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E01LsJzRKYj6C4dBQb1gPYee00rqdPIfv6C2i+95dA5XWg/j4A2hwXBBnXUReaZDSo/nXRsALfZjcDE3710IJgdQ1jj/vxMa1zpSJbHlDnEtqLO8DOp0Dl50AuidrPv4nrmWeRT51E2X5QmGxUM5Oop2Jo2AfRpDvApDPxTiwSo2BZxS7AvQnQzHLfsWL33HYvismQkYCRgJGAkYCRgJHAnS2BqnU4V0ucQCN+DM3ErHA3R/vgtqZ5P0BzGwYJZY2LMygtzSF/6STyb5zB1dTvoPrL/wnkfwiUfgmUqVnmRD4CMzW8VQHMdfKyBsaKe4WWuet4DXW4QwN1icJKKa3ppqmyZnC0z0rNrB6iYFlYcdSBchmoF4DmFlCiDTRtoa8BxbdQfP0bqC1/FcXkY9h+eRp1ewKwY4AVA5Jjjr25AmU9bsupl3nGbmqaWT5FO3bmzn6rTO6NBIwEjASMBIwEjARuKwlcOT9/VzE1jbJ1VLg2IyhTkzkINBPIhJaZk9X6Ns9QoD6OejKGqiUnxPHe9Hu8Yc/gM/tRbL75O6i+9w9A/m2g+pmclNcooNasiNBoltBslDqgWVpjSPh1c63i2wb4r+YT+Jv+xz0FzFQf007asctwxw44V3aKqFeLzmRDachRbeZRrG4DjU2g+i6w8l3gx99E4dJXhK0zPWvAGhOBbumUyYqMlczlYigtKL4JmmZR/qnYi7fVi2IyYyRgJGAkYCRgJGAkcGdLYMV+LsYFPpR/YznhT0GzWtxEASxXBJTLJgs/wTqQuWxhW9DseMloQZxzHhcc0UPn75PSn3F8AliMAYn7UU1+DuXUfSglR3AjPoVrrz+Ltff+StosV64BdYIxwbWABgqooyI0wgRfQiwn+PGfm2HVvo7A7W31qysW9smODbTadt+5dbx9N6XNVjHT1IZtBd2MlXeOHFB4B/joX3E9/e+xFn8M+UUu1EJ3elPCpzNd0lELTfMN2kAXM1MopOUiKfXEGPxCp7zbdunu46oc3ceD9qvWxPKd/WaZ3BsJGAkYCRgJGAkYCdxWEli3np+XwMxP/IQn6XdXappvDjQLLxjxKWBxCojH0Ejej6p1P4pLE9jKPIxrS88h99Hfoln5nnDxVtralJpdYapMWCY006xC6ou9/+9UBmtoKzcV9KrYxc0KfLti143UZa7DPmro9tn0uiH+GjtA8X1g6xLKP/lzfGafxI34DMr0sJGaEfBcS00IbxuVTAzlzJRY5ZDaZz9g5nE39CrXce7j/UHzJBqJ6au31YtiMmMkYCRgJGAkYCRgJHBnS2At+dzZ/QrNjfiEMMso24ewHZ/AavwJbP30L4ESYfkDoPkZUMsD9brm+UKZVXijcvvo/oZmAjOdbci/OtD4GKi+jcon/wOfvvI15FOPC3/OxcyMGEyUl2KopWnvzMHGtIgVCDN2A7QbjtW57uN9Q3NyGnf2m2VybyRgJGAkYCRgJGAkcFtJIBiapbZZQtXemWdUE1MoJ2fE8tO51ANYtZ9D/Rd/C5R+BOAz1Ev0iiH/mpVqS9MsNL+OqUQbkL229j80i7zQgoPOOYpZoMHFU94Dysu4nv4atlKnsLV8BPnlCZQzctltxGeABQPNt9VLajJjJGAkYCRgJGAkYCRw8yWwbj2z3J5QpptnTKORcJaktpRNs1zlr5iWE/z0FebcGsrufd3Dw2SHPTNtm/Xz6YsZr55ANn4Y2eQjuJ76KlB7G2hwot8q6mIFPsfCgWYMyqpBjyVr+v6vn9pS6OpnK7MMFbsvUMfdsX6PntvuG2r7vKe2qzzkVdFAFXkAK8D2m8hf/gusLj+EyvcOA68eB5KH0XyZ3k8OC00zJwsyKC2yrm1Wx9yxXg7cHkTTvBKfv/vm13CTAiMBIwEjASMBIwEjASOBIUhgcx9CMycmbqeP4ob9BNYvfR3YWQaahOUqKiiignJ70RCCqQ6Zyh0Gj/X405hU8GnXqW4Ydl/g/l3td93I74D7hs6+WACFLvLa4Mws0b8GF+zmNMeKcKNXAspvo/LBN7HxypNYe2kW1fgRNK0Z1BfHBSzfbGheiz8XG0IVNbcwEjASMBIwEjASMBIwErj5Eti0nr4stYt+EwHd5hmjKKZHhSu5aJrmTv/BuucMt6a5bM9i03oElR//CdB4W2hW69hBSUAzwbkqlqmmhwwaXrQAUzijaAA1x0+yH6+2ebSl0O06VUGwit2Mq467464b+R1w31DfVx40GEulswJnsTS3mOhId3X08fw+sHYe669/WZhqVOnH2T4EpMaB1KQIUtvsTPBMenvKUBrnYWqaDTTf/PfbpMBIwEjASMBIwEjASGBIEti2n9CWZNbNM7i4ifKe0T6uVgTscDnncjfnBi+v/WpyAh3BnhRu76rWLPLWYyh+/w+BwiUAG0K3SlAuCUdyTeEXQ+5R7yrBskW/BOa6A9I+vKrwlCDKoPbl6dzTDnKXYKxOEj/3vr+8QdD/+g29th1/z85teIZML7G5LAYODZEwrpTyKbD5L9j43hextjAOvHIYsMedMAlYNNOQC6LQK4rwjOIqMwPNQ3qhzG2MBIwEjASMBIwEjARuTwmUrTltdblxUHtMt3Odi5t4QLPdqTnW7aI7IFn5cu6ANAXI0w6YT6N+8RjKSydQIDC//gdA7WdykY9GGc1ms4NZJWJSx8zFR7jnAltCrvtPO8Yr9GWxua3uKf0mO4RKHmfoIGueKZ+rrpHTDF0PVBpo1+H2rrxaPbl93GerI/20ba4Jb85Mu7hH+QPg039F+a2vY3vhKGARlgnOU0B6Ri6IQmCOz4kgV3t0l+Gw9vnVYhqcZHp7vjUmV0YCRgJGAkYCRgJGAneUBLLnY3cRcAnJEnTbJhpNfsZPyn11Ds9raZoHgmZOMJPgTNimdrlgH8PKwsOovPWHQOl1oL4pXK4pE183SnoipwaW7vOFUtYBWV6rtMwq5jEJsI7mWv2gA7O4v3xy+/kSmdv7DsDzdr3S0zUM6Epx54GOBzD9BGcJ/5woiMo2ULsKXP8OKm9+HaWXZ4D4KJA5Arz6MJCcEAMhLpMuJ3i2y7ZjkNMxuOkXog0031ENicmskYCRgJGAkYCRwO0ugbw9EVOaZU9o1gBKLnoyIqCZ4Nwyz9DO8YQvpWn2iHmPcnoEhfQk1l86jp3Xfg9ovgM01gFqmGkF4YROgmzrZxVLun9vQbL6wQHm1nGv/Za+mXcN/6fSoDg7zNUKtVUc+DT1EBUrIGfMYzVnFcH6R8An30YufQrV9ByQfhhIPQhYswKcYcfQTMklyZVnDMaeZRdUtr6/G2i+3dsOkz8jASMBIwEjASOBO0oCftAsQZoa6DZMSWiWmubBoXlErPBXTh9EITOCXOYY1tNngOwyUKVbOS7m0WwBM8HZ/afYUcXu31twzB90QFYXuGN1jiRQuZR1swI0uTy39FshJt4JzxUFOQlPGEjwRpJbFTQzDv5zJyDgCvfp7v16U4IzNc6lXyL3oz9D4fUvYdt6GLnzU8IdHbXNsO9HM3W/MMMx0HxHve4ms0YCRgJGAkYCRgJGAv1KICo0E6bLKemreRBNM1f4K2Q+j+LyIWynZrCW+RJQ+zFQ33AAtSHsmJWW2QuaAxCzE5SVNpag2YJjoForO7jLu6kfeU4VqBaA6hbQyAJYFwuqAFfkSoRcYIShcQUob6BWoicLgEtfyyl61Po228/iM7v+XNSrpavrVB5Qv3fEjhredSs0ODnwKrZ/+l+wfvE0ykvH0EweAZIzYkJgPRUTXwqiQLOaKBgqFmY901i3nl/ut26a64wEjASMBIwEjASMBIwE9o0ECvbEWS/zDD9Nc1/QTG21yzSjmhpB8eJ9yL86jZXUk2h+8H9JDxBN2hPTYKFtlqHA2RMkex3sgEuHiRUX87dGE/VqEc3qtgTjxirQ5Ip7KxKQCz8D1t4ArsRR+bf/B1tv/w22Lv9nbP34r5D9yV8g+7MXUbjyj8DaMpB/F8AmgCzQ3ACQkzMI9TR0pdVFuurcrvOcA+p3xiI7nIzoeNigkJy80c5ZaLobeaD6DnI/+EOsxR9CPeksfmJNoW5PtBYtUeAcZJ4RCpaFfbyyhTfQvG9edJMQIwEjASMBIwEjASOBwSRQsMciQzMhi9rmIE2znEQoJ5sJMNPsoHktzTI2X3scWz//a6BKX8w3nOU75EQ8BcsqdtCxR6Qg1DlFh0xuq58Z8xFUCwuN7CZQfQ/IXwQ++UcU3/5DrC99GaVLX0Xp4leQzzyP7fQzyC99Afmlp5BffhJbmUexaZ/Auv0IVjNfwMryv8P6m98AVhaB8s+BwjWgQbMOTUPclXI9QY4LOweIu07lAe1ehOICSig4S52IzPF2TQnMjp5bwnvuTWwkvo5a4nFholG3jqBmH5YTMe3wK/5FgWY5uXMaq7bRNA/2hpqrjQSMBIwEjASMBIwE9oUEuqHZsWEWbue6bZqpMVaayTDQrLxvqGvKFs0CRlDIjOO6PYVrr34ZqL4plsYG8kJzKv0uhzDPUBApCFMHUAc59d+5zVNIm7UaUKUW9gaw8y5w9WWsv/FN3Ej/BjZTTyGfOoZiahaV1GEBl+XkFEqJSQGZ9fQ0GJrpSWx/5/PIv3QvtuIjyCUPY8M+ievWV1B88y+BjxaB2kdSg027aD5cpUfETAzJXWrWO37zJGZ/aOYCL/r96VWDR7aafBCAnRXg3fPYST6HuvWACLsPzdI7ymraQPO+eNFNIowEjASMBIwEjASMBAaTQMUaPydNMZTLOX3inxua5W8KgFXs/qzf0kgmuTgKNc0SOLcWDqFkx1BZuh+5S1N4/5XTQOHbckW7+pbgOzIt1/uriwWj3aCpgWMXIysIda6RuCj+F3bGnCPHU8oloLgKVH8B/Px/R+W1f4fNxFPIJh9D3n4IRfsouBphOSXTLNziOdrYjnxq5iaUA8/ndUXrGArWI8hZz6L29l8B22+IxVnQrKNcqDmcXAdKeWciIScY0v5Yy5vadvKgsqplSfB/Vbica/uLVr/zfJpocKoi4RmNBlD9CLUf/AnK1qMoJw6jmVKL1sjyafvYll8G/PLqNrPx3bfk14jr6Wdzg9VQc7WRgJGAkYCRgJGAkYCRwD6QQNUaW1ZeMTpASdmmdnjPaEO0AmbGftcRmBU011JTqGamUUxNYicdw/WLJ3DtnT9Fk1pm2hFT+0trCQF8NbH2n6497YJKRZKMxZ+mtVW/kUPr0j5anlMEyleBX76McuY/oJp6UmiQC4tjUpNsTcsVCek/WgTHdEEzK/GFRGdBGCVL+p3eSZ9G9tU/ADbS0n9yfQeoOkt8iwQRaTVgZroVMDtKYp6mZUdmw/lfHfeKOfggjjs6aKCeBbKLyF98AeXUcZQXx8RgphOWFUC7ylQbIPTKv/4bv0LQw8pq+mnsg2pukmAkYCRgJGAkYCRgJGAkMJgEdgOaFUTrGmfCGV45hi1rFpuZE9j64W+jtJKQZhmNIkB3aQ4wSgjk/86fDpL6tvpdmDg4AErE1C4Vy2lXKkB1Dfjgu2i88b+ikPkKqhdPY/PCOBQwM64OE5rtSRQvHcfWa0/ieuZplGm33fg50NwCKg00lRrYTbwqfzzeIY9WZlsb7kv1famxdyYEivvwgR8AV76F6ivPovTyhFixb7egmQBNcF5Lf8FA82CvqLnaSMBIwEhg1yRw5fz8XWvx52J6WIk/F2NYtZ6/Z9cevM9uvGLPx/wCZbTPknvTk+MnK3E8Pn/3zUjglfPH71qLn4p5hVXr5HDqclRoJhDrWmYvTbOCZsYCnB0TjWJqGjcWD2PzlV9D48N/BIp030Y74zYwK1AMjAUZi9l8jj6V0FyVruIIicIkgSYQW8DWz1D/8X9HduHXUI0/gWJiDrmXRoR2GctHUUvNIPedQ0OG5nGUX5lBNjOF/KWjwu0bPW5g5/sAimgWypJoSbokXP7p1MvtAaBZv5W8OU1D6BnkHRTf+l2U0o+KVRh3G5o300/cMtAM4G4A89mrKGYAACAASURBVADOAlh2At2guP+uOr+dA3AGwHBexj1qZQDcBSCm5VXPr8q3O37RkQvP5bU3pVHcIxGZx4SUgFMXWB/4HrBuBAW+XzxfhT15d7Ln77mrZN8fa4X4/bFaPBZDfMIz1OITsVJ8IhZSDJ6nracePV61YueqVmxZ/wrHbX6RRGIUzcTY5YI1de7KLkIGQaLEvL50+CxeOnquak0tl1ITV6kkqiVnuwK/kupBmCvSZNGeRcmaWWaoJGfO1uMz89mF+T0pP08BRzy4Zj8cK6YPnqlZh16sW4eWq9boZTfLhNmv2GNXq3ZsmWVbsWNn83YsRhlHTE7fpxPgS7asn6X4TMw7sF7HRB0v2bEYXQvzvH4fWk/GjuOlwy/iu0eWa9ZUTpij0iTVN0jzzGJ6bHkrPXZmJf74rvQXpXjs7mpi7EwtOX6hZo3ndPb0265aY1fryclziI/NZ/spt2py7LLfzbuPt+2Tab7Q/bvHZ31rHGo57nxiAoXXnsbKpT8CdrjqHxcOka7lFCD6gWPrd4Jk6yQPaBZGCTvSjrj2IbDzKpo/+GOUU0+jlnxYTIKjv+Jm8rDQtIqGIzXTBmZqm93mGV42zZrZipJDS7Pu/FZMj4uVDvOZSeQyc1hPP4obr5wBtjOOz+eCHDAoQNZJV+RTspp+WN+uo4lQQXjUaKJSp0/qNeDGBWSXXhD216Gg2SOvKs9+MRsfvlDb6WNDg2ano3UDrL4f+cUEcBwA4ZcgPMgfryc47FnjGbYBdCCZsDKMfLplRLgmKA2l83RA3v0Mr/3IZR1WXn7nOYMqr7Tox/rumPyeG3TcqXd6Gvy2B5IZy9h51gXHp6bfcwY5rgZrrKusV3ynCNgD1S8BjYlJID6Ohn1ABCRHxD6PuQP7LK5S+1lq/niQ/PXfCTSrqedfzNqncmVrrmcfyQnxYjXczAg+tk8Ntd5Qq/bJ0qkXV5YfvJrP0OXrCLA4ByweQy1xFFWmjcBMcHYF9cW1bE9DBSq89ECA5vXl5EPYsJ/PfZr58oVrl56av7K0d/Coy91rm6C2Yc+f2Y4/dyGffAq5pVlsL7FcZb68+z5lotg7FqanCTm4YD3Jp45iJ/H05a34l8+u7OIAiPnMvvTrMSweRTMxi0Zy2jM0RV0fBeKjrUXMWM78muAlK69jK/ap2I3Mo+fyGdaRcVF3sPAQaokTqCZZh5h/x6TVFct6MyvqzPbSJLYzc9iJnzqXPT+4BprvWNZ+6kwh+cBlfXAXdbuWnEM5eQKb9lMXVuzwcvkVP+jxPh4NmpV3DQXNGwsjWFt6Bs0rL0lzCTSEkpWKZgHFOhHq2+p3FbegWTuJi5EIYOYiI2sA3geKGay98tvYST4MLB1F3aZ/4ikBzDo0dxX8kKCZbvkIziKkJlGwp5BLP4Qr6ReAalqmEdsy88wKxwDUOrfyKfseLZcdOQ8C5mazKZT4amjBW9crWaD+DrI//Aa2U4/42DW7Bj99QTMnRrKhnUU2PjNQZ61e6BDQPK/O7RU78MMOeVBQ9oIDaqbP9Hr+Xv3mDAgIOHv1N/DAISSYMj97LuOQQP/iXpWveg6AMGV8WZ0fJXYGXATX3XhX+qmXfZW7gObFaSA+iaZ1EE3rgND0IjEOr0AFCD08rWaeCL0400b6yTMFeypHGGvN5bH84GtcADNXxGUgoEQpF79zd9Jj86XU6NViZgT55YMilDMH0LBGBGQ140fRSOjA7J0+pThSmkTORVKBx9hnNhIE5zkU7TkQrLaXD2Jr+b7cTubguZX48aG0+X757HW8FH84hoXYBQ6KmslRYHEazcQ0CplRbC+PdkCzUnSRUaIEBc0cOFAulAkhlgMTln/VmlimJr5XOvv9rQ3NzBef2w4iXclJkRcCMxIjouwFi1mT2LaC63PppeMxxA8tF9Oj4ICLc5OYp+biMTQXJTRz4CUHXZ31R9UbyVTy6wQHFZQP4rPAAsPE2X7ynrVO3lOyJs+pwY56RlRYbp8/JwaPHAByEFlJHj0XygzHG44Hhybetw3N/Bw1jmxyAvnv/xZQ+AVQ2hGO0aqg94eI0