmogtRrloYa0qLW0h+lrqMCnKgOGkgSzKGszB5IEtHDmJZ5hBK84ZRPi6BRUk9WDjEg1XDvFiZ5MmqJG+KYxyZHW7MjJ7GzIkNEq1zV6SEUhTnwIwwfQp6aDLWX4tcTzUmBOgwPlCHbB9toq2U8DdVxNFYkSg/C2Zm92dXxSyaz2zn6Z2z/Pmylc9vb/Lt/R2+/fWAH58f8ksoDz4/4Mefnbx5cI7289tp3FHEjiVZVBYmsiI3nPzeZozyViXDS1n8fSe7qzLATplwS2WCDeUYYK5EmpMWGa665Hoake1iyAgbDZLMVRhmJEuSoQzDDWQYaarISHNV0sxUybLRJsfegHRbfWJNVInSV6Svnjx+WvJYK0mLFr2RQe70DgrF2dqCwQOiCPANxN3ehj4hAUT1DCPE2wMPB0cCvHwI9fMl1Fd49RNF7WZph6maMkaqcnjbGTEowp8BfXoR4R9EuLsH/T1d6GdjTICpwISSZnykDStHB1I1NYyGFYNp2p7L+e0TOSH4ly1PYFN+AIsTrZgfY8ySBBsWx1lQEmfKnP76TA1RYVKAIgVBauSH6DAuRI+8AG3ye2gwK8qQ4nhrlo3wpjS7ByUjvCjobU6aixwjHaWZ4Kvw3wIuz49idXYoy1M9KR3lxfIRLkzoqUuym7bINlo2NpGmxt10XtzDvWuHeNR5kkcdR7l3eSfX9pWwfVYChQOdxKdwToAuEyPMKehjzoQwU7KDBMM3LZI9tViR3oua4hEcWZ7KoSUj2DGlJ2XJdpSme9NQMYWmnUWcXptPU3URF7YWcK58NK3V07l1aCVdDWW01s6munAQ6T1MCDZRwF1HGmdhTlhAX5goE2GuSpS1qnjPm+Ckzgh3bUa46ZDqrssoX0NGBZqQ7qFNbpAJGX76pPnoEmmrgaWBlrgX7O3kSnhQD8KCA4gICSXQ2x1HKyOsBAN1Sx3C/G2ZlZ/IiT0LeHhlCx8fHOfri/N8fX6Kb89O8uPlWb48OszzK2u5vncSJzdksa9kIBun9GZmgsAzEkziZFBSkEBFUVLc0x3soMu0SH9KkqJZlNKfNblDKM2MoSSpF8VxXhQKIu1lzLLBbqyId2VRtBXze1syU2jC9XenaGgE0/u5MneQN9N6mzO5hy4TAjXI89FkvI8aBYHapLmrE2Yqi5eeLF4migwLs6V8bipNx9bx+FYj754389ebdr782c53oQz46w6/Pt/j15d7/P3lPv98fcS/3x7xz9eH/PPlAT+Fr32+w7c313ncWktj1RwRRVo8IpjsHmYkuGrQ10aVAGMl8aZAQJOk2KiR6qDBSEdtUh30SLbVYailJgmmKsQbKRJvpEyiiTrDzLVItdElzcGQeDMNogwUCdOVpbeuPIGC35ewrysYESpI0cvHGV+hWWVjQnSf3jhY2eJgbkyAmxPhgYH08vfH18UZHxcX/Fxd8Hd3FevhAE9vXO2cMdXVxkJfm6H9g9i2cTHl6ysZMTSTKD8/ohwtiLZQxUvwe1OTJiXYnKJUH0qS7KnIdaWxNJ5jZSM4sHwwu+dGUp7jwfw4M2ZGGrAw1pKSgebM629IYW9NZoWrMydKn4XDXMSsclWGHyvSfClJdKZwgDWj/XVItlcgx1eD7EA90t2UyXCTI9tbiXGByv8t4K0zwqie3ostk/zZWuDHyhRr8nvqkOFvyOQYN9bMzOP6pQO0n6/mlnCu7BIZSV1X93LzXBXtDeWc3DSZrVOiWJcTxJb8cLZMiKAiO5AlIwKYOciFsWFmTI60ZXGyB6vTfFmV7k3RIDPGB2iyIi2UU5tncGFbIRcqp3Nh01SOLUvmwvoJ3KpbzJ0jq+k6uobbJ8rpPFBM7dwBTI91JNHXgBBLoQGjRE8TJQT2q6cw2GEkR6SlIrEO6qR66pHkokGKlyHpntqkuOuS28uG3BATUr118DNVRk9dCX1tNayN9Onh7kaohxPB7k74OtviYmWEjbEmtkbqOJrrkJYYwf6tc3jSVs/XNy38/fW+OJ31z7dn/PP5Hv9+bOPLk3M8vLSRxnWprM7yZXQ/gZiggbGWFMoqEijId0dY4DfXVqKvjS7ZHqYU9LBlzqBAlo7sT0liMJPDbcgPMCTfU5MpAYaieJdEmzEv3JiiaGdKBrkzt7+HuDY5L8aDedHOTA3VZZKvOqM9lRntrsxYb3USHVVE4dqqS+BjKENSsDGrp8Vxtm4Zd5r38erBWd6/vMZfr5v5+u4G39938OPDTX79dZu/vwiCfcjfn4TR0dv886mLfz53iSIWRC1saf398S6/Ptzk26sr3Lm4m8MbC1kzPZncAT6EWKrjoi0rcoeijQUDdBUSrVQZIkRfO22SbbVItNIg3kKDeEttBplpEWWoJoo2ylCJ3nryhOrI0FNbHj9tWRxUpDBTlERTrhvmRlp4Odlhb2GKt6udeA3oaGOLgboy1nrquFmZ4ulgh4+zE0HePvh7euHl4oK1qQnmhjqYG+iKPmj2FuaEB/kyNjeVrIwsonqE4WdmSLCxGsFGyrjrqeCiq0yQqRKjw42ZnWBHSbILm8Z6Uz29B9umBVOZ78/KNGfRd3tKmB4lgyxZNNiGklhTigcasmSoDevHBFJXHE9jWRoXK8dwbcd0Lm6bwbGyCVSMG8DEXqakOcmS4SLHGD8VpkWZMnOgAzP6/x9q4E1TelAtsGJn9mBzgQ/LUuyY1s9M9LAqiHKibHoO15tOcrf1CHeu7uLmuQ10nK+k48I2Os5u5XrjOlqPldFct5imqhlc2jiWKxWZHFsYy67pMWzO78vqzCBmD7BifIguo/31GOWvxQgXYfRRg+XpIRxbnU7D6izObZrGufWTOLF8FNd3L+Je4yZuH1tD56GVdB5bTefhpdzYPYWmynHUL06mLDeYvFATepkp4CxwbAwUCLdQYbC9OkOdtBjsoEaMrRLxTpokuWqQ7K5LXoQDo/yNGeKmhYOhKhamxjjaWGNvaoC7hREeZvp4WRnjb2+Jm7ketvpqOBipE9nDg5ptS/n44ur/e4M/4J+vT/j76xN+fX7IP+/b+efNVX6+buHbqyYeXqykZukoBofaoKHcXfRTklWQQEmhu2jBY6Apj5+5LknOpmQ5GzIl3JXZscFMjnRlXIiVmP7n+pqQ6apLoTAeGqrD9ABtivo5s2iwD7N72zCnjzVTehgwOViXsR7yZNnLM9RahqG2ivQxESx2ZDBS7IaXnhSJXtrMzwxl/4bJXD+zmYfth3h1/6RYDnx80cTnP5r5+qaVb29a+fGunZ9/3eeXIND3nfzzsZN/xA57F/9+uss/f3X9Pp/u8O9fXfz62Mnff93i14d23j84w9m9S1k5ZRiDgoVUVQYPbUn6GcrRVyh3jBWINlUkRtwWUiLSWIkIQ0UiDJUI11ckQkeWfmK9K0eQCBmTwV5NCgslSfRku6OpJo+9tTHujva42Jrh6WCLnbkxVqZG6GuqoKsii4mWCsZaKtgY6+Pj5oGnqyeutvYIXWlLYwPsLCxwdbAnyD+Y8JBe9Ar0x9/JDTdDbdGgwE7wuTbRxMPCED9bKxz1hAk+Zcb0MaI4xYvSbH9WpFmzJtOBtTmuLEt1ZVqUGfmh2iwUUuJhTqwYbkdZmhNbCnrSsCqZrgNzeXRuJQ/OreTRpU08uLyDrrM7ubirhMopA5gcZsCEAGUKowxYOTqE8smDWZ3X/78j8OoxPlTk+7J+nBdrczxZnubFvDhb0YFxlAA8yx3IyUO1PLh5hkc3T3Dv6h46L26j8+IOui7vFX2iWo+vofnoGlqPrqX14DI6dk/i0pokjiwczOEFsdTOHsDG0f7M6G9Guo82w9xVGOGly5hwK1am+bO/eAj1RUM5tiKbs+uncWXLbG7sW0bX8XJuCcI9sopbR0vpPLKMmwdL6Di8kq7GcjpqJrFnejgDnTXEdLqHmTL9rIVUWpk+pvL0NJEn0kqZOAdV4h3VSHJRZ4S3Iame+oRZaeBkaUaAty/RIaH09XWlp6MpoQ6mRHvaE+ttT4CFjogxMdFWIisllvamer69a+fHx/v8/PSEn58eix9/f9/Fj7fX+f7qAt+en+Tb8zN8enSCV2172boiH2tTDVHAgs2OnPzv/V9NJQmM1eUIMtNiiLUOowMEu1pfJoTYkuWmQ5qrLpmexgy3VmO4hRKZjmrke2gwxVeXiX6a5PvoiJCtBCtZkm3kSLCUYKCxDD5a3XDQkhVN/UwV/4endncGOqkyYaAL5XNSObF3Oe0XdnD/xkGedh7hjzuNvH1whj8fnebDozN8fHyGT0/P8uXlZb69usz3P67w420Lv97d+H1d9qGDv4WH1YdO/hai8scufv3Zzt/v2/j7Qzv//NnOj9fXeH23gSPbi5iWHUtvT3P8dBXwF5pn2jIE6soSZiBPpIkCkcYK9DaUo7eBPL31FQjTkaOHthx+WjJ4akhjqyopUh315buhqSCFrrYqVgJIwNFKNOY319PE1c4SU0NtDLRVMdbVwt7KEgsjA+zMTXF3csfbzQcPBzsCvbzx9/TG18uPQKEL3SeKgVGxYpPLzdoBS3VlzFRlcTXTI0BwzHS2IsTLgwBXV3E/PjfcmFlDHFmTH0HRUCsWDbNk8Qgb5sRbMTbciNxATYoT7Fme7M2qEa5sGONP7fwYLm1K587RBdw7tZKbR+bTdmg+1w8W01y3gAvbp3F4VTrLUjwp7GfAkkQrts4YQP266dStm/ffAl6S4czCEUIzxYalaYKYw1iV4UJekAZDnNWZOqwnezev5cGt0zzsPMGDjuPcbzvGw44TPGw/QdflPXSc2cr1k+tpbVxH8/FybhxawtXN2ZxaOoTzK4bRuHQ4xxfGsX50APOGuDIr3pnCeIE/68eKZFcqsoOpntSPA0VJnCjL53TFVC5Xz6Z17wJu7Cui46DQvS6jq3E9d05upOvYWm43buBmfSEX1gxlzhBnIqxV6WWqRIiRPH4GgrWMsKWkQH9rFYY4qomjlKmeOoz01ifaXhV3Y3UCnW2J8PYgPtCT5B6uJPdwZkigAwM9Lehjr4OTvqLoZqGnpcjsyVk86TzF5zedfHv/gO8fHvD9/V2+vu3ky5s2vry8ypfnF/jy/Byfnpzibed+njZvoe3kOvKGhyMn+GTJCJG4m2hXKzhkaKlKY6YpUBxUGG6nzWhPQ7LdtEmxVmCohQKx5or01peln74sg0wUGGqlQJKVHCOtZUW4lkCfD9btRqypFEOsJEl0UCDQVBZrDYFF3B13DQkizOXI6GnFnLRw1s/P5NiOpbScqqazaS93rtbwqLWeZ+2HedG+n5dttbxq38vrm3t527mP93fq+evhUT49OcnnJ6f59uwM319c4MerJn6+ucqvD9f5W0i537Xz650g8hb+eXuDv4U//9nGj9dXed5xiD0VMxid2As/UzUcVSVxEMwANKXopScrireXgSyh+rIE68jiqymDu8B7UpPCTkUQryR68sK2lAQaKnJoCz7e6nI4mWmjq6GIia46ns72WJoZY6CjjqOtDT6e3thamOJoY4mbkwteru642loR4OlK316hRIVH0tM/kBBPN4Ld3bE1NUdHSQE9wUZYSwlveyt6BwThZ2dJdEgQA8IiRHO+OA8tJvazYGGGL7PirJgRY8K0AcZM6GPAcC8NhjorM6WfOQsSPFg+0otNE0M4vDSOpso0rlTl0rQ1l4ubR3Fh8yjOV47iTEUaJ9alcXDZMNbm+FMy2ILSkQ7smj2A45umc6m+4r8FPGOoE1NjbSnP78WR0mzOVY6hYeUQKkf7MCXSlHH9XSmfP5l7Had50NHIw67TPL1/lWf3L/Gg4xi3r+3j1qU9YjS+3VwjRubbV2voPFzE4fkxNJQM4+yaXJo3ZXB0YTy7Zg5gy9S+VE6JYePECBYlOjOtryUVOaHsmTWQ/QuTOboyj8vV87i2u0gUcXttMR37l3Lr2Fq6hEh8cBldR1fTXr+Apo0Z1M+NYqSfHr76cqIvlpeBPMFGCvS1UBHNAQbZq5HkqsUofwMS3dSw1ZLBTEcZb0s9Aq10CRSaVLa69HU2JsTJCBdTNSz1FdDVkMVAR4GegU7s3FDCH/cv8umPTr68u8vXP+/w9V0nn1/f4PMfLXx62czHZ1f589El3t45w4vrB2lrWMSZ7TMpmzUcJdnfabSwPK+qIoWBriIm+soYastjri6Nh7YMoQI4y1RAWMoTKVjDqkuJ0cddU4YQPRnC9KSI1Jekn4E0gbqSeGlJEG0txSg/VSb2s2RSf2vyI01IcNcg3FyBECMpou1VyIt2o0hYhpifSU35NE7VlNJ0pJzrJzfReW4rdy9V86BpG48ub+HxlUqeXN7AsysbeNlaxZsOQcz1vO2q58Od/Xy8d4hPD4/x5elJvr08x48/LvPzbQs//2zlb0HEr5v59aZVjNg/310XS4qPTy7Qemozi6ck09vLCjPV3+IUHkABWjIE6MjgryOLl6aMiP60F0gTQoaiKIGWrIToFqoiZC6CgZ/gY6YqjFCqYmaohZmOCrbGulgIta2hLl5Cw8rbT3x1tLDA0lAPL3tz+ga40zc0gLDAAALcXfGwMsNOTxN9FTlUZSVQl+mGqbo8DgISxsaUXt7eeJgbk9A7iKSYQYR4uuOhL8dwT3UmxNgwrrcB43vrMzZcn1Q/dfpZy9LHXIacIG2m9rNi8Qh3qiaFcnbdcFr2TODClhxOliXRWDqU46viObIshkOL+3NgyUB2z+lHWZaX6MldkeXGnsIoDi4eRlP1rP8WcGpPE9ZM6MPlHQU8OlPOncPzaN2ew8nFUVSN9WBenA3FowZy5vBO7rY28vDWeV4+a+flo6siQ/h+x3HutR8XweDP7l3g2e1T4uBD+4nV1M4dxJa8MBoWpXFtXSoXVidzriybo0tTqCtKZO+8IazNDhTH/QoH2FI2yo/qaQM4vDKbMxsncX7zVJq2TaZl53Ru1Myj48AibtaX0HV0LbePldN5uIwbNXNp2pDO5ChLvAx/UxHCzIQ0Wp2+FqoMsFZjiLPgtaXPCE8t3PWlUJaXRF1ZBiNNOax1FbDVU8LZSA07PSX0NWRFz2jBN9rR2pCxWYnsrVrGzUv1vHlwiY+vbopbSIKIv7y7xec37fz1qoX3L5p597SZPx5c5NmNI9xr2s6l2iIOlE+gfHYK+mpy2FiqM6SPF+mxPoxNCGRkXyeC7DXEdUJdYVBFXQZnbVnxISSkjgbyEjhoy9HHRoVh7pqkeqgz0k2ReDsZ+ltIEu8kT2aAOjPjrFg9MZb1M4eL9ZPQABkXYc6onsaM7e/IlER/5mRGsmbWCDYVpbJ3TT7Hq+dwbt8irh1eSVtDGZ2n1nH7XAV3z1dw7/waHpxbzZPLm3javJPn12t52baPP27W8qazlndd+3l/5wAf7x/k85MTYs3/7V0LP99e4+frK/x6c40fb4Qhl2v8+OMqP9+0iin5o+bdVJcWMDDCE2MNOXFF1Frg8qpJ4aAmha2ypAhLM1KQQLD1URa8uyQlROCYgmDMLyv4encXu/gaitLoaQgEDDnRt9pcWxl7Ex287K3wEutja+zMjLA21sPV2pieXg4EuTuKntaW2mqYqIdCRTIAACAASURBVMqioyCJikx3VGW6o6ckg42+Oq7m+gR7uBLo5oK/rSXB9sb0Dw0l0NUJG21lcbgo0UOVkT6qZPirk+KtxkAHeYKNpfDVk2aosyLC3fjMaAvKs9w5URpP047xnNmcx+EVw9i/SJh7iGR3YU/x7JjRi/VjA0TP7wUxxmzM8RQFvH9eJKcq0v9bwEsy/bm0NZe7xxbz+PxaumoF8FIKJxf2Zt80PzaOcqZ4qBerpudy5uAO7rQ0cL/zHI/uXObpncs8vnuFR/daeP74Oq+ed/DHk6s87DhIa8MajpRmsXVMHw7OGsDZhXGcXjqUxqXJnFyewfHlKRxclEzl+FCKExyYEGHMjGhryrJ6sGtWHPULh3JseTKNpamcW5dDy86ZdNQvoKN+Ee31S2jbu4C22oW01S2geWs282JtCDJToYexCn3NVQk3F3An6vS3VhebWEM9tAk0V0RLqRvKShKoqUiJ8C8dVWkM1OTQ11BET1VG9KLS1ZDDxdaAmZMyabt6gpf3r/Ds1mn+uH+JDy/b+Pz2jhiFP78TjO3u8v7VLdF69vXTFl4JmUnLPtpPldKwfRZVxWmUTk0g0t+a1fOzOVS5gEMb5nGgbBKbpw9mTB9zHPRkROMCfRUpEZlipCKJrmJ3kaE7NMCQ6YNsWZTiQWmOD0tTHZgba8y0SG2mRBkwN8GJ1eMi2FSYSE3ZVLYVJrEqPYD5iY7MGenD2lmprJ6WRHFuJAvzolk+PpL1M/qze3kahzfmc2b3HK4eXE7r0VW0HVtJx/HldJ5cye0za7h3fh33L1Xy6NounrTu5fmNWl601fGqYz9/3Kzn7a063t89wsdHp/j09DRfX5zj26tLfH/VxPcXl/j2/BzfhfPyEt/+uMaXFxd5efMgR3YtJTWxN8b6qqjIC5RACbQFN0zB0ke2uxhx5QQKgmQ3JIQjIcC4uyFYuwqfl5fpLgLrVOS6YSh4VytLYaIqjZ2eCt5W+oS42eBpb42LtTkedjbYGRtipa+JmZYKhkoy6MhLoibT/bd4pbujKSeJsboizhbGeDva0jvAl3B/XzyszPEW0Kd2lrhZGGBnrIOzljRh5lIMtFckzl6eQXZy9LOSw8dA+DdIiKXbUEdFcgI1xYi6e0YPDi2No37xEPbM7f/7xqcgiMpx3mzIc2dtlhuLEmyZEanHwngzNglY2bnR1Bb341jZsP8W8KnVw7lVO52n5zfw9FQpXfum07Iphcb5IezK92TbWE9KUxwpjPdl5fQxnKiv5s6NM2JT6871Ru60n+b+rSs8udfM88etvHpyjed3T9F5cScnNk6kenwUNQUxHJwRR92MgdQW9uXgHGFDYygHl+ewe14iq/J6UjjUg7ERJkyNsmZNdhB7Zg/m8LIMGsvyOFORT8vuQlr3zODatilcriygedt0WnYW0rJjBs1VY6iZGclwbz16GqsSbKJEgLECoabK9DJTYoCTDoEW6phoSqOrIYWpMMBvo0aguxG9/CzpG+pIYkwguamRzC4YStmisezZXEJncyN/vX3Am8ctvLh1hjcPr/Lh5Q3+eiNEYcEL6x7v3tzl9ctb/PG0jecPm3nQ0SB26C8fWEzt2nGsnTaI0slDWJAXzdVDazi9fT5nthbRsK6AmuIEFibZEmkrixCBtZUkMFSVwlhdBn1lCZyMFBkbbcvqMUGsnxrBjvlR7Fk4gLqFsVRNDWXdOB8qZw5i55IsthUNo25ZNnVLxrNpQl+KRzhRkhPI+uIMqhaPYfm4vkxN9KAkM4DS8eFsWTCU2jVZNGydStPBVTQ3bqTl6Bpxcqzj5Do6TlXQebKU22fWcr9pKw+u7eFJSw1PWvbx7EY9z9vqedVxgD86D/O665AYlYW7caEB9unp7z7Alycn+fb0NN+enuPb8wt8f9nEl1fXePfwHOePbCQnLQZTQzURZyNcD2nK/k9MZRWluyGA234zif73W8Qir6gbkpLdkJbshpJUN7QVumOmJouZitBtF0ZtBcCAMl4WuriaGWBjoI2Frga6ivJoyEmhJieJshDJpbujKN0dBeluaClKY6gqi6WeOk4Wxvg429HDzYF+vp742ZjSx9WGYFtj/Cz1sTPUxUxVDhdNCXoYSxNhJiWmzeHm8jjryqAk1w19RQnCjGVIclZkVl891ue5s3NOJNUz+7ApP5iKPB/Kc91ZneHIyhR7ihOsmNZbl1l9tVkzyokdc/tTvySRQ6uGcrz8/xCBW6rH8+TMJl621vD01EbR06qjJo/G+YFUZdmyOdddPAsGmJMRbMm4IX2p2VRKx9UGbjUf+X1ajnK3o4FHd87y+N5Zntw9zd22Bi7UlVK/OJMdUwazJXcg6zMi2DGxB9VjQtgzK4H9pROoXTleTP1K82OZFGVDtlBDRFmyLi+UugUJHF42ipNrx3OhsoBLmydwYUM+Fyunc6W6kCvbpnK1airXds7k8qbRVOT6EuOghq+xomh8HmCkSICJskgp8HfRJye1D4tmp7K2OIudG+ZzeHcpx+vKOXV4E5dP7uDmlTqedB7njwdnePesWbQw/fT+AW8eXeFF56nfAn7Vyl9vb/LxzW3e/XGXly+7eP6kjWcPmrnfeZ7r57Zwak8x9RUFbCtOZWXBAFbPTGJlfn8OlOZRtzCJw6XZHCvLEPest04LI6enNlYa3URjOVV5CYSjLNsNRyMVJsW5sHFSONvnD6B20SCOrEziwuYJNKzJpKYolpriJPavmsCRddPZvzCX2sWTqZw8iIWp7iwZ3YO1M2NZN30gy3KDKEz2Y+WkOMrnJrFz9TiO7SjibP0KLh1dz7WTVXRc2E3XlVo6L+6l7XSluLzedW4D95q2cf/aHh427xXPo+YanrTW8uzGfp61HeRFez0v22t5fauet/eO8f7hST4+Os1fD0/wSTgPGvn0sJHPj8/w9el5Pj+/wtsH57h8fDPj02NxMFLDQLE7Bgr/Q+g2C3a2SjL/E8F08gItQ0qIxP+ju5RADhRogd0xEoSrJid2jc3Fj2UwU5ESu+/iq4oMugpSqMtJoCigUaS6ichQBWkhFZcQI7+aghR6KjKYC0RFAy2sDbVxsRTWDg2JcLcnxNmKSC9Xgp2tsNRWRU9ZBm0FCYwUuuGi1Z1AI0mCDWXE2QMLVUmEB49QTwubc4NsFZjeR5vFQy1YPcqNskwPVqU7sSLVgeUjbFmcZE3JUHsKB1kxJUKHRUPNqJrWi/2rM6ldOoIDK4ZypCztvyNw+56ZPGuu5+mlnTw9X83DU6XcqptEY1EoVVk2bMxwZvvEXqzPdGdyqA7ZvnqsnTCCM3VbaDmzm47LB7jVcpxHd67y7ME1Hnad4faNRjpaTnC6bi17Vkxm3aTBbMiMYtnwCMpSvdicGcjGcVFUTE9hQ2Eay8YNYuGonkzqZ8koX03ygnQpjndky7hQ9s6J4+CSFI4sFaw8czm1dgxn14/lwvoczq1N4eyadJo2T+bq1nzOr8miYkwI/ezU8BLwLvryuJurM3NSKgf3rubGpT08uXWMl3fO8ObJVd6/uM6n1x3iCOGXt518f3+Hnx/v8O1dJ1/fdfHlz3tivfv24WWedzby6t5Z3j1t4u2LNl49beHZoys8ftjK/a4mbredpvVCDYe3zqByQQrLCmJYMjqM5ZMGU5QVweTBrqwbG0LVtAjqlg2loSKdU1sn0FCRw6pMT8IsZcRUUlpKQiThCW9aJxMVpse7sGlMMNuE7a45/Tm5cRzX9i+jae98GsozOLQqlf0rxnC4Yj4Hls5gR2Eu5Xm9mZNgw4KRbqzI86N0jB/LMz1YkN6T9SVj2VleSN3GQk7UrOTqiW1cO72D6xf3cfNyHV3NB7nb1sjDmyfEc7/1ILcv7+TOlV3cb67h/tU9PLxWw+PWOlHEwjTWkxv7edVxhJddR3jReYAXHbW87trPn/cbeP+ggQ/3jvDx7qH/J+ST/PXgJB8enuHN/dNcPFxBblIfHAyURb9mWw1pLFR/c5m05CVQkxOaVxJi2iwp3U2sgS00FMS7eStNRVHAAmXQSlNWhOxZq8lgpiCBqZDNyHfHQFECPUUZcXdYiLiCWaKmcAOgIoOOiiymGgIDTAULTVWM1BSw0VXBy0KfHo7WhPt40NPNBV9bc5TkpFEWMLFS3UQqpAAAF+by7bWlsVSXRl9FBj11edQVJNFRkCDCVonieFOKh1ixIM6MojhzimJNmR9nygIBbRNvyfx4K2YMsGB6X31KM53Zu2QYByomsWfhCHbNj2Tfov/DQn97fQn3T1Ry69Bq7p+poutwMe07xtJQEsmecR5szvGkbk4ch4riqcp2Y+UgI1Yn2rO1IJ7jW5fRer6ee51XePXkFs/uXuF+63FuNh2n6fguTuxYQU35XHYsHMu63CgWDQlh8WB3pvc2YVxPE/IFC9ikXkwe7MOUWGcm9bUgN1CHnGBD5sW5sj47kC3jerG9oDc1s/pzsHgwRxYn0Lg8mTOl6ZwpS+eCsKa4MY/Lm8aJafX5slQWxTvhY6SAvakWi4qncqf9LB9e3RBF+ePDXb7/2cWPjw/5+dcDfn1+zM9vL/j59Tk/vzwX3SS/f7jLlzc3+fS2i09vb/H24UVe3DrG07ZaHrTu5uHNBp7dv8yT+03cvXmKC0fKOVo1mx3Lc1mYF8m8jAhmpgQye0Qgs0b4MrqvDbk9jViR4c3WGeEcLkvm7JYczleP5+K2qdTOS2R0D11ctCWRk5ZEQlKATXfD3kSN6cM8qZ4VRVV+CHum9ebkpvE01S3g4s7JHC0bQu3i/uwsiWXPotFsmZrCkuEhLEn2ZFI/A2bFm7I43YGyMd6snxBEaW4wK/Kj2DAnhV0rJ7B/w0wady7mdO0qLhyuoPlUNddOV9F2fg+3rh7gzo1G7l4/zs2LO+i8sJOuizu431LP4xtHeHz9II9a9/GoeS+PWvbxuEUQdA1Pru/jeVsdf9w6wNu7jby5c5x3t4/w4fZhPtxt5P3dE7y/c5T3dxt49+giTzpP0rB3NUn9A3AV8LSGCrgZKIge1gL10kpoNGopYKImg7psNyy1fovM2UgDQcC2uoo46CrgpKuAh6kG7iZaOOqoiuAyWx0VrDUVsdMSvkcVM00V0U5XS1lanMAz1FDGUlsFS4FnbKSFiboCxsrSWGrIY6+jIkLrfayMEYDkstKSYgSXkvr9u5GR6oaabHd0FAROsBxi/0JTCX01ebTlJehprcrioTYsT3GlJNGO+XFWzB1kzoLBViwc7kJxshvzEhyYHGnM9L46rM3zoGZ5MvtWj6G6OImqOf3YMj3kvyNwx4Ei2nbN4MbuxXQeL6N99yxuVM+ktWo855bFsGe8NwcXJ9G0IZeGeRHsyXVka5ot60c6s250JJsLM9i9Yib71xdRVzaDnfMzqF08nupFEzlQuZA1JZMozU+gND2c8aE24spfmrsSQx0VGGSnzCBhSspLj9xQI6bHWDEn1pYZMY7Mi3djbYYf5Zn+bM3vxb7ZA6mdO5B9syM5sKCfuAxxYlUmZ9eNFiPw9X2LaN49l6bydI7M6ceEPmZkj4ij88ZZvry/z8/PAhrlD/79Lizgv+Sfr8/4+UmY+X3C39/fiefXt9fikr5wv/vpZQt/vbzKx1ctvL53lsdtR7jXXEuXsNh/dS9dV+pov7CbUzXL2LYgiaV5YcxI6cHUlHCmjujBxHg3Jse5MCnGjiHemkzob8Ha8SHsXRRHw4Y0Tm5K5UzlKLE0OLEyl51TBzIj1gVPU2Ux3RPYPLqacowZ6MjW6RFsK+jJlrH+HFgcx/H1KRwpHcy+ohA25NqxKt2GlWmOzIm2YIyvDlMjDMgP02LaQEMWp9uzeWYYexcnsWN2FLVLUzhWOZnti1MoHRfGusl92TI3gdo1YzheNZfj2+ZxalcJFw+s5qpQF5+qpP3cDjrO7+bmuW10XdnN7Wt7ud+8T/w/edhyiPtXa7h1cRN3L27k3uUqHrfs43nHYV7cPMKLtnrxfvmPmwd4fesgrzsP8KZzP2+EIZLOBp7cPEnHpVo2Lp9KlL8dvqZqeBop4mOiQg9bfbxM1MVOvLWqJKYqUjjoKYnUTFuRcKgqRm5HfWWs1AXAm7xoE+RsqImLkSauRlp4GmkSbK5DnI8L/T3dcDXWRUdVHgU5KVTkpNBWlBaPkB5rCCm3MO0lK4GevATWmgrY66lgpa2CjLRAtPhNutSSkSDcTp+hfo6MCnYh2d2IxAB7AmzMMdH4/ZAQoH7T+xpSnGjLvHgb5gyyZMYAU2YOMKEo0Z6SEe7MjndkXJg+U/rqUJbjwebCKLbOj6WqKI7Ns6NYOy7ovwV8vWY2zRsyuV69gI4DC2nePJ4bu5dys6aIKxvSOVnch8aSeFq3T+dyRTINC8KomxpA9Th31g63YuFAU6ZHmJIfYkqGvxnD3fUY4WVIQUIfRsf2JKmnK6P7+ZId7MBwD2NxvW9ib2EiS5V+FtIEGUkRYqZAoo8BkwfYiiIuHOzCrEGOLBrmxqax4VRNimJrQS+qp4RTN38YR5dlcmhxMocWJnB8WSInVo/kzLoszpSNpLF4MCcXJdCwfBjH67by5uktvn98yq9vb/jn51/8I7hH/nzPP1+f8+uLMA4pWMW+4+8f7/j1/TW/vj7n+/t7fHx+hTd3j/Pq1lEeNtfR2riRs3UrOLF7IUe2zGDXijzWzUykOLsnkxJ9yI1xIy/Wh3HxQeT0cyQ70orxMfYUxHsQ46zKnGRvdhQlcGzjWBorczm6NolTFVlc2Cg4MkyloWwcmyaEkxWij6m6QEcUkKjdiQ82ZW2eH1sKgtmQ60FVQQB7iyPZs6AX22b4sHS4AdPClRgbIEOas6JoqpYXqERBPwNmD7VmRaYHWwr7cmBNHvWLhrB/eSIX65bS0ljF4c0zqRBq5Kn9WD89mqqSJPaszqF+/QSOVc3m1M4SLu1fTsvxjbSe3MSNk1t/3/dfreH+tVruttRyr+Ug96/V03l+E7fOlnHrbAV3m7bz5MZBHl2v52nLXp42C13sPTxt28eLG3t5cX03L27s43nrPh4013GzqYazByuYOXYYvV0tCLbUJNhCgyALTTyNftMPBU80J30l3M10RTC3k6EmzoYauAqYUC0lzFWlxH1xG4HTZaCOu4kmgZZ6RLtZk9LTm3EJMaRE9CTC1kKkLMpL/66L5aW7iTW1soyQnkuirigtTnzpKUphZ6COlaaCmKabCCOchlr4mWkT66xPmocNBQG2TOrpyOz+PixJG8ikAWHEeTljrqaIk4402d5qTIs0YFo/IyZHGlIQacSECH0KeusxJcpUHArJ7aXH+N56zEuwYmWOF+sm9WLTzD6smxTKilyf/xZwU9VYLpYN49z6HFqqJnJ10yRaa5bSsm0CTeXJnFkex/nSZNr2zKFj10SurEnkREkkdbPC2DY+gLWpDhRFC04YKqQ6yDPMXpvhbnpkhjoR62pIf0c9BtipE26qQJixAoNddET71yRnVQY6qOCoJYWeUndsdOUZ4iek1XbMS/QWHSVmxzlTmtmTrQWD2DIhSlyU2D6lD7tnRLFrah92Tg2jfl40hxdEU1cYSc3MftROi+TI/EgalibTcnQrz+438+ntXX4J7pE/Pvy2f/354XcUFixxvgtR+TV//3zH3z//5NfX13z98JB3z67wvP0g9y5upfPsRk5WT2PL3HjKpw5kWX5/5maFMzU5mKwoZzKj3cge6EV2jDspvSwY3tOM1J7mjOpjSZyvKYM9tChK92XHwgQOrh/DiU05nFqfzsVN47mydSqXNs+iYf0UdhUOYMkwS3payyLce8pKdyPQVpPZg23EmdsNeR6szXBlc4E/26cHsHWSF+tGOzEjUp10ZzkS7KRIc5cix1+OCX30mZVgzdJRrlRN7cWupUPYPUewd+nF0TWpNB1Yzo3TOzmzeyF7l42iqngE+zdO4cTeFRzZsZDajVOpr5jI0a1zOLVnEZcPldF2qpKuyzXcvlrH7cu7uHOphltNe+i8JMzIV9J2cg1tjaV0ntnwe0Dk8k7uXtlJ1/lN3LtYycNru8UNpifXtvOseRcvbhzmaeshui7X0XR0M3XblpIe04NACy0ChUisL4+DprTIqrbXksdRRx5PaxOsNBRwMxGAahq4GCrhpKeOpZqcWDsLZEo7LXlc9JQIMFUlztOSkT1cSA/xYLivM/2t9fDUVkRTVur/b2pJS6AuNA8VJMSml1DD6itJYaYppO6yWCgL5hFKJPs7kexmwZggR3LdDRjrqc3UAAOm+eswQ2BbR/swM7Y3cU52BOspMcRWjlw/FXID1cjroUl+hBHjI4zJCxXKRA0yArXJDTNifB9T8nvrM3OgIQtTBVdPb5bn+rAi1++/BXx2XSonV8RzenkiFyqyuVQ5iWtbJ9O0MZermyfQWj2Tq5vHcnVXIfcaV3Nz7yQurk3i0Py+7Jzcg6rxfqxNc2NOtIlo25LlpcZQRyVibZXpZyZLpKkiEWbyBOpJ4KMlKbpIhhhJEqQnRYCBHHaaMqgJQC0FScy0ZOjjrE1OuC0z4jyYGm3HpD5WzB7oyNIRQWwYH0f19ES2Tx7E9skDqZocTVVBf2pmj+DQolyOLkmlvjCcmom+HJrfj2PlU2g+uplnnef4/O4h3z485PvHR3x7L+y6Puafb6/4+8dbMfqKEfjbG35+fsn3D4/4/LaLt4+auH91Ly3HyjhYPob102NZOyOBpQVxTB7eg6z+LowIs2FEmB2ZMb6k93UgMcCIAe46DA0wob+nERYaMsS4aDN1oAVbZ0dzeF0OZyvH0FQ9Weyqn16Tyak1OeJC976FCWycGMDoCF2staXF7quhpgJpQbqUJFpSNsqW8lGOrMtyY8tEP6pnhlE1J5I1oz0YF6hEkq0MGZ5yjIvQoHCw4B5pLz7FK6f1pHpuJNsL+1A5zo8dhb04simP8/sraNg6h9rVOexbW8DxXYs4fXADF45t5+zB9ZyuW8P5QxWc2b+Khp3FnN+/ipbGTdw8v5ObF7aL22g3z26hU9hKE9Lry3tEz7AbZyppP72Rm+eruHWhmgfXD/KgvYE7Tbu5c2kbD6/t4Zkwwtl6gKc3DnO/5RCtp3Zw7thmKlfOZliYJ8EWWlgJE1dK3bBUk8REWQJbDSmcDNVFzI+HmRZe5pp4GAsMZEUs1AVomRSC0F31VQg01STYWJ2eRkr0NVUkwUGVoS5aDLQzINRUF2MVRTQUZVBXlERVaGwpSKKl8Ps+2kBZGlMNWYxVZdCWl8RRVZpBLqakhrgwwt2aYfaapNopi6uaaXZKZNjKk+esRL6bKjME+6bYnkzv7UdBmCMZHurkBmgwNtyAvDBDkcGcHaJHVqgOmb0MyOltTn60DeP7mjCxjwHTB5pRONiawng7Zgyx/28BHxNqsqUDObQgmrNrcri4NpOL67Joqizges1ybh4t48auaTRvmcDNuhLuN66ifXcBZ1cNYf/MCCrz/FmZ7iFOkiwU/mIhNQgzItNXiyRPNYa6aRJjI09fcyn89STw1uqOvXo3dJW6oS1wgeQlUZIVKHndUFKQxFBNiiArNUYEmTCujxljehqR5q1Lfrgtq0aFUVkwkO2zR7B7/ihq5mWwt3A4ewrjqS9K5FDJEPbPi+LQvHCOLhrAYeHapnQizYc38vz2ZT69usnHFzf48rqdr0Iz66+n/PjyWjRm//n1NT+FFPrbS35+eca3T0/4+EcbL7sauXOhmrN7S9i9ZgIbirOYk92P0QM9GdnbnqReVqT0dSVncABDg0yJshOGSAR0pybm6pIoynbHy1SeZF91loz0Zte8GE5X5nN220SOr0plX2E/DiyOpW5hDHtKBlBV2JulGU4M8lBFR1ESOZnuJIVYsGiEi7jqWZ7lypLhzlTkBbJ9Vh+q50exsziaTZNDRILhuB7ajA/VYdYQa1ZPiWXXyklsnjOQqlkRbJrQg1UpjqzOcGPXghh2Lx7BrpIEaldksGNpHttXTqS+agFHa1Zy6uAmzjfs4sKJvVxo3EVjfTlHthVxfPt8mg6VcePMNtrObeXG2S3cvLSDjst76LxWT9fVg3Q27eZa4waaj6yh/cxmOi9u59bF7dw8vZ5bZzfwqO0gT28e4+HVPTxuqeFh+zHarhzi4pEtnN6/gcnpcSJn2EhZCmNVaQTPah15wRNcAhcDVWx1FHDSESDySjgbKGGjJYe5uhTCVY69toL4Pc46CrhpSuOqJoWruhR+WlJEmSkT72xItJM1TgY6mOgooaOugLqiDDrK0hioyGCoKImpsgTGKtJoyEkiJ9FNnMUWflaMsSLD7NUYbKXMrKTejIuJJd5WlWG2qoy0VyHdTpkcexWK+7pQmpPI4tR4Cnr7k2yvzEgXebL8VMkL02NqrDNThrgxTpiYG+RIVm8rESub39uAiVH6TI42Jb+fBekhRv8t4J2TQtk7M5wDcwfQsGIkjauSuVhRQEtVIVe3TOPattncOFDKncY13Dm8hHvHVopwYmET6NK6YRyYEcqWLB8qMv1YnerKkgRbFic6UxRvz7QoawqjHZja25CCCB1ygjQZ5qJMoKEMhvLdxNlWBYXuyMoL9HPhSSh8ThJdJUncjJRI8DIgJ8SYnGA9Ur21GdvTkpJ4D8qzwtk2LZba4lTqF2ZwcFE69UVJHF2exuk1o2lcmcTRZYPZvyyTqqJRXDm0lRcPO/j85yN+fHkmdpz//vpSTJn//fUXwvnn1yfxiESF72/48eU5Qjf6w7Nr3G/ez6XD66ivnMnaGUMoHNmTsfG+ZMd4kh7tQX5KX/LiA4l102ewhwUDPWyI9fJgWGgv+vm6iW8o4b4wq4ce63N9qC0ZQt3iIeyaEcm28T3YO68/e4uiqVmcQPW8GMryvJnUT48e5nKoK0gQ18OO1WMiWJftQ0WWKyuT7ZkXY0rpSHuqJvmxb1EMdaXJHCxNXwsxVQAAIABJREFUZ8UoL6ZGaDMjWp/yiYPYumgKGwrjqSgIpSzbkzkxBswdZMaKDEdW5bhSnh/E0txQUsJtGdnPiSUTBlFZnMO2FePZUzaJunWz2F9ZxMEdQmq9jCPVRZyuWcr5/Wu41riF9vO76GiqofPafjqaD9BxuY4bF3fSealGbHx1Cl+7UsOdlgPca2vgbvMBbl/dz+Obp3h0/Sj3L27nzvlq2i8f4tzBKo7uWkVBRjxeppqikExUJNAQ3hcy/8NBQxo3LVk8DJWwF1JrPQWsNWWw1hRA89KYq0mKrGoBSC+sBLpoyuKpr4afuQF+xtr0MlBmgLU6A13N8TDWR0eIwkoyaChKoqUogZmmLOZqUuKstsBIlpHsTvfuwq2ABBoy3fFVlybKTI7h/i7EeZjR396MaEsdhjlqkOaiSZqjOsMtFcl2UGJOhBPF8X2YFeXHuCA7srw1mRplxpK8PiyZEM+cjN5MGOxGZqQ18V66xDqpkBGgytjeRuSGGZATYUxWH/P/FnBlXgA1M/tzYM5A9i8YwNGFQzlVlsuZDeO5smM2bYfKud2whTuNldxuWMe9E+V0HSqhbcdE2rZkcW1dOscXDmHnlAjWpbmxeoQLZem+lI7ypSzThw25/uyYEsam/N5UjPJg67hgNuWHsWxUABP6mtPPQQ2BuqCp0A1Nxe4in8dAqTvGKlI46soR7aRNeqARowL1SPFQQYBcz4q2YmVqIJsLBlG7KIfGdTM5tW4ax8rGcLJiIifXpnN0WQL7FmdQPieLtisXeP/6MT++vhMpCgJ8TICQ/fPvd/799wf8851/xfONf3/+xa+vr/j+8QGf3wgR+zqP249wrWEzx3YuZsOiTOaPGcDkkeHkJQaTHRtIXkIEgwNMGWBvwIjQAGIcLehrrU+smx3xbq4MDfSjv5s1ScEmFA40ZPUoR8rSHFgyxIqVI1zYURjFviVD2bt0OLsWJbK+IJR58VZkBWnioi9Nf19zVozpQ2VBH9bmerM224WFCRaUZzpTNTmEuiVxHC5P58TmiVysKWLfwsHMjDZi7iATFqT4UTo+kmU5AcwbbMn/x9hbRsd5Zvm+saBKxSUVqEqFKjFLJWZmBossyyhbZpllZmZmZmbHTkyJGWI7cZLuzkynu2d6Zs7toZ6ZM3jOmd9dz+ues+6a+yH94V2xvbIip+rdz97P/tP0EnEQWhmsdbCkxcXy9nBmVARTHSM2riryEqx0VycwqimTEY2ZLBxfxe6lwzm7cy7XT27i3qVdPLq0ky+vbOHhxc08vrmLN18c48OLi3x4eYn3T8/w7vFxvnl+ie9e3+Trx2f57sVFfvHmJr/6+h4/fnjAd0/PSRv8H97f5edvrvHD68v86YdHvPryOleObmDGqFbSw4IJCwrAYwggUC1DEDASjXKyhJOmTSR2BODRywgLlOF1BEmh4qKQU51GUkJ0JFnVpDkMZDuDyXYYybAJpZqa5igjXWnRknBfaIeD9WqJjSXlQgndcZBw/PjIBPMTxBFfH/x8fPH1+UR6R/OC5QxL9dBfU0hbRjTNSQ7q3Wq64w30ZdgZn+GgLy5IyiZeUBzF0tp05hVGMqMglFkVYcxpjGVWSxIz25Lpr42jMzOEtmQDw9KDmFJmY35HLPO74xlojaOnJPSnC3hddzKnF9dzbVkzN9cM4+bKHu5sGs/D/YO8vbaPn90/zff3TvCzB8f42f1Dkhb36/OL+Pr0IB/EaH10Os8PDfBoay/XFldzZk4ZpwarOTa7kiMDxVxZ1cTVZU1cXz2M66uHcm/zcL7cM8DTIwt5enwJr8/M48ayapa3xVIfq5NsYyOMH0HyGKM/iSYFRWL0STJIBgBdiVqGpwYzryGBHX2FHJ5Wy+mFnXy6fRaf7x3k0YGZfLF3PHe39HB242T2rxvkl794z7//y99LUJHosGJM/pff/YxfvX7AX3z3Nf/wd3/Lf/6ffwXRhf/1b/j3f/yRf/3b7/if/+Mr/ubPX/HnPzzi9b0DXNgzi52LhrNiUh0T6pMZVhDB6Lo0RlQkUR1lpjHaw/C8PKYObaY1NZra8DDmDm2iKyGSMUVpLBrWyYxyD0tqjaxutrKtO5bjcyq5tKGbixu7OLOykeOLazgwo5CNvfHMqXFSm6CXjPCWj8zi4EAph6YUcWCgkP0DRRydVcGl1R1c3dTOnb19PDm7jFc31vPmxnYurG1nsMTItCwVM8oFu83NzJoo+vNNjMky0Z8XzJRiC9PKrcxuCmXpiGQWjchhWImHWIeCQBE6Lu6GejnZyW5WzezgyqE1fPHpOe6e28LtM2u5vH8Bt47M48m1Hbx6eIT3X5zg3ZOzknfY+6fn+fb1VYnk8/WXZ/jw4gK/+OYef/rtF/z44R6//PoOf/rNPX7+7jN+9vYO3zy7wusvL3Ni23IachKJMAXg0Ppi1clQB3wUNETpfaRI06xgP2mJFW5QSWF3br0v0cEKoo3C51pDXLBYeKlJs+nJsGjICtGQY9OQF6KhzK2jNjqEDIdJUh9ZdQK39cei8sWm8cOk8JWWWwo/X7QyX4wC49X6YzEEoZJ/QrJRRm+Gm+F5MczpambmsBaG5afQGuegyS2WuEaGx5vojVQzLimIwdI41rRkSVbA04oT6PIGUxcfSGWsjmKPhgKnnNpIOQPVHuYOjWP7nCq2LmxjSlcOCe6gny7gziQrG0dmcWRONVdWDeXmhrHc2TGTO1um8mDXTJ4cX867qxv59toG3p1