KygUqdJHgM1zGuo4x3k1/8ZxZ/8HnL2wyjYx7D18hg4GbGWmkA5M4VyekYUZKuQW6CsJgEy7jRFCZKVegEZ81wFzOIZ1jRw6TiK6QeE9vVa5kkUNs6hiR/JBVEadQnMwlSDGaO5ifzTs6lvB0Ezz+XtHMMVcbNmmbbNWVRXLmAz9WQHNCtZqEoZlN+g33k/gvOgnznVCxYCmi+oc71i53pqsPbijyBzU7TOTj4v70UmfZ7BgUMkDZ1eXgDCpL1nWev3G9Z2SDi9Oqznhb2PTxm4D0fuqBwtr5d5kvvee7kfOR+UI9sgtstCgeOYDUq48daUse1i+8aOORsAgPw0n7UfXaa2kdpYea0EZz9NoOgrbAnvBLtsfH4gaM6mHjpeSB2+yj5LTkYfQTFzUARqmZlvLEqoI2TJcxzzSWVG2ZKL7L9U/6dWAFYxj1M2CtYoR2rMi0v3iiC27Tls2I+fDQUhYSt6wHksh83UwxcQnwYW+BVhBBKcnXzaB1FLHRBad8qEMqDsBVgnpLkMTWbCBF4j+j+a2rAcCehCu8uBmfxyQZlXk0eWs9ZwTVioFSWot8tamvswP7oZEAdKTFs1xYHZiHD1y/q5Zh/3rGscuG3bDy5jcRJY5PlcS0O6juUASULzCTHoEvXaVW8U9yguaPME68ukgGwO2DiAEXIJaRpB++Rt69FlDs54HzW4CR6YdgK9SIMziBVpa2nHlTnSHAr2iauBts8qg7sRU+gMLEzS/dbSSeDq3wKlz1DaKoD+hasoyfX/CL06EdImWe0rSNZj53ShlaUqleeDK/G9L4D5l6/9GrYvPYLmxTlkF8ZQW5oTwFxLj6G4NIEiwbnDrZwOy2p7ONAsZTuJwsKEaIRxaQbbmVl8+L3TKG18C8C/yVUElaZZZFxkSmqdnS5JiUPF1CT7BWrveV4HNPOA+KNZyE+wmvoSyhY/s8iGXixYIxpEpSmRjWO/dUM2upN7Cc2e7u0ciORn373+I/ztKTgDoO3xfvk7F9DPef7sfJYPzIPnxbt4MDBB7RP2TMsWYiCpUhXavMHRLocZuKh772XcHzTbsRjbMQGrYo6N/ESvmxzo2+wbBFjZB9FIHPL9elC1YvdU7dGrhBVeQyVBWGimxhvJgwKy+oVm2mpXUgfO1VKEIwlyEgRHII9JTaPQplPTzkBb6qQ8LuG5DV1t8BppwSXNSPTQBk4OQnit86z0vaim7xXgJgco4hlXKaNdfC3FrQvJ8eM76fEctaJCw7ootawyfXIgob4wECQFUFL77kBz1FgwjeCbEefLBe9JuRKYJXgLgCXkxedQWHimr3rrJbcrS/OxlgbYbpcTy4VBLyvPbftQx9cT2vVWk+PnqFlmHRKDjTjvxTotgZeQzK8UzIvQZot3qbPeqLok8y3ZSb5zPE8OQMmBciA5iWpy8nIvm2Ka1xQyhy6wHou8CWWkBs3qfY4YK55RfCI11trg2Z7I9QRndQMZKzJ3wZJyORbxMz0LgJWYgt9OPYTs638A4KdiwQ/JyAr/omuaFf9VSM0VoiHtda8B1UtYe+truG4dFdpkapZVqKfGwEBwrqS7l5FWIyMpTDnCkscUPCuY7o71UYySqbqP2lexeOFo83vpCNaWHkP5nT8HCm8BdEnH+YE1CbyCmMWKhUpOBGkHponE1E67g5pU6XRj6kpKiH9NVFFHEWheBT75b6hefAbZ70wg//L94jMhR6ViJEdthDOBU6U7aszypww4qcbr5Y96LCQgtJ7lfOrfK82yI+GuaM/A2bFZ7krATT4Q2SzAsZ0Nk+y+tdl91D3avof968uEIGqaeH7IQVJo7bcj+/2mXdbl3hd8cAIg2y/VprFdF5DrO5FpFMXMAaE5LaTvy3lN9KouHL6nZk3kBIg7HXpnP6D6U+9YQhYnA05irQ9Nc/Z87K6qNXKZUKEgUN6TMKigWG4TCpUGVWhFtd/b17avEWBJuBRB2oDrxwSAqnsIDS61uE4Qmu0RIHEvkCRE35crJKd27V3dsQ7P6323BPa2Fl2WidrvXI9ClV2Y2N3/if6dAxWHj0R/5+xzmysek32wcFSYNWxZj/elRHC3Cx/b8zF+xeYzFCjLuJ0WlaaOWOM3ZTKZTZ46XraOCJMi0Vc7X2NYX3itfIaUmYBlwQS0ke+Uo1s2rX3Fjj7nl5NHuvoHfp3YSp46S82ySpO8n3yP2unwfq88n62nQ9/WZNJ+d8exYx/OeU5e5EvXekDHSz84NDOzrDDKnpemAIWf/T2AT9BEUSy+IVpC0jP/lBaZlKdv6/vquKNFLaKJHdoy14mEWfFVd+XV30bljXnULh4WsKxA2SsWlb7DBEPBsBuS3fvqvM5YF3qHXJ1CUiMxFWNpEuXFCWxnTqP09p8Bm28A2x8CNbnQi9CeK+p1tM9cLVGumEj/zlWgwUDTDidwW8nJES0jeRvakPMfvYysAoXXsZH598jFH8ROItaCZtHwDgjNsvwVNPc/a1dvMEJCs9AKOdrK/dL5d4zs9TwNa3ufArOqgZE7i5A2tL4awGHJVd0nJJyq/O6Z6UhIU5ZQ8nc0zPvFdlnJ0h33Dc0CjJJss2XfxP7JNzjmBoXlz6GwfC9Wl4532KdiYWa+mZjIqQ5cxaoPaEOc7CPcgM40sI+Q10WboMU6KTXMI5d1KFL9SpRYv7697cBzD2hW2lo3tClwJJgjfi+Q+FU0Up9DNX0A9MCg3qdhxVVrbF7JfLfjbl5QXCBjqSCUikJqbVvQLCZgzgnQXM88FOpd7CUfunRjvQ2E5g4glBrjloySExdqDJ429w7/teBSabNdUO57/2jXV5JjrXeaZlRVa+Kqd7r8INl9POTzW/lz8qXlh2W9k4l199tMoEyc85CWANW+++FBQmtfx4cSmIX9sD2LDftZYINfyLNooISS8OSgAbICvZBxswGUGgBX+0O5CGy/g/zlP0LpzXlhM1y5+EAwNDvmI+JF74Bn9TIoKHbvq+Odcbug23IQ8OwHzZkpVOPjyH9nHOsvP4BP4qeBj/4WwE/kZEZloqKZWnCJ7DpqwrSljrLQHLfh2XG55yCym54JzlREi4mXjbJYVGbnp/+AzfQ8dpLTjrmKnnZVGfVj4bZZ/uorQ20AVzd64xESmtnp78dPy7umfQxrzuCmD2efL6XyVMDJkdSoKndgjHmMgWYfPLffgUikDjMkpIbWoOr1qJ/tkBCvi3jXzXIcyNWf6bcdSvYhbbb9nrFXx1sdbJRypKZZQTPbZNk+9YBm9g3pA8LcgCYHO+mRlkaMGmbEp4SGuUM54tzXfW81t0WPCT2DQHM5c98F2b62NeZuUG/3R6od74zd57f3pXx0iPbSZDKfetAHBpQ1Fml68jk07V9FNf05VO2R3OoQ7Xvz8RmHXzrzFZTvfn/X8+q1rUMzbYg5wZNyExPg4rPCfIO2yOvpEwMN9ocCzS3W85Kd08e3oHJ3oZnvgXAdZ42/2G/ZdF4XMv2t/HlAMy0k0iNYTT/VMVgWkyPkwxQIKQGqfffDo0FzwZ5AOX1YuKVZs34DaHwoPFxQU1oQE9L6h2a9hW7uXEX5w3/B9cRjoFu7reQMGq8cjwbNjilB58ugoFg1DmrfO24XnLf8dA2A+FxmxcREhUZiDDsLI9i5OIv1S4+j8M7/AmxYQP1ToJ4HGgWgKdf3a4glxgnNDFUBzc2my0zDB5opMw42GISGurIK7LyBzaUvYjs+JfxwSvtmZxTb+vrgyo82InN3GmqfchQNBz8h7a15hl41omwTBgmFnMCnQFGPeXwQLRzvP3SQimDKoGTBdBCSQ4GUF5g4z4zqUSFS/h14V2nuFe+6/XAfMmZ6+5avl8y9joX05hHK5WPIAaleDhyY8v3gwGrXy8Ar/1GO5TvMM4KhWWnxlEmCsA+27runat13T8Maz9GEjW1dZ3/R3lcabB2U9e1BoDmbfviMmNwlNOW7Ac3s34L7/s68t9NBeKZshG1s4gCa9r1iAh5lupl+vDX4iFJ+7nOpaae/3Xafq9hl9+LO/LbLWh3XoblVf2jnLLxbTAuzRzIAByNZ+/GWGaE7b0