fxldnFvHu/Eo+XN3I97e28uHiEl4dmcbzvdN4fWQ6D3f1c3ZxOxdXD+fswnouLm/kzqYeaTy/s2EkT/dN5qtTS/n22maeHVzM89PLeX54Cs/2TeTu1n72TKtkQrGHklCNFJ+SGuJHcrA/mSEBlIZpqI/W0RKjpylGT1+emw3DczgytZxTs8u5uKSRGxt6+GzneC6taGbNxDr2r1/A7/+fP+M//uVv+D///Fv+859+w3/+wy/437//gf/8p9/yv//xL/i3f/gN//kfYpkl/p0/59/++j3/9Bev+P1fveMv/uRLfv72Li/uHeX87lmsH6hjemsao8uiGVOZyNgqL+05cVRHWmmIdlEfG05NtJPmpBhq4yOojrLTm5fLpLIKZtSUMKcym7kVLvZMyOTGqk7ubp/E7f1zuL5rGhfWdnJicR2H51azpS+LWdVO2hPU0jZ2YnUEu/qz2Dk2m53j8qUp5sDkAo4vqufihnaube3hy2OzeXpuKa+vr+XZmRmcW9HIuEw1PUkyhifK6U5SSXuJntQg+nLMTKuwMafJw9LR6exa2MqRTdPYOjiMkWUxhAUrUImXOcAXlcKH6FAT4ztL2bduJue3z+XSgaXcObWKp7cO8unZdTy5uou3j8/w4eUVvnlxka+fnuebZ+f56vFp3j0SNM0LfPvqGj98K+SoX/GrX7zh3dPrvPviIu8fX+X982u8fX6DLctmkBfvkBIjgjUfKaUyIWzw/wSXzo80i5J4o4JY0Y1dgSQGaySYR8KBLVq8TjPpNoOUsJhgDCBBdGjRmY1y0kwyCq1yyUQgySTHpPL7iP2qhKBhCIJdFazwx6mVE2dTk5MQSnVBMckuOzmJyejl/oSo/amPCaI93sao/EjGV+cy0FzBpMZaaiOsNNoVNLu0dHpUjIrVMqcslo1jW9k9ezrLursoiwqVJooAuQ/qgCFYNUPIcsgYVWRjoCWaeaOL6anLJSnCjl6r+OkCTtf70pjkZOeEXE4vbeb2tvF8um0ytzeO5+7WAb48vJwnR+fz9MAUnuzt4+mBSbw6MsDzA5N5vn8qL/ZP56ujC/lweQ3fX1vO12fm8/jgLB4eXsi1dcO5uLSVO1tGcV8wp3aO5rONw3h5aD4fLm7ih+vr+PbMHF4eEEyqBbw/s4YP51dzf3sfOyfmMCbXSlWEjnyHkjSrHPGhe83+5NpV1ESKIg5kXIGHDSPz2Ts+nUMTUyU51tFpWeybUcblvfN5dO0Qf/Nn7/n3333HPwuFzJ895p9+fMj/EpGgYnH173/H//m3f+B//evf8u//87f88++FQP8dv//tM/7qx6dSt3h59yBX9s9n58JhLOmrlO6/c4aXMqE5j76abMZVZlMfbacm3MqIvFS6Ej30pCYzoriMuph4WhJjmNXSzIj8dJb0dLO2p5ibm/t5sG829w4t4tqeQa7snMG5dcM5tqSJg/Pq2DA2k4EKOy3RCqIDZZQnhLBwqNjGeyX11rphcWwfkyxZtxydnsvldY3c2N7Fp7s6uLdvJM9Oz+D5uUVs6C+gx6tjaKKWoYkaulOD6M00MTbHzKymcJYMT2TNxHx2LGrjyPpJ7FnWw2BvKqVxgZLAQqcUCIEPWuUQ1EpfQkN0TB9dxcnN/dy/vIcv75zm4fVdPL66ldePTvLdqxu8F6P080u8e36eDy9u8vbpVb68uZvH17fx1aNTfPf6Nu8eX+LpjV28vHuIb1/e5BdfP+L9i8/ZtXEl6XGRGNS+qOWfIPP/BOFkEiBYT8ohZLjN5Ea7yYzwkB3pJDvaRbgliHCDgjirnqQQPemOIMQSK9aoIMGowGtWki4cQUKU1EcE0hYbTJxFjVruK6maghT+OHQBRJo1xLtMVOSnMqypjRHtfXS2jiY/u5SI0EgMCjk6mY80xvdmR9MQ66RJxNqmhjC+KIbR+Qm0JdqpC1XTYJcxyiNnIDWYZS35bOofyareYUzKT6Eo1IBZHYBc7o9/gDhEhhBrkpEXHki8W4NZ548iQIZKNeSnCzhWOYR4nT9TauPYPjadQzMrOD63grNLOrh/aAWvL2/lzelVvDw8m2d7J/N490S+2DWBL3ZN5tkBodVdwXfXt/P9nYP8yaODfH9zNa8OT+H5gRm8OjqHe1v7ub9zIrc2DOPhvmm8ODKLt+eW8t319bw7t4RvLi7h9Qmx5Z7P25Mr+fryBj6cn8+7wxO4vbKFzSNTmVRkpyVOT4lLQXaIHK/Rj3SzH/lOJY0JZiYWe1hU72FNWySL650sbY5g4+Q6LhxYy8OrB/nNN5/xtz8+4m9/+Rn/KKRvv/6Sf/rdO/7197/hP/7lr/mXf/wN//A/3vP3v37K3/35SynX93d/9pJffXdP6iRicbNrQScLevKY2pDMlNZspjYX0pYazZiSXAYa82lNdNIQ46IrLZExWUmMSo1jaGY6w3KzGFeUx7iSfHq8UfRlJTKvKo6DAw2cWdzDmRU9nFzSyvEljRyeV8GhBbXsnlXBquHxTCyxUhOhJNEwhGhjAGML7SxtCWPV0GgGKx3Mq3KwrNHB2u5oDs7K5/zKGm5u7+D2zm4eHhvg0dkFXNzQxdKOGNoS1LQm6ugrcjC9IZZpFR7mdSSwdkIuG6cVsXZSEWunlLJkXBYLhicyusxNVIhCerkM6iHoNUPQqX1QK4YQ7jSweEoHRzcNcPnAIHdPb+L5rd28+vwg759e4uuXV/nm5TXePznHV49O8PLhKQmOenxzJy8+OyhZ2b5/epG3jy/y9skV3j+7xdunt3j15VVOH9tLWkoCokMJMot4FAof1GohsfQjzW0mIURPkjAadJlJjw4jNToCb7iTjNAQUoWLaIiGzAirJEYoiHZREGalOMxMuVvow4OoCtVJmHGQQmQi+xHvCKQw3kVJSjRpUR6yElLITskgPz2H4qwc0mKSCApUYlSJrvmR61wToaUnM5z+smRGZXuYXJ7M8LQIerwuRudE0+110RGupTNMSYdHyZgYYTZoZpLXRG+SSRr5BVFHFTAEhWT24CO5tigCfNFo/FGpFVi0fj9dwNFqHyKUPhSHG5nZEM363hS2DI9ne18uF9b18+LSJr6+fZBvbu/h7blVvDwyyNMDg3x1ZgPf3znEz+4f42efH+XDje18uLaFD5dX8PrYVJ7vG8/rE4M8OTSL5/sHeHl0Os+E6ODURt5f38TXZ1ZKY/kvrq3mu6vr+O7qZr4+u5p3J5fy7vRK3p1ayevDgzw/OJW7m4ZzbGY5Cxoi6fYaqfQIXFlGutmXVJOM8nAd3SnijqynM17F8FQjk2sz2LFuPp+e2cibW/v4kxcn+cufPeR3gkT/Jw/4u1894fd//p6//s1X/NX3D/hRsIreXOS3Pzzhr37znj/74Rm/eHeHR5c2s29Jr0STnNWZy4z2AsZVptCZEkZrkofRZfmMqSxiRE4WvQUFDBOJ9uVFdCdH0ZKSxIj8bMaXFDIyNZHWSCuNbj0jk7XMrwpn7bA0dg+Us3+gmL3Tctk/u4R9s6vYOrmYZcMSGZNjoNItgtx8iDX4UieM1YrEAsrOwlo7s8utTC8JZrDczqaRcRyZX86FzT3c2jmOq1uGc3ZVPWeX17FvIJuBSjdd6Uamt3hZ1V/Dqt5cFnV7WTOhgBVjspjXnchgdwJzhsWxdEwaU5piiXGoJYWUVuVLoNYPvdYHnWoIerUvtmAtyyY1c2rzJD6/sJ3X94/z7NZeXglhxMvrvH18ia+eXuLlw5O8+eIs759d4/UXl3hx/xRffXmRN4+v8uzBBR5cO8pnF3dz//JeHlw9xK1Lp8nJzkUm95PGZlHAMvknyOVDCNGKzbOOtAgXKa4gKnPSqczLozA1hbr0RLpy06hMjackNYma3ExaSkqoy86kOjGWmmi7hAHXR5jItipxaWWYtf6EGeVkhoeQGe4g1hooifaFiV1MsE6KaImwhWDRKKSxN1AjQ6/0QyvzIcqgpCEmmBFeC6OzQhmT7aEnycKwxGDG5oQxNjuCYYlWxmSEMirNTUeYhp5wJV3hKoa6FWTZdZiFyELsGsSSTuWPWuGPUiEom0KzLpf43P+9gj/573+QGuhPVIAPoUoZGS4dvXk2JhRY6M22MqU5i/Prx/Lo8HyenV/N8xPLeH5MmLNv5sOnh/nm1gHeXd7Im7PLeXV6AS+ODvB07zie7unjye4+KVL02ZEJPN43mW9v7ODnnx/lZ7d28+3ldXx/ZSHvj0zl66Pz+ebCdj5c2cnbk4t5c2QO708v5/XxBTzZN4vnh5fw/OgiXhwZ5POto9g7KZcZ5S7a4wKpcCnJs/mRGSwjxxZAWZiasjChA1ZRFGtlxog2Lhzezu0TK3l3bze//OomP359h19/c5VfvjrB948OS2blP7y5xnfPzvGzr27xy28f8vWTs7y+f4rnd09yfudM1k2uYmFfOQvH1zO5uYj+ikzGlGYypbmCdm80Q73x9OQlMSw1lklVZYzPT6c7LpyJDfVMrSunLTyENo+FZo+JbKNCSlTsSNIxrcTGiu5ktkzMY9ukfDaNz2bt2CxWj85idkMEnYlqylxyadFRFqGiLlpJb0og43NNTC+1MLvWzWBdOAvrwtjYk8Tm0V72zyzhwIw89k1NY+/EJInBtWdiChtGptMrTPZrItk0oYxl3VnMqE9kTlsys1sTmC5cQ5vCGWiJYmpjJC0ZRhxGPwIUvpKPl1L5CVq1L3qNKGLhiuFLR1Uyp7ZN587pjXx2fiMPL27i8e0DvH50hjcPzvDVI1Gwp6Uu+/bJVZ7dPcHj24d4fOcID6/t48HVXTy+fYT7145y8/ROrhzbxNmD28jPyUEeIJeE/EI++F+PcOlItgeSE+0kLcJBU266lP/bUFxCe2khvUX5tGSmSUHe5d4EanIzqEz10pQUQVeyi44EKzVuLRnBCtwmNWFmPWn2IOneHGkWhnZyabMdZVQQLhw9df4EC2ql4iNTS0B6gvChkPlKmuTwIF/qwlV0iTCDdCdjcsR3ZqUzQdgZh9AVZ6I5IpBGj56OMB1j4w2MTrHRleygwG3BpFFi0ArbpkAs5iBMgTq0OgVahRyr3p8Em+6/lyv/vwLOD1ETL/yHlDLpgi62jyaNIHr7EhlqY8WURm5uGsmD/TN4fHgOb86v593Vbbw4tZzHYqw+OouXx2bw4tBUnuybwJP9U3hxeCZPDkzh0Y4RPNrWy4PNQ3l5dAk/f3iJXz05x493d/CLT9fx85ureXtsHu9OruD7q5v57rKgcC7m3anlvD+9lDdiKbN3Fo8PLuPZidU8O7qIe7smcnHlUNaN8DIm00RdmJpip4JMq5xkoy+JBl+SjDKizHLKUyOZN3kMJ7bO4t6Zzby8s5+390/w/sExHl9Zw8vb+/jm+RXePT7Pi7sH+OrJFV4+OM3t0+u5cWIzlw+vZdOcLuYOL2VqVxkTm4uYWJ7FxLJc2hIiqI100JoUyuiSPCY3VDK5NJtZDdWMiQ1lZHYSY0qKaQu30ugMotFlpNqhI1Fwde16Cl0qOhODmFjuYsmwFFb2prGkM5FF7UkMtsQxJsdMXZgQjcvpTDPTX2yTYLQWj4yuOCWj0oMYqI1jdsNHN5MFdR7mVFuYIyiUzQ5WdbhYPyyMzaMT2Ts5h3UjM+hJNzGu0MrSbi99BTZGZFsYXeCgr8hJX4mNvtIQ+sod9OaZqUvQEhnsj1Lph0IxBKVSjLH+iG4silenk1OVH82xTZM5v2eQq4cWcffMWh7f3MPLz4/y/LOjvPz8OK8enuHd08u8f36dr55c5/n9M3x56yD3L2/j1ukNnNuzjIOrJ7FnyRh2L+1j45xRFGUmo1IH4OM3RHqG+Ao4Z4jk1BEaFECiTU91Rgrl8S5Gt7QzamgHPY2dtGfnMiw7ncbcdFoK82nM8tKYGE5nkpO2WAvNYTrKQ2SkWLWE2czkxEdRnBBDgiMYj6BN6gNwS0WswKEVJgsBWHRqLHoVZo0Mg9IPkaeslfkxxNcXoUwS9j/FtgApyK0r0cLwrHBG5cXS4w2lzqWnwCAjX+9LucmfFreW9ohg2tNiSA21oVEEoJT7YTHp8ThtOEOsmEx6zGoFpSlW8mLcP13AeQ4jMQrRgf2xKj66FIj7h5jLHRY9/a2FnF7UxK2tfbw6tZjX59fz7MwaKf7kyaHpPDs+n8dHZ/JwTx8Pd43m0d5+vjwwgYe7hnN/ew8Pdo2U0gefHRDdeQ5vz6zh3bllfH97J9/d2c03Z5fx+tQafnh4nl98doj3F9bwzaU1fHV2NW/ObuTt+c18dWYNLw4v5Yt9wq1yOe8urObLAwMcm1vB1CK7dAoWOwLIDP6YHSwAfwEthAQFkJ8ex+KB0exe3sfZnbO5c2I1t44s4MKOCdw+s5XHd07y8MoO7l/eLY1w5/cu4fimeexYPJ5FfTVMrE9lWGEMjWluRhelMKehhNF5Ivg5lM7cZEYUZTCrrY65zQ1MK81mVKKHmUXJTKyuoj3WTZ0nmKaEGGoibLSnhJEf7yE71kOiXUehS01HkoHJlR6m1YYyucIuyQ5HZhpojJRR5vClKV7L8uG57JhYzLwKJxMydPQmy+iM86Mz1URfvofJJW4m5ocwWcSqlFuYVmZlWWcsG/sz2T2zjP1zK1jbl0lrSiCVEQEMTdbTFKem3auT8McROcGMKQphbImN0UVWerIMtKcbyIvQYNL6fVxgKcQ7IXytfdFp/NCoZFTmhHN4XR9nts/iwt5Bbh5fzb2Lm/jy5l5e3j/J6wenefXwHG++uMDTu8e4e347n13cxYOr+/j8/HYuH1zBsU3T2bWghw2Ta1jZV8aM1gwKkj1oNf+fAvb7WMAy4V+l9JEojhmhZsqi7IwuzWJMSys99S3URUfRnRRFR34qPaWFdKQl0J7kZliyg+awIEotASQG+UnwUazNTFV6IpXpqaRHhRPnDCY2NIRodwjhViMeixGbSY/VpMdhMUjyQ4tOKXVkcQ/28fkEH99P8PP7BKPCh1SjjDJ7AFX2AJrcGtqjTVSHGkgPlJGq8yHLIJdiUUtDzZREhBJmMhDgL/toFyRMBlRyjHoNhkAVHqOanvJoajOSf7qARVhUuHIITrWQUg1BLhtCgFwoYYZIAuXm3Gi2jS/gwqoeXl9YyZvzS3iwbyJ3tvZyR3hW7ZzAwz3jub9zBA92jeHR3j7u7+zk7sZGbq9r5ub6Nu7v7ufVsSUfO/Oe6bw5vZp317by4d4xvr+xhaf75/Hh9lF+eHiCb65u5O2FDXx3cwcfLm3k7ZkNvL+0nfcXt/Li6BJeHF/N19f28vWlrTw9MpPj00sYm2WmMlRJrtVfiiONN/gRHuiLgCGMGhnZyZFMbC9m/exO9i4Zwf5lozm8fiKndi7m8uF1nNw5n+M7FrNr5STmDCtgoD2PiU0ZjCxPpC7VSYZTR0Wsg5m1RazsHcr0tkbGN1Yxs7eL5X1dDDaVMjEnkZklmUzK8zK5vIgp1dWUWow0pabSWVBMRaSDtqwESSRen5NBpsdCdmgQJaFqhqYGM7LQKXXDkVlGWmIVlLv8pUiUEYWhHFzYxdkVI9kzuZxNI5MYrLPSnxlAd7yc1jgV3V4dE/Kt9OeaWdwZz/KeZDZPKuXU5slc2D2DIys7WNKbRl2sjjy7D+VuAYUoafPq6U4NZES2kXFlNsZXuumrcDO61MmIIjv1aSZsBpnUfRVKHxQKXxRKX9TKIWjV/vRUJ3No3QSuHljG9WMr+fTEGu6eXsWXNwSkdIk3X5zn+f0TPP3sGI9uHeTuxZ3cPLmRmyfWcf3YOk7tWMiepePZNL2VdZOqWdNfxZIRJZRmxqDTqSRdtBif/WU+iOIV76ZoLGIbLnzDMkK0DI0zMWtoFf1tQ2lPTaQ7M46RJZlMbKxhXFE6w1IjqY9xkmnRSC6XOrmw4vEjKlhPmTeOppJCynMLyY6LplREshSUUlZYTllxFd6kVMkE3mWzYg82EhKowqaVS/i4KGBfHx98hNWPn/DpGiIxuEptKppD1VSHyMkz+uHV+5IS6E+qUUW+w0BNnIu8mHCsQUH4+/v+3ynD1/cT1Ao/zEFK4l2BNBQmU5QY89MFHKH+6F4gPHGF0VegmPdVftLI4DIoyQgLYnRJJMtGF3NmyxzunV7BrS3dnJyZzcm5lRJu/MX+aTzYPYHPd/XzYPc47m7u5vamHq5tGMHNrVP44sgEvJU6AAAgAElEQVQyXpxcJRXckwMzeLZ/Lm/Or+X9jR28ObeCO+vH8Hj/PN6eX81X55bx1YUtfHtzJ99c2cRX59bx9cVNvDm+kGcHBnlxdCkvT67h1akNPNw7yLVVQ1nREkVdhIY8WwCZFj/SzL7EGP1w6P2xBykIM6vIjHEyoiabub1VrJnezsZ5Y1gxvYsV09qZO6qC6d2FjGtIZWhuKG0F8dTnJZIR7SDcrCYpREdvRgzL26pZ2dvKjLZmBtqHMm/EKFaMHs68hmImpHmYLJQvKRGMToml0awgz6Ql1xpMviOIlvQIajOiKU+KpDQyhByhpLHpiTfKyA6RUR6poSnRRF2MjmKXjGK3nJo4PVPqYjm+tItrmyZxeU0/F9aPZe/cChY12unPUtLjVXws4CI7s2rcbJ5SxoHFwkannWPrJnB8wwS2TCtnoCGcyigVFWFymmJUjMix0FfiZEyeidHZQYwtsjGu3M3YCjejxFPqoi7VgjVIJkE4AQpxH/ZBJdIlJEcLPxb013Bi6wyuHVotddSHV3fz4Mp2ntw+wFdfnJe68JefHuT+lV3cPrOJq8fWcvnASs7sGOTIuqlsn9/DuqmNrJ1cx5rx5azpK2b9tEZqizMxBOqkn6tT+2M3KLEEyggUP1sxRMKnBQVXOGsUODR0JVrpK0hjYmU+E2qqGJWbTEdGEpURVtKsGhwaf2nxpPQbIpni6WRDpFTCPHEFKi+mpbKW2oICGkoqqS2qpGvoSLo6+qmr6qQwpxhvUgaxkVHYTXpCdGq0f+jAEktLHCpy0fh8JPmnIJ94Tf5kmWSkBslICvInUe9Hgs4fr0EY+QcT6wiWum2A3E8qfmHgIArY309Y/fgTbVVQkBRLrCPkpwvYLnyBxIpexCzqBSlcQUSwVnoiBUhuVBJt0ZAfa6OntpTFE7vZMK6YFa3hbB2dyZU1I3mwdyoP907hs539fLZjIp9u7+fW9qlc2ziOT3fO5MGhJXx5ZD73d4/j2dHlPNoxjYdiQXVyEaL4Ly+o49O1I3i8fyqvTy3l1bkNvL++i/dXNvL65AJeHpvH80Mz+WLHJB7vmMDTXeN4vHs8F4Vh3JgsFlR7qAoXjJsA6S4sCjjRLCMmWE2iO5isKDu5kRZS3WZKvJE0FiTRUuRlaKmXhtxo6nOiqc+OpiDOTqLbSLg9CINeiU4lI9yspV2M4Y2lLGktZ1Z9Kf0lmUwrL2RcQQYzSnOYmhvPiEgD3W4VrVJYl4pqiz/pugBS9DJKImxMqMmlJT+T5mzvxwJ2BhJv0RIZFEC0zodkkx8ZVjkZIf5k2v0pjVTTlmljZkM8+2ZWcXXjGK5u6Ofqtulc3DqFvTNLWDo0jMnFBnrStPRmm5jdEMXWWbWc2tzPocWdbBXw0PgcBluiGJVnpj5OQ0+mmRmNcWyY1srWucNZPjqfgSo3o/Ms9OaHMKzARme+jZYMM+mhSmnjLJN9giBTCEsbYVCv1siJsanYvqiXqwdXcPv0Ou5d3MzTu4d5fveI9Dy7c4Qvb+zj88vbuXlqnUT8EIV7dN0U9izpZdtgJ5tmtrFxxsdn/dR6tsxoYM30NioK0gg26rAGKUgKNZERYSXaqsam95egnI9jtIz8UD09KSFMzQ1lTraHmV4n/XE2OsNNZJoCJGcM0bWFe4bCXzCsfCRxiNgiBwcMITpQSX60m+rcTBpLSqnOzaYqJ4umsioaS6upziugJCOVwowsMlPSiAmLwB1iQaOUS51T7u8jbZHNGj9p0lOLbbLSX+rQJuUQQrV+xBnkJBrkUsyN8MO2C69r4a0VqCRQq5RYZhox2ch88PP1QSn3JcKsJDcugpg/poDFKtthUBJpN5LgshDnMBBtCyTcpJa0kDadPyF6mUQnc4kP1GmgKNpMR6adNb25fLptAi+OD/L44Ezu7Rng6oY+zixt49zSVs4t7eDa5ol8umMKn++eyIPdU/l83yw+29LP7fXjube7n8+2dHF5fiU31nTx6MAsXpxcyZPji3h9bhUvzizl2cmlPD02l0d7xnNv0whur+mVZIOfb+xkV28KozMs1ESoyLLJSQ8JIM0aQILBjwixXbfoSQ61U5meREtOItXJbrJCTcRZtbiFL7FBhVWvwBGsRcj2jII8ILGPxBc9BJteQXmUjcGGUtb3iNT7ClYPq2OwOpvJ2XFMyU1gek4s4+KDabEFUGWVU+XQUByiJCNITrTGj5ggBR1ZsQzWpDKuopCu4gIa0+PJcQaRHCKsXwLw6HyJDvIhweiD1+JLjltOZbyenkIP89sS2Do+k5MLG6WI1rMrezm5ppcjS1rZPrWQBc3CbNBAd3oQvVkWlvRksWNuM5snl7GoPYHptaGMKbDSmWagO0sUbzTbZrVxbvcyLh7eyLENkxE0zbEFVjqyjLRlmGhMDqQkUkm81V8icQhYQxSCnzTKClzWj6IkG4c2TOL2qU18eX0vbx6e4dndwzy4upsvru/l4eWdfHZmI1ePreTc3gWc2DKdfStHs31+JzvmdbF51lA2TW9n84wONs8cypbZHWwb7GZiVyXeuHBCrYF43QbK4p0UxdpIcwvZoBKn1pdEi4LxOS72d2dyZaCOk/3NbGksYlNuDOtzwlma6qQnQk+2RY1DK5f8pFUBvmiV/ujVH90phXGeQ+lLvEFOil0vyRQzwuwUxoZTkhBOY14azflZ1GSmkh0VIYn7Y5wmopwO1KoAFJK3uAKbXi55XIdZ9Jj1io+QkNIXMSEIqaJF2Pdo/aUFmPC11il8JC8uh0mL1RSIJVBFiEGFUSNHJSAkmRjx/YmzB5EZ+UdwoW0mHWlxUeQlhZIVGyZ1oFCDXPLbDVH7ESxODCF0Fs74KvH4Sh9CYoSVGZ25XNg4hvt7JnBr80jOLG9n30AJeyZks2digeSOeHH9BIl1dHNrH3f2TOX2tj6ur+3l+poxfLppNDfWdXN91TA+3zWFZycW8+jQPB4enMujwzO4v38aj44s5N6+qdxY08z5eRWcmFHB2Xm1ku53Y3skpR4V8UZ/kq0BeC1yEkz+kjhCgP7CaCw6xEBVehINmQk0ZERSFudBgPvCftSq8ccovlClD4JxJD5cjRgTA3wlI7UMlxBdx7OouYy1IzrZNHE8myaMZX59KQM5iQxkRTE5xU6TQ0WuuOcECdqeEnEtCQnwkZaCUSYlbalRLCuPZ2xaFKOKCxhVkEpZaBClcaE0ZMWRYlMTZfCRPLEybTKKIlTUe4MZXeJh4dAEVg9LYMuYDDb0ZrJrcjH7Z1WwZ2Y5u2ZWsXJkCjMaPIzMNdOSqGdkno3JtbFMrolgdK6dUXl2OtJNdHhNTKiKZMW4Io6uncy1oxu4dXIbZ3fMYf3EIsYWhzA03URzqoG6BA3FEQGkOWWEBPqiVvlK+KRM5oO//BOJXpnvdXNo4wAPru7h7RcX+PbNXV4/vMCjG/v57Oxmbp9Yw5WDizi9czZHN03h4Jo+di4czta5nWwf7GbbvGFsX9DLtrldbJvbyeYZrayY1EhxZgwWg5Yku56yyEDqk+2058ZQm+wiz6On2KNiQXk0FydWcGFCDVfn9rCvt4U9TWXsrcxlR0UaO4ri2Z4byqrsMEbFO8myaiVfrdAQg7SQCtYqMCiEbY4PYVpfooKEOZ2SGIOcODH2GuRk2YPIcVnx2i0ku2ySJ5e4kgnPqyCdCqtZh91qwh6klP4s1Kwn1KDGpFVI0Tk6YdGjC8AYqECnlEndX/LRUvjiNmmIdJgJdwQTZjdhDw7EqldJkJKw7RFuISIHyq4L+OkROtRiJCctk8q0CAoTIoi1qnEHBmDXC6OuAEknKfAvcXKJRycsT5V+BAdpyI510N+czcLhuSzu9rKoNZp59R5mVYexoCGGHRPLObFgKJfX9HJhVTcXVndyeVUrZxe1cmn1OK6uGcudbTO4s20yn+2bzcOD07m+ZQy3toznxsZuSXYnvJPPLqrmwMQ01nfGsWZoAttHCm1sLFOKQ0gKCZAWVuLOGxHki0M7BJOAPAKGoBMnmdtGZVoiLQW5NGXEkm7Tkx3uoTIlihirHrtRjd2gwB4UIFmMCmmZVuiSg5QMTfWwoDaLOcXJzMlPYnVnO+tHjWKwLJsp3jB6Y8w0OJRkGf2l+MtIIUAXGla1j2Q2LhwR3To/8hw6ZuVHMa8qi2m1xcyoTKc3xc3E2mJmtldSFBFEmMGXFJucPLeC0igtDV4zI4uELjSceQ1hLGoKZ261myVtsawZnszaUamsHpvJshHpzGqLpa/MRWtKEI0JWiqjNNTF66mM0FLoUVMSrpYULzNbE9gx2MrFnYu4emgdZ7fOYvfcRhZ2xjNadOCMYJq8RuqSAimP05AbriA0WC7FoapVflJXEcwhEQ/jtunZsng0n5/fwrPPTvPss1M8f3SJ55+f5N75rVw7tJQz2wc4ur6f/StHsXtxj9R5d8wbxo553exc0MPO+R1sn9PGjjntbJzZyojGAjxOs0RiEOZ2nYKiWJbI1MYcxhYnMCozlJW10ZwcXcahjjxODS/l7Ng6DrcWcrIplwttxZxpLeJkYx7HqjI4WJnKrso0luREMiHNSZvXQ25cJGE2KxZNAHaNTBpzI0UyhElJtF5OhNqPKKUvMSofwsRBrJHhtQvmVwiRLiehwn7W4yIqwkNUuJvoMBfOEItkGh9vC8Jt0kkZTiadGrtRi9sahEWvkex6RNKESelHZIiOtBgPWfFRJIbZ8NiMuM2BOIwaadMvHZR+Psjlvj9dwGmeYFIiXGRFu8mL8ZBg1RBh0klrdLclELtRI7V8sz4Ak05GkFp0Yz+MItpCryDSGkiyK5D0UD35kToKI7WkudQMTbezdkwBe6cUcWROJQenFXB4egkHpuRzcKCcwzNbOL2gmxsbJnF9XR+X1w3n5MJajs+v5dhgNUdnFXJoRiF7J2ezvjuKGUUW+jLMTMix0p9vpiVZT1akGY9NjMMyXHo/rFrROYWn8BCJ8qdXyUgJd1ORHEdDeiojy0sojHKS6bEzsrqchowYUsKsEv813hVMrNNMjMtMpMMo6VFHZYQxJSuSvjgbE2KsTE+LZWpmMmNjbbQ6dWQJsrz+D7EgejmRQTJpORIaKPtovmYMkPybYk0qmmKtzK3KZEZFFtNLkxgoSGRebT59mU4KPGrMWl/ibQEURempTjBSn2KhM9su4bXj84PpyzUzMsPIqCyzRLSZXGZlSpWDqTXhjC1xMDw3hDaviZpYLdl2oYOVEWf0JUJsQYOFo4SBue1J7JzbxskNUzmxfiLbplUytzmS0XnBDM8Opjs7mPrkQKoTA6lINJAdrcNmCkCl8kMjRPVBMuyBAVj0MkxafyZ0F3F2yxQuH1ouQUi3z6znrui+J9dyfu9cTmzs59DKURxYMZo9S0awc14nu+d3s3teBztmN7FjZj3bZ9ayeUYdk7qKiYt0YAhSExSoJjpERUu6izlthSzoKmPp0EJ2tudyclQRR7rz2V8Rz/nWVG6NqeTTcfXc7Gvl1vih3JnQxaf9Xdwa28aFripOt5ZxorWUQ005rC9PYlJuIvmRoVISgxAtuERWs8YXEfESqvbBrvDBIhdNwFfiQ7jMaprinbQkxpGTkkx8dCwp8XFkZ2SRnZJCXmY2yXFJpEaHkRMfSbTbiVmvRIzIUXYzEY4QrHodQUp/jMqPB0KiXUtlWjRlacnkx4WTHO4gzu3AHRwkwXMBAWK55Yuv/x/BhRYwSVa4RXqJBbicKmw57UZibGZCrUbpP+ow6qTTQSwVgvUBUuGKDuU0ie6lwiZyZsQoqvInUCtHr5GT5DEzoyWd9cNTWdcr9KuxrGgOY05NOAubElnZnsSOMfnsGl/E5pF57OzPZ/MoLxt6k1nZHsWqjihWdsQwp8bF0GQtuQ4ZWU4FWS4VyTYVzqAAHHYbaWnZ5KTE4jappOINVA2RFnLOQH/cwi/YrCbZFUxqiJ6hBcU0ZCbTVpDB2JpShhd4KYkPlZZbIhMnI9pNYUokpSmRNCWF0hMXwlCnlha7RkqMb3PqqQlWUSg2i2qBnftIX3yU3o9wnQyX1h+byk9aBGZF20lxGRAjdLhRSY5NycSsMCale+hPsTIx2caEBDOtEQpirQopNsQaKCcjwkhlso3qRAv1iWaGphjpSNbTGqehLkJFsStAujbURqmoilFRGaWmNFxBYZiSXI+adIeCWJO/NI0IGxqbykfyW65LCGR2WwKr+grYPFDNxiklzG+NYlROkHQ/7s230VvkoN5roCxOR3mSkZSIIAJ1YgvtK7GwPFYVCU4DcU4DTqMSb5SF5VMaObh6PCe3TuPCntlc3Defc7tnc2rzFA6vGMm+xd0cWD6CfctHsntBB7sHW9g1p46ds2vYMaeBpf1lDK/zUuT1kJ1kJyvJTqxHHKJachOsdJUmMrUmlfVteRztyePc2BJOtWdwtjGJG8PzuDOtk6uTR3BjyniuTZ3A7dkD3Jk1wN1ZU7k7Yxz354zl3pzR3Ohv40RHMVsrk+lNdBFrVONQ+0lEDLtKmMr7Yg7wQS/MBP2F0Z2vNBon2M00xjgYlZFMUVK8pErKTvFSlJ5BkTeNvGQvWfHxFIgspYRk4j0RhFsNJIXZSQlzIaiYZq1aMqqwifwrkwqvTSOlYLblp9Oak0ppShJ5iUm4zEYJD1Yq/SXozO+PKeDarARpxEyNdCOc/pJC7aSEBktcUKdBjd2kxWXWS23eYzdKc3uUy0qEM5gwm4FQiw6XUSUtuYKkJDk/ROcT1p15McH0ZjuZUGRnfK6Z5jiN5P2bHmqkVYRtF9iZXmhhYrZByiMeKBVJb0bavYF0pBpoSgoky63EHuhHoFo8ggn0X5xRf7QaNVExqZSW1ZOZmoDLrJK4rUlWOel2JWkhAdLL7NbJJIeGipREekpymT1yKD35AmawkOcxkRthpTDeQ12Ol+qMeGrTYmhPsNPm1FJjlFFh8KPMJKfIKCdb70e6sG5R+eJR+REhkuO1foSofCSyfbDKR4pGiXcZiHcYEPsEMYYlWQLoSbIyIlZPt0dBm0NOofljro8iwB8fX4F1+mIxqEgMNZIbaaIoUk9FlJaqSBXlHjl5dj+iAn2wa33x6H1xBfoQEehHpN6HyCBfXPohuLQ+EoklNMgPu7AtUvhgVftSHKlmUpWH2U3RzG+PY25bFJPKbfTmGOnJDWZ0qYveslDqU02Ux+mpTrMR5zEiRmcBkQj6ZIxDT2a0g4KkSLzhITjFgZPkYnxHMWtmtrFv1RiObZwsjc2HV4/kwLJh7F/axd7F7exZ0s6+xe3sW9TKrvlNrJ5azYT2XEozI6jKiWD+pEb2bhhgz4bZrFo0iaXzxrFy8RQWz+pjsC6d9TWJnByex/mxJVzqK+LGpGpuDzRxZ1EfN+dN4tN507m3cDYPlgzy5ZK5PF0yh5erZvFmwxxer5/No/l9XB5VzeFGL/Nyw8my6DAH+GKS+WAQEStiMy3zwSb/mNFkFOonYWxn0JJq0TE0OZbqtCS66qppKW+iPTOD7rxMKhNiSXPbSXHbiLeHEGs1kxbhpCTNS1Z0JKEmvVQPgQG+CHeRJKe4W4uFYhSjynIYVVtBbXo25ele3MHBqFVyaUko7sIBAf4/PUJnR4dTmZZOaXoKmZEOkt1WksQmOlhLlDWQBI+N8BAjnhAjbouRMJuFMIdVesKdViKdwUTYggg1KHFq/D+eaqITaf1wiRHbpCDeqiDOLMOq8ZVeBoF/2QKVeJ1qysXCJkZLkVtJtlNJpFGG0yA24zKCdX4S7ifl6ort8B/0qcInSpAKBKAfqFMR6YkiKzWLXDHSxLspiwqiIc4khXvnOwKIDfIjWq8gw2mg0ZvAQFczwzLDP2YJOzQUhFsojgqhJiWSkjg3pXEuakK11Jj9KDP4UWqUU2JSkiNYNXp/KfYzRucrjV9CCC4cDUXQlpDABal9MOkFju6LRUwj0n3cF7NWRqJVTYFNSbb5451ZF+CDn7Bt8fsI6AszdxHgZdQF4DEriQ9RkGpXkOkQI7E/cQYfLIJEETAEvVz4iX1CqN6PyEAfyb3EG2aWKKSRRn/CjTKEs4nQuQpsPylELokZRuWYGV8cQr8gbgjmVbFdesaWuejKt1OVEEhumJLUiCAsRtX/JVAYND7E2nWUeiMpSYqkKD6UeLNSCovz2ERGbyhNFSnM7ath85w2di3qYM+idrbOG8qyKXXMHl3C9BFFjOvIp63KS15aKB5nkHRIrB/s4ruXl/jx58/5/usnvH/7Be/ePubduyecPXSQ9e2lbGtN59jIQs5NrOba9Dquz2zms/ldPNowjQeb5nN/5SBfLJ/Hm60r+GbPat5uX8XXu1bxfO187s6awOUxLRxvymJ3aTjL8twUOQIJlPl+zFiSD5EWjxkGOeV2DYJenBIinGI+pmXYNP5kOw0Ue1z0VRUzqqic/twsppUWMiYrnbbEWOrjPNQnCIzfSVVSBCOLC+lNS6U8NASnTiEd7rFmBcXxTuqTwhmeFUVPbiJdJcWUxCWSHunEoNOhVcnQqMWVRYZaJfvpAg41qsmMiKA2J4uy5Ghyo2x4Qz5uAZNsgSS7LVLcRKhRgyNIjV08Bg2u4EDC7cFEOS3EhOgR4mmRY5suiAnmALKCA0gxKaUlTrDSB72QTPkPQYwFYrYXdiXibmUSWbmBMunlF5k1wkpVXOJlArr4gw5UFK5GKycoSInFrMUVEkRkaDDJsWGkxXpICXeRHR9HiddLWWYObYVpdKV7GJEaQmuMngKnkvhAX2IMCnKcBtoyU+lKcdEUHUxDgnAp1JEncpTsGlItChItKsm+RWilM/X+5JhUFIfoKLCqyTALeZ+cCN1HozXhKyxW/+LvLS14AoYgcD3BzBGUVAHBCNmYSNUTvl8GpT8GlTC788PP31fCV8XW22ZQEe8OJi3aSUqEjQSXiTibnnCT8GkSpua+WFQiDUBwgj+RUgFcQXIKY8xUJdmo8IbRVJpLcUoMlRmx5EQ7CDNpCLcZcImEgmAlVdF6GqLVdHoD6ck2M6rAjijccX9gYHXkWCiI1BBm9idQHLZyH3z8PwaTm7V+xISoKfFGUJwYRlVyBJk2BXatOFCE9M8HvU5OXGQIJVnRNJYl0VCcSHFWNGmJLpJiQogJD8btNBJs1kpc6uAgOX1t6by8u4e/+8sP/P1f/5q//O2P/PrXf8qPP/6Srz/8jN2DgyyrzWRzSzr7huVzcGQJl6fUcGlKLbfnd/Fgy1w+27qKu2uW8+ngAE9WD/Jyy1Je7VjLq+2ruTN/Okc6Gtlakszm/AhWpNuYFmekyKYjROmHS+FDWqA/tXYl4xKtzMmPYXpxMl0ZCVREOgkLDJCWojYRnKYNoCPSyrikcCZnxjM1N4MJ6SkMFOUxs7qCGbU1jC8vZGRJAVNKSpmWkUZ3lItUq4DANOSEBlHrDac5JYYRGWFMq/bSlZ9JXriTqOAgyWxeEkyIxEW7+Jz+CEcOEaQVEhRESVI0ZXEOymMd1Hk9FEUGSuZhMWYV8UIcbRYxF4KnqcUdrMdl0hIWbCDWosdrVpBv8qferqTXo2dKYjAzUm30xJiocOpINMgI/YNdibhf+AhM0Vd86YImJ57/whg/GpqL3wsBt1IpWD9y9HolRgHsW024nXYyUtKpLK2gs62L1ro68pMTKU5Lp7awnJbyBtqrKiiPEyyjSCZkBNMcrafUKYTd/iQY/fFa9WTbdRS4jZSK8dmhId+uloTaCUECbP+I11mUvkRrZWSYNRQ59eTatXiDlSQKsYTeD2G2JpLylP6foJZ9gjAHlxZocvH/IcgPn0gHkZgUxNQgiBAiJlMsKcS9UhxUQuvqtuio8EYyrCKHsS0VjKovoDk/kZLkCNLCxQGpJcyolE5xsWGPMqnIiwmhpyKTcUPr6a4ooKkom+ayEtprapnS00ZhoocIq5YYt4WkKBfRDqM0/pYlR9CUHUN7ruBy2+nOD6G7IITOPBvVKSaiQxQS31n6Tvw/kQ5beYCvtLhKDTNLaEVNajgjy9KpiLUQbvgIw4lD+eP35otaLScwUIFer0CjliMIDhqN6ChC5yp+LcdtVdNTlcjlPQP85ptrUk7V7/7qB37x7Rs+vH/Nhw/fcefibTb1trCwPJ5VVQlsrEtmS3MqR0YUcXBEEedntnJn4xwe7d3Ogw3r+Hz+NB4tm86jlYPcXzybWzP6uTS2nWOthWwrjGB5uoNJMRZ6XFrKrSpSTUoKgpV0RBqYVxnPtp4ytncUs6OznEV1xcwszaXUY8EhnEHEu6DxYUScjTGJYcwqSmdmSQ4zKouZ29DAoqFDmdPUwsy2VjqFqMKbTHtCLBmWQJIsGtIdOorDDVTG2KlPcDG+JJEF3cW0ZSaSG2YhzmJCrxbTZwBWjR92q56IsD/C1E4ukdT9JQJ3cYSJPJee/AgLGXY1XquGOKOCFKtKMgkTXkOxZg2RlkDCgrXEB2sotKppcGroCQtiptfN+vJk9rXlc3x4CQfa0lmc46IrQkelU0OSKGRxl1UIJYfQeX780sUXL34t+K6Csif+KYByQWgXG0m9TilxYwP1GkxBOsLdbtK96bQ1Dqe6vJr/t73zio6rvPr+iyVLo9H03nvRjGakkTSqo957l2w1S5YsuTfcW7CNCTY2BpsAwRhTEkJsbBx6MzWUGAIJBEIPb2ipEBJISPJ93/q96zkm67vIRXL5XuTirFmaq7OOZp9n7/1v3S3ttFakqEwUUVNQRHUiTmnAxUAywIY6DzNJM5MJI10+BaWGNOLaNHK1aeSo5+NXZxIWifHC0EwpQrXnSaecYNkIdozwS4obFVRYFRQZZOTqMglrM3AqRTj0RVIItVmZKUFuDvUF6E1k5gg7GpUiE5X6Qucg/hZFLH0KhU+2cF0QnksZ1BQEGW+vltLgV48PsGmqn1XDLUx0VDPSnKKvKkFFyCw5TJ5JPpkAAB4DSURBVLQm3CyqjrGoJsaahV0sHxlmrK2JkfZmRrs7mRwaZNloP00lcQpzfNSWJKVE+pBNT8RtpjDipyTHTWXYQEOukea4SWqb2/PV1MfVRN3ZkvY3I0O8hL7uEmTpWDSZVIrRojSH3vIwa4cbmGospDIgUu7TSRNxoF8L8P/x/xQvKsFMEsolQb8UaiadJpO8gJo1Y+Xce3wLP3/6Fj4UwWjvPMVPnruX0zce4PiVuzhy6XYum5tib3cZG6tzuKQxxqXNMS7vTLCnJc7BniJunGzinm+s46lrr+XRyw9xz4bVnFk5wdmV05xcOcstQx2c6BBtc4TDZTZ25+tZ4lPRb8+i1S6nzSUsYc3s7irjpk2TnDm0hVP7Lub7m5ZybHE/V/fVMlccIWHMlnYcAuufjjuYSYhEwVq2tdaxo6eVXb3D7BsfYXtfH1v7BlhcnmK2upSpuhSlHit5VkGhVNKVa2Kg0M1EVQ7bFzSwbqiV/pJ8mqJuKkI+LOpsHDohJczAapCRE/g31EjipBOtnkatJO7UUmQU1L75+FViQZNOWCSo6zMI6zMIiUv8gI1Kib3S5FQy5FSwIqTlQF2c2xYPcnLVFHesneP05pXcuXaSm0dT7KvxsiMVZMyvpdqhICHA72wR8yjEy2nMz0y7cDqJH7giUypepVKGVpONWpUlvdGzlZkShU8qao0Ci1FL2OelpqyGxeNLWdDVTV1xgqqCBHXJAlK5OZT7BHQTY3u9l+0NPuYKjAwGlTS7sqizZJDUzCOQLeafi/CJeEv5PEwyETItClMkI1yIohQxlgUmJQUiaEudIeXmiGR3fbbwLM6Q2DYubZaUdOczqyVqqpDciYWbVp2F2aC8IIwX3tdfiwLEcsiklhFzmWgqitBZWUhbcYyl/W1sXbKQtaNdzPQ2MTvQwtKhFkYbS+gq9rJpoIxtA1VMlMeY6mpjuq+TkZYGFja3MNjQQm9pMb3VZVTkR6lMFrFobIq+rj7ygl6iPhtleTlUF8WpiLqojnpoLY4xWJvP+vF6ju6e5Jp9M2xb1UtXYy5eh1J64Yj/kUAf6gv8jLdWMFRVyIaxPrZODtJdEkWMYWnz/3/39I8CzhSjjzIDozYTh6AUetSMtORwzSULeequK3hHxJS++Rgfv/ss77/+FGePH2Tf0j6W95QznIoxUxZmQ32ENakQO5rz2NkYYX9fMXu7CtjTXsiB1ny+N9vN2Y1LuH/7eh7ds5EHt6/m3g3LuHPZBDf3N3K4Osa+Yje7RFcY1jLnlrHAnkmPU83CkIWlBW52tpdx7cwgd2xbzb1X7+HMN7dxevtablkywOWdZfQEzZRbsuk2ZbIoqGfOZ2R9aZgDM8PsHB5gTX09G9qbWd/UyMrqOhYl8pgtijFdnKAu6CTl09ES1jNW4mK2JpeZmqjk5DFZX0J/MkZfQYi6vAgOvQaXRY9L5Bo79EQCrn89A2dnZyDPzkCtzESVnYVVmYFHkYZLwCEiNFmVLtmPiE2rRyVYTunSqdzt17ImomZ7TMdVtX7uWTXIj67cyYtXf4MfHTnAY4f2cXrTWo4taOKyugSHOlLsrQ8zm2OkP2QiZRRzZIaU7nZhNp5HhiwdtUYuFa7RoJIAffEGF2t1hVKGSpWFKGxRxKINU6kycdns1JXV0VtfR4Mo3uIalk0upilZSNLrYHNbgiP9cQ73xNhR52JDpYO5hJ6JqJpOZyaVJjGzp1NoSEO4HgZVAhpKwykWQNnzsAqXfpFDq5UR1GbgEfGRWUIznYlVKWxPMiQYLWhUEbXoyLHpJOqckN2JAtYpZZh02ZjVmRhF9yG+V6Th1MnJdxlpyPdLp1pJ2EFNfoDp3kYuXtTPuvFeFnc3MdJcxUhjOSO1hUw3F7F1oJKdo20sri2hq7SIJQsXMjM4QF91BbURPwmBy3utxDx2agoKWD63kc62IWKBIPlhP6miAlpqa6goiFGXTNBRVU5DSSGLh9u57Yb9PP/UnZx/4iQPnDzMkX2z9LUUYjLIMagzSEWsDFTFGCiPsqAyxpLuNjqTMcTLS8zK6V+fwqKbEqoltSoDoyaDyjwjWxdXcmzfOPcLw4bHvi2Zu3/89tN88t55fv3Ll3j1xXMc3b6KJY0J2sVewqtlwKthQdzFgpiLZaVh1lfmsKUuyt6uJPuHUhweLOX22Q7uXLmAh7Yv5aFty7h7+Qinp7u4baiSa5siHCixsj9pYWfcwHKPnCmnjD67QtJmD4YszCX8XFKfy/HJZs5uX8wzxw5x7poruHv3Tr6/YTlHFnYwke+jL+SgP2hkwKllyKlkXUUuO4e7WF3byLLKKhbnFzIVCTMa9jPgsTHkNtLuNlLq1FHi1NCSY2ZBkYeJ0jDjJX4WlsYYKAjQ7DPS7NUjaJxuixGrUYdOr8GuU5ATcPzrApbLZVIBC3aNtDzKEAZmF3JijIoLQgcBg4i+3K6aL8ExHW4l63M17EuouazQzFXNJZxcu5InrjrE89/ay/nD2/nRlTt4eOs03x2r40hHGdcOtnBZY4KdSS8biv0MiQArs5xcnXDfz5La1UzZ14Uq5l61THInUKsuFKtSmYXy6wKWPgVlTVDitArcQvGTG6Aq7KU2r5j+5i5Kg15iVj2XDpRx01gJJyZKODKcz+HBfC5vD7O70cPyQi1jIRWTMQ39OUoaBMbqlNHsVVBmlxE3ZpCjyySgk0vJ7Hk2neQ7LOxL3WoZdpVgcMkJmMRG3UKR00zQIMejSacwambfhimu3DnH1tleJjuKmGhNsnftCIe2T3HjZcs5tH6ETQONTLXU0lxaQl0ixJRgZ00OsG60jam2SkabU3SUROgvj7JmoIlDq8fYPTfOTFMd7SV5DDc2MlhVJs1RCTFnJRPkuGz4zDrynU5qE2UUhUPk2ExEbWaSgQANqSaSsQTVhQU0lhVTFo/QVVvJkoWD3HrsCD/76dO89dozvPTc/Zy89TDtjcVSUmJF0EBPsY/R+gK6Chz0lOTTHvdK5I5/tNDpwgJWdhEGrYyWMg+7VzRzx5EVnH/4Gt5+6Qzv//RePvjZA3z81hP86hcv8NE75/novZd5+OwZNo720hV3kXRq6My10+tV0+nS0utRMRIwsCzhZF15gHVVuezrK+PQUIqjC2u4bqSJG6YH+c7KOU5uWMf3Vs5x63Q/ty7t5IaxFAebAmwpMDHnyWaRS0aHJYtmWzYTEQObK9wcHc7n5Poe7tmzkkeOXMHpS3Zx6+plXDM5yo7mFCP5IUaFUWFhhC6HlgGfmbG4l5nCKHP5YWaThYwGPQy47fR57TSb1NSYsimzKEhYFBTZldT49DQHTbQFjfRELSwUntIxDzUuDTV2JbkWLUadErUySyKCiHEnNxz41wUs4B7BBRbk/TSRTSu2jlligXRBd5ktFkmiFcqeL+Wndvj0rIlbuLTcxYGUg2uaI9wy0shd65fxwJ6d3L1tA2cuXsHd25dz15o+bhsp59tDFVwzUMmWilxWJFxsLAuyIireZsIhQUGpTYFTK2bCdLJVmSiE5lIlQ6PNRqdTYDSo0evUaLVie6lAqRQzsRKNRolOLLi0CvLcIpQ5SHNRAZX5uYQtOuJmNYdHa7hlvITvzqW4bbaK7y2t48RkMScmS7mqP1cq5isH89nTlcvalJVVpSaWllhYEDPQFtRSYpETtyilBV7coqFcGIeb5FJX4hGFbVQSsRmlpLyqsJH964e593v7efHcnbz/xnk+evfHvPHsPTx/80Fe/dHjfPDmk/zm3Rf46CeP8tTV2zg2N8y+0W7Wt9YyWVXE+uEm9s72sKa/ktHafHoqE7QVBVlUX8C+FYs4sHqGrdOLGCwvpi0eois/hyqXlgKLSoICc51OvCadJE4RuwqXRolbIyesUxLRKYiaVESsRkJmnXTfiYCLopCb2vyItMHes2UVL7/4FO+98wo/f/U8zz15L7u2LMPnMlCVY6I36WUgFaOvNEhTnguxN9HL50nuFGmZaWQIfrFNzs4l1dxz0xbO33eUN57/Lh+9+Qi/eV+YBv6YTz98iV//94vS9cn7P+alZx7hwIbVDJSEKfPoCZuzaPOq6JBmVSV9LiUTPg1LwwaW5tlZWhllTV0ee7pKOTiUYl9/KZd0l3JZXzU7u2vY3lXLrtZS9jflsa82wo7qHFYVuFldYGVZ0kqPV0OrQ86SfAN7mvx8a7Sco0u62L+4n+1ihOluYndfG5e0VTAa9dPttTMWMTESCTAccdFq0dFp0THoVDOV42WB302bSUGDXkVKI6dUPZ8CbSYFVjUJh17aFcX1wowxk5RFRkdAy3CBm+64l9qAlZTHikcvx2Yy4LHpKImHqCouoLO9918X8IoKN+MFJskYTkifxFZaiPmz5PMlGEe0Q3IBeKuzaAkb2VzuZE91kBsHE/xgNsmTW+p46eAEb9y0g58L3e/h9Ty8bZLjI83sq89jS9LFxaV+1pR4JRbSijw365MhFoX0zET0TIR0dDhUErht0cxHqzXg9YcIBD3Y7CappZbafLkAuC9c2dlZ6PVa9Hq1VMAWg9iIayj0OikN+ok57PhMGuoDZo6O1XHrVAX3bevn3o2d3L26gbOrqrl7fQd3rWnn1Oomzmzo5IbFVezvCnOwP8aOBh/rKhwM5+qlmb1cwGp6sRtIJ2GSSTalfuV8bNnpCIywyGtg01wbj545xLs/vo9fv/0on3/4Kr/75Sv85vw9vHv7Ft69eZYPHr2JP33wGn9460XeOXM9T++Z4uzqAW5YNsHlw51saS5me38d6xe2M9leyYAwDK8SQoxchquTXDI9zPK2FOMN5dREvPSlimkpjNOajEhzdHV+LsLs3K7NImg3EbKb8YvkPquBHKeRokiAZDyORNBRZeJQCbxZjc+kIt9jpSRoZ/+udbz+6nnefvsVXnv1Bc4/8zBHr9xDTthJccBIR8LBUCpCe8JDTUBHyqtHLvsv0mXz0CvT6SyzcesVS3j18Vt57+Uf8PE7j/DpL5/jDx88z+e/epk//uZnfPHpG3zx6bv88bfv8Is3XuT4wUsZqxULMR1Rm4qoMYs2m5xWi4xuezbjbgVzIR1LxW8mbmc06WMgz8FkgYfl5RFWVMdZWh5gdU2UiWSYoVwni0ImluRoWZwjTNZNzMatbO/M4xtjNUzX5NErvo8ZWF/hYGdTLpeOd7FtYTcX9zezc6RXgpJ2dNXRE3JRbcym3ZJNl8/A4tIElWoFDep02nVZdFhVNBmUVKvSKVPJKFJmkFDOJ6SYT0iTRY5JJbHxhGCixKkmJdAMWxZlliyKxJLYpMalySZo1xMPhAg7rcT9HhKRAOWlxf+6gK/oL2R/d5Rt9R7Go1rKbVn4tfMlAoLEBhHqCFkaIbOCi6s9HGwNs6/Wzx1TCZ7d08KrR4Z4/dppXrt+Ja9ct4qXj6zgh/uGObuyhhMLctlbZWFDmY+1FVFmC/zMxuzMhE1MR2xMxhzMxYxM55qkOSBhV0kzo8FsweFyY7Nb0OqU0twrllvCJ0mlkqPTq9DrlBg02VgNCoJOM1GPhaKAR3IWFC25SHafLgvyzdY8bpuq4tzeGR7e1sVjm5t5YG0T92/p4qHtgzyye5j7dg5xYqaSW5fUcGyqgoM9UXa3BpgpttLs09Hs01Pv0VDp0pJyqEnZlOSKaA+DjOmBeh44fYyfv3g/n7z7NL/76KfS9dm7j/Pe6d28d8MUP7u8j5f3LeDlA8v4+MlTfHDX5bx/4ypev3qO53aPc8/6MW6aauOa/kr2txWwqixIX56blpiD5qiN5piLNtHGVZexcayHxc011McCkrNDid9JSsy2ATe1YafE8bVos7BqFfgsRvJyIgSddkJOO4lwmHgwQMDlJOhy4rMK7bMZr1VP3OskGXJw+NLNvP7ai7zx8x/z6k+e4bkn7+fYdVcQjwUI2dU0xy105llpzDFQ75NT69fh0GXgM8k4ftkIbzx3Bx+9/iCf/uJxvvz1T/jyd2/yxe/f4C+fvcVf/vCeFN36lz9+xFd/+jWf/v4jHjhzFyt622kMm6WkQaFBjxpk9Doy6bHJGbTLGRUFnGNkecLBwoiJvqiVoYSL/piVobidsQI3s0k3Iwk7zR4jvX494wEdC70qepwKOu1yFkbMLK+MsqQqRk+eh1a/gYGgnhUVYbb21rNzYgEr6qqYqy1jXUcTY4VRZsrzGCiMU2bWU+dU0+zzUO/QUWdRUaPLoNejk4wKq3QySjVplOiyiQt5oRD7yC7CJnZJgqmnziBHCl3TSbGnOdpMAsJ7S3thRDVr5xOyWfCYrZK01yOYj1YdYde/MQNfO1rGkZFSDg8WsavBz6I8M/VeNXGzMPSaL21NlYr5VAZtHOjK45tNfg60Bjg1Fefh9TU8u3+IHx0c5Id72nlsQxX3r0xyaibBjcP5XNWdyzX9SXY15LE2FWE0amNhQM+IeMBigVDgY33Sw9o8KwuCWur9JkLmbLQaMdvK0WhkaFSiRVZhEsnneg1Gox6LxYzdqsdhUpPrtlHgsUk0UCHnsihETIZIc5AzVeKXYIcT4xU8uKmXBzc18cTOXu5b18bj3xji0V2jPP7NWb67vIHbl9VwYq6WqwcLONxfwJbmEL1RPZU2mcTMqRYLp5CDzribJhE+HbLRUV7EyRNHeee15/j4vfN8/Isf8cm7z/PJ28/z4WsP8ez+bp7e2ML9M5U8sbyRF3d184vbt/LO9ZP87NACnt3Rz0Nrunlk4yCnZpq5faya63py2Vxioy/HSEuei6bCHMqDDpJOLY0RF425IRoLE1SEgxeWZqZscg0iUlND2KrDqBYLpyzsBoWkJLPp1HhMBvxWQbqxkxfyksjNIRHLJR6JkBeNIBh1PouGHJua3ZuX8uLz5/jJC49x/of3cu6+7/Ddmw7T1JDCZ9dSFTLSlqOVircpoqbSp6MzZuHbl47wwatn+ezD5/nidz/lr5+/zV//9Ev+/qcP+PuXH/K3Lz7hr198wld//IQvPv+Iz373Mc8/+xxbl87SluukIqAn36nFbVLi02bS5cym35rFhFPGREBDn0tNl1srQT+dPj3DERuzZT5mStxMFTiYyLdITpAtHj1N1izarFk0W+Q0W+X022SMeLMYC2TT4ZJLSEvKrqQ/ZmdRMsTiggAbWsrpj/vpDbtYUBRlrjHFkqYUzQEX7VEXDU4jTX4vNRYFQ4Vhas0GuqX7cFHvMhJTphNVpuMVaQ/C9CDjInRZIuMrnSq/kcnyICtqclldHWU2FaY/z02ZWy+1zi6tCo9OIdn1CO2wMNCzKzNwGxX/+gS+dbqGY+PlfGu4iCt7Ymxr8DNT4qQjrCFpy8JryMSql9NZ4Odob5K9KTeXN3q5rivMDf3F/GD7Mp48uo8H9q3kzPZe7t46wh0r2rlmKJ+dtTlMRW2M53noizhZkGtlYY6dsbCVmXw7m8sjrCvxsDRmZjxgoCdoocxtkNp1gZEKiEvMxYJWJkQSoo0361QY1NmoFZmolTKMumyJPyxcDvSK+ZJcyypPI2lWMFXk5kB3HnetrOXxSxfwvNiCbmji0Z1jPHfZJI/tGubEklq+M1vPtWPlXDFQxJULS1hXH6LOp8Yl2E9KmUQrTQizcKeOKpeBCqeWSr+ZNWN9PPHASd5+/Rk+fOuH/Ort5/nv187x1gt38+aD13P35i7umEhx92SSc+sqeGxDKY9sqOfBtSnuXlrB9ydLOTNdyQ9majk5UcWpRbV8d2GCQ00ellaGaCkIUO4XOKJSclKMWTSERP6PMF+wibe5SvIuDghDAk0WFo0ci0FLwOPA57QQcBpxGhUSG8uuk+Mxa/EJ6ZvdTsDlIREOUp4blE5fv8VMQSjIlrUrefjeO3n6odt59Aff5t6T3+K2bx+is7UVl6DWOlTUBDQ05Gip9isp96pZ1VXIG8/czKcfPceXvxXF+x5//cP7/P2LD/jbV7/mb199yv/56rf8/S+/4as/fciXn/+SV37yAnsvvpjuRJi6HAvJgBDL67CaFRJnuNORyZBbxqpiK+N5VtodCnrsSnptWXQ4ZAxFrUwUeplO+hnNtzKRZ6MnZKTGkk2zKYtO23zaHVm02GR02+bTZZ9PszWdMn0axUYZXVE3o8VROgJ26kRmksNAiU5Ba8BCe9hJf46Xwbif7oiXBXleGlxG2nO8dHotNNq0VIq22San3KwgrsnCmzUPt3wewppKpxBuk2kE9DIGEi62tJexr7eaq4ZquG5RK9dOtnPNRAtHp9rZ1VNNR9xJjl2BQ6vAqs2W0AqTQnhx/xt64Fumq7hpsoLrx0q4YaqCq0eL2dmRy/IqF8P5Zmp9KmJi7R61cXlLDoc6o+yuj7CxUMzCIa4fKuH4aBm3Tjby4N5VPHxwBWd3j3PTmi6WljroCOjo9GppdWhZELOzrMLNVJ6J8aCDleVBNuY5pTm4362iy62myqGRLD4FNfEfxAAxhwtKokxEYUjm1/MlJpPAGQXNUtieikWbgGiESF/wgwutgjLoZW9vBbeuGuLUlkl+sKmX+zYM8OjuYW5f3sotMzVcM5HiyqEi9g8WcelgSmrDxJwrCByKzHkSHiywXpdWgcegImBSEjbIJauhb+7ZyAvn7uHF00d484enePeVx3nlwdt45thWvr+imZvHijg9XcH3FhVwcjTIqalczi6r5syyOu5a0cJ967t4eFM3969s4uTiGk4uruP74wVc3xtkTbmL3oIAdflhUlEXBU41fn06fn0WPr1C8jXODzmIOg14zSr8Ni0eixKbUYvdpJfcHlwWndQmC1WZ22wg1+/B57DgMutwmrSEvC5i0RAeu5mA3UoiGqavvZGrv7mZ08d3c+bEZZw6fgWH9m4mFvWi18iIOlSU+VSUiU29V03SpWTLRBUfvHoPf/7sbb789FX+359FkPrbF6JqvvgVX372MX/+06/4259/x1d//oyf/vRNLrl4B11FURpiNipzLFIaYcRrwmIQUkI1LU4lnR5BElLQYs+mzZ5Nr0XGkENOjzubWpuMJruCLp8OAWn2eLXUWbOo0afRZEijyzafFmsGtcY06kzzqDSlkzDMlxh0NQEzi1K5jCX9VDm0VNo1JM1ySl0GhktC9JfGqLQoafQZaArZWd9RSX9+iCaXiTa3iCnVUqrNolSXRZ4iA48IR8tIwyL2AFnCUkeYSWTQHDayribCFcP13DDbx4m5Hk7M9nB8ppdjswMcGuvkysF6vr2ojTWNJRSKZZZJjc2ovODQ8e9woe+YruPUXB3fma7itrl6bliU4urRMvYPJNjQGGQ8aaU5R0tbyMjFVREOLKziyHCcb7XY+f5oiIfXV/DD3a08ub2Zc1vrObetkTNzBRztcLA0lE2nS4OAndpcKsZiDpaVuthS52d5oYmJmIPJPDPL4hYG/So6PYKyqCJulksihvTM//qa4CF40V9fEr/4AsdYFLggoWjl4qSch03gt5o0Kd2+MqSlJ8/IdMrNeJmDucoQmxrz+c7yDm5eXMO1wwmu6o1zcKCA66Yq2dmeoCtipNiWRcySTcKlJ5XjoqsiTnPCQcAwn+xMkdcjXhQXEdDLueriSe7ZN82Z9fU8tGcBj1+xlIe3CWJBJ3dv6Ob+tVXctbKCUzNJzi5OcGZZJaeX1XPPmnYe2zbAo1t6Obe5n7OzDdw5Xcvp6VrOTJdz82CES+v8jBYHqchxk+cwSKkEZq0Kq1aOV58t2QEFzWr8Rjk2nRyzXoHPqsGiU+B32bGZdLiFyMSqk5wORWvtd1jxu2x4RGHb9IRcVvwWHW59NoVhN6mCOA1lhexYtYDjB9Zw48G13HhoE7s2zhEK2NGpMwjblZQFtBTYZJJAIt+qZOVAIb9//3H++vkv+evnb/F/vxRB6b/lz59/wsfvvc5LT5zlg/d+zm9++ysefegc6xZN0lUUoCVuoy7XRmnETjLXQzTsQqdVolKmU+5WSRJMISJpNqfRY82k05xGsymdOpOMUoOMJodc4jC3ObKpN2fQYMxkyJPNWK6BiYSZ0YSJobiJ/riBer9WOhEFTbbKb2O6q5X20jLyLToq/XaacoMsrK+kr6SE9kRM6rRqPTpSZiWT9UmqHGaqVOmUKtIoUqaTNGYREtLaryWIShFWJnHi50mWOILROJcKsKe3gqvGW7lhppfjMwPcvmohZ9Yu5DvL+7l56QC3TDbwvfEkx/oT7GiMSjClQadEljkfWfq/oQf+pyb7P1/85wn85wn8r30C/5TM8L/2Tv9zY/95Av95Av/0BP4Hl9nYq2cnOWQAAAAASUVORK5CYII=[/img][/td][/tr][/table][br][/size][br][br]4 pounds of raisins and 2 pounds of walnuts
1 pound of raisins and 1.5 pounds of walnuts
2.25 pounds of raisins and 0.75 pounds of walnuts
3.5 pounds of raisins and 1 pound of walnuts
Here is a situation you saw earlier: Diego bought some raisins and walnuts to make trail mix. Raisins cost $4 a pound and walnuts cost $8 a pound. Diego spent $15 on both ingredients.
Write an equation to represent this constraint. Let [math]x[/math] be the pounds of raisins and [math]y[/math] be the pounds of walnuts.[br]
Graph the equation.
Complete the table with the amount of one ingredient Diego could have bought given the other. Be prepared to explain or show your reasoning.
Here is a new piece of information: Diego bought a total of 2 pounds of raisins and walnuts combined.
Write an equation to represent this new constraint. Let [math]x[/math] be the pounds of raisins and [math]y[/math] be the pounds of walnuts.
Graph the equation.
Complete the table with the amount of one ingredient Diego could have bought given the other. Be prepared to explain or show your reasoning.
Diego spent $15 and bought exactly 2 pounds of raisins and walnuts.
How many pounds of each did he buy? Explain or show how you know. [br]
Here are some situations that each relates two quantities and involves two constraints. For each situation, find the pair of values that meet both constraints and explain or show your reasoning.
[size=150]A dining hall had a total of 25 tables—some long rectangular tables and some round ones. Long tables can seat 8 people. Round tables can seat 6 people. On a busy evening, all 190 seats at the tables are occupied.[/size][br][br]How many long tables, [math]x[/math], and how many round tables,[math]y[/math], are there?
[size=150]A family bought a total of 16 adult and child tickets to a magic show. Adult tickets are $10.50 each and child tickets are $7.50 each. The family paid a total of $141.[br][/size][br]How many of adult tickets, [math]a[/math], and child tickets, [math]c[/math], did they buy?[br]
At a poster shop, Han paid $16.80 for 2 large posters and 3 small posters of his favorite band. Kiran paid $14.15 for 1 large poster and 4 small posters of his favorite TV shows. Posters of the same size have the same price.[br][br]Find the price of a large poster, [math]l[/math], and the price of a small poster, [math]s[/math].
Make up equations for two lines that intersect at [math](4,1)[/math].
Make up equations for three lines whose intersection points form a triangle with vertices at [math](-4,0)[/math], [math](2,9)[/math], and [math](6,5).[/math]
IM Alg1.2.12 Practice: Writing and Graphing Systems of Linear Equations
The knitting club sold 40 scarves and hats at a winter festival and made $700 from the sales. They charged $18 for each scarf and $14 for each hat.
If [math]s[/math] represents the number of scarves sold and [math]h[/math] represents the number of hats sold, which system of equations represents the constraints in this situation?
Here are two equations:
[size=150]Equation 1: [math]6x+4y=34[/math][br]Equation 2: [math]5x-2y=15[/math][/size][br][br]Decide whether the [math](3,4)[/math] pair is a solution to one equation, both equations, or neither of the equations.[br]
Decide whether the [math](4,2.5)[/math] pair is a solution to one equation, both equations, or neither of the equations.[br][br]
Decide whether the [math](5,5)[/math] pair is a solution to one equation, both equations, or neither of the equations.[br]
Decide whether the [math](3,2)[/math] pair is a solution to one equation, both equations, or neither of the equations.
Is it possible to have more than one [math](x,y)[/math] pair that is a solution to both equations? Explain or show your reasoning.
[size=150]Explain or show that the point [math](5,-4)[/math] is a solution to this system of equations:[/size][br][math]\begin{cases} 3x-2y=23 \\ 2x+y=6 \\ \end{cases}[/math]
Diego is thinking of two positive numbers. He says, “If we triple the first number and double the second number, the sum is 34.”
Write an equation that represents this clue. Then, find two possible pairs of numbers Diego could be thinking of.[br]
Diego then says, “If we take half of the first number and double the second, the sum is 14.”[br]Write an equation that could represent this description.
What are Diego’s two numbers? Explain or show how you know. A coordinate plane is given below, in case helpful.
The table shows the volume of water in a tank after it has been filled to a certain height.
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[/img][br]Which equation could represent the volume of water in cubic inches, [math]V[/math], when the height is [math]h[/math] inches?[br]
[size=150]Andre does not understand why a solution to the equation [math]3-x=4[/math] must also be a solution to the equation [math]12=9-3x[/math].[/size][br]Write a convincing explanation as to why this is true.
Volunteer drivers are needed to bring 80 students to the championship baseball game.
[size=150]Drivers either have cars, which can seat 4 students, or vans, which can seat 6 students. The equation [math]4c+6v=80[/math] describes the relationship between the number of cars [math]c[/math] and number of vans [math]v[/math] that can transport exactly 80 students.[/size][br][img]data:image/png;base64,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[/img][br]Explain how you know that this graph represents this equation.
Three siblings are participating in a family-friendly running event.
[list][*]The oldest sibling begins at the start line of the race and runs 7 miles per hour the entire time.[/*][*]The middle sibling begins at the start line and walks at 3.5 miles per hour throughout the race.[/*][*]The youngest sibling joins the race 4 miles from the start line and runs 5 miles per hour the rest of the way.[/*][/list]
Match each graph to the sibling whose running is represented by the graph.
[size=150]What is the [math]x[/math]-intercept of the graph of [math]y=3-5x[/math]?[/size]