H7tyM0S24YVtm5664P9PeCZkfpt5F+rFMx09Y0uxPrgiT3zdV+D3hiRWLDUMocQyXzJeCTfwIaq6ANcs3xLyxa4DCa5RYEOrYKzjVNYeK7AeRS+Hj5N7BjHUc9QVtlCbWiIOxRYcfsaZ6ha5p7QrO6X6ec1HNU3P0CdxaeDs3CR+ji54XdVz0ZQyE1hu3M/cguxZBNH8G6fRrF7/8JcO2fgdKb0j1d4zM0KxsoV0tCw07vGZwI2N8fvWisA3gT5bd+HXjlIdCvqDc0d+a7O5/dv7P86faIDUk1MT0ULStqiLVMT/rNdltYCh7pvzh0p+/YSRMWeH3Uv4E0DF6NqQP6YdNBbfFQwd3xsBD2+ZHqQUgZR7qnlwyDjkXMo5LFwJ9hQ6QrjL1+KFORCFpmPjP0+xKUh7363QuaFex4xew7qC1VwCM9MkxfwOLEVSo8xOS3llKhs/1T/QFjXfvauS37hqjmGbSt3rFncgLKXP2v0KRrk6KUlwG/2H1+e19O8FK2z3ICneMhQrhxUzbTnRPBJPi0+zxlK62ASAw0knPYsp8Y+J3F4qEXmd4wfdGwzvGqJ/oxBc0sGx6nSzZ6nWAZizJI0LOG9GDSWDzRCWMRXoThQbNTVl1a53YZyq8NPtDpqn9tOTs2z4oTW5MVg5Sune9R+35Rj3emv1UPW+lxpUMd1/LD8uNXge300U5t825Dc215EqXMCawt/Dqw8xbQ2Bbuz8i6wkSA3Uu/0CxAmtdfw+ZP/wyfJh5CNXEYWJxwRnTtgvMCZh4TlVsHZ9fnJr3x47a7EIN+bzUiTqHo0CxsvhKE5s+jah1CIRXDTuZ+FNL3o2zfj5I1gcrFJ7FpP43sxa+h8MNvAp+cB4pvC7tw1D8DwBUPc0B9HajeAGprcpv7DLVNGeqrQGMFwKdSWVr/OdB4G9heADb/G8qvP4X6paPtmd8dlag73245eO2LSpcZAW27Ksmpvj6putuRIUHzQFpWlSbn03gY/7gKohhH0raqZ/nFEbSDfG7nZya/m/ZxPMLksUgdRUiQCwWFfWSrdUnEgYkq70h5bT0swkbIQUVguTsDQZXuXnHgvSIkf09PHQia41wUhIHAQ42hgkU1uaw7brX9Ptpo/i4gNckJ1+FtmvPp2FmlpW7dQ92rNYkrnM/hNiS7098fNEuIVSAmv1YyrVTEcGENMQBJ8lmjuUFc0WXjj99NpdP+huZJsYhMI3FUlG978CWhmfWJ9tj9vASEZgHlop9WQMvYBYMaBMr66O7LVVn5HG/dTz0j7P3b7NUfdLvTE3V/GNBMv+TTwqd3ITXd7mN2E5oprObFMeRTJ5B75RtA/SOgURS+H+g3uKY0hb2gudV8OxpmpXEW1/IuWVQ3bHy69Dxy8Rk0Fg8DC1PCgT1d7KhPIfsNmikbAnvZPiQAmZBctmKoJidEEMdpuvHaw9hJHEX2pcPYjj+CHes0cgunUcr8GnD5G8Av/g6ND/878Mk/Ayv/ChTSWlgCPnsJ+Ow7wMq/ANf/b9R/8efYufw7WHntWXyQeghXlo5h7ZUjwhdj85VJAbgcLXNkJjsGv5cquBLvM2gmNFI7PFQtKxu8PrSQfTWUXo1rBJgb2jO90uHIIax3idDup0KaH3i6GfRLZ9TjzuCo1RJF3Aid1z7SxdX5wvwF1vmQch5YOxg1j8M83w3NhAi2Ub6BZmXKK0VSLjdNAGQg5ArNMxdGcRaQ4CISrcBJcB0aWc0rBX3nisB2NtpEQGqZC+mRHPs1ts9eyorOCYkSVpleteqfAljui6+KXrH+pZbgpeCpC8JU/8DY22SxS76OxwcuBNNv+a6mT75Ie2He20sG7mOdMgnuu9zXq/2uvLjqj9I0i6+rVLIRmOPHpKs2+jmWAwaRbn51KKXG+hpYDwua1aBJ5a8dO+Wqyj2yplirM+IeUaG7/zKSeehM/yCaZrVwTauuDgTNPV8gKbRmZgQb8RPAh98Gip8B9arQMBN3GcRfT2h2wbKCZnEhPUxcxurlP8X2xSdQtwnNM21o5nKpzgu/n6BZATOhuWTHRCAkV60Y6vEZEbjNY4XFQ2jSWX5yAlvfpvueKSB1RIR68ji2raewlnoeN5LPirBhP4/N1JfawfoSNq3nsWl/gTZUyKaOI5uZwdalMRS+N4bi66MovXIIjUsx4QC9kDok7JCHCs2ZEVSS/a0A1KqozkYfmuZdg2U9bQ6QOxU6MGqPWvWbRNyOoB0cukmIX1JDaoZDd5YRgLVv+0C/vKjjEWyrvQp+KF9YVFr0OORgLZT9aAjPK3117np6b/Z2p8s52an2hCAHmoUbNbHCm1xRjl/OCJxychdXORsVgIzEQbEgBBeFQPwgxL4Gzi1Th45jEn6phQzjpzlrPT4vlFHCt7AERh18FRirmD5x9cCVz+TqZ22IVue2Yx1Y2vChTA7aoCr9UetfW+mjWvipViAu4FtqnIWSiFpngq49gi3bZSsaoYKsZR7KFZaiQDOXmma+VLm3AV+BovQdrJakdhamcTT4LB/5u3MPR+nlrj9uaBZLlROcE86S11yvIiW/vnLREA7AbiSfjTz3wRuaXVpgwmoXo+llywVuHEYS5hlt0FWDOXF9C5zD3N+Rr/b1Xg64BoVmPZ1O2bTc4XbmSYdmWdekErBjoGrJLymtwaDKoyYvXts2pxoHZS6qaCU5frxbsM6Lot3A7xy1LLV3PIGmPYat1Cmg8H2gti38nhGD6SCOXiCEPW6DriGcoABadD88U7pXa4jlT7hPbxkN7NRo4LEGrHwL64tHUUxMI/svn5O2QzS6d5bEVJVCxX75CH/cq4C8jvWWoftlE4Un5K3u5VRgVxmoyiwbgGlhg1y0jiEw2EfFuaJRE35JWSHoh5QzfJUzdKn9ZuPG9Agtvfv54lNiu9KqEbxXTJnKFamGCM1y0pEXnLiP7Qks6+18BK1vqIlZ+r29tkNCE+UQqGn0un8/x0JOmIs0aAjpCWXXBgYBQEn59voLBa19ypqTVoP+Qg1QQtTdXZNvP3nv55pavO09g+0o2yd3O+zeb3WqTtusfmfHzDZPwBTvk5LaYyyMAy/RL69cjU59rVP9T2c8KhbFkIubhFsRsJo4cpkabglxsq/QobW1raBVixXQMhbpF6Ycju/meGwZ8dg5xGNnET8kQiN+6GwjHjtbtw4tN+z7r3LwIPuKUcfcYFYMHnRod28rIFX9K9OnoIbzZ7gsctSyXE89ejyfnpVzZQI0zSwvkVdhVzwt+jX2b1zWmYETM3mOLMuZy1g8soyFI2cb8amzjfiYlMVC7CxenjqHhZllLsFOX9cEMIK/PpBQdaMzlsuNywEJ866ZrNiTwt45m/xy5LkPndCswayrv1Zyb8dK/k79FZpv5z1IjaCW/hwa9r2OHT/Ll4MLj/fEgeI2t8j3SX3Zl+72pPcJubhKmy2EzNT1AelVz+78stJeOpzlJutTd8y6RujlPaQSkO8kB7ksQ7UyqCY7Bc5OzOskNEtWWkmfkgoQ+sdrC7Q36Hmd5w3LU1DHq4kpVF77daDCBU1Kwn5ZQrN0mSa9PvhDs/JJTGgmZFdQQ7FWQllonD9B4we/hfyF+9C0J1qjps6GSY5Q1DGvPEQ71l043oXWW5aqMkR7du979nMvvQJzu3UPVYFcldoLjv2O8V43EZr3DBRVox9B80vQGVgzGgJ0+Jw9h50QkBsJJEMODiLdU5VZmDjAbjiMR5VdqYtBtOz8HgpKQtxr4PoaRta7eQ7i98fE53EO/FsaNg8g0CCh1R662kF1XHbadK0qoQCL48DLdLUmV6VrPc9L2cA0OMtoUyudjZ/qKWOuqSBW81ucFcsQS5OLtsa0BcyOaYWCBtHxOxpgpTQRQGDNXN5OPhpay8mlxLfSE2eZV+abSyETBt2grO979416HzoWuX0qWbFzwk46AJjls2Ua5WS86Za5JmXCz+4FeyKXt4+cpY102LpXWHzieCU5I/xjq368n5jp4+p6O/FnI5uXDROahZmP6O9HhJcTJA8AwttHMDQrfuD7IOuEhHGWD+uJl0JOXdPBGx7vl6i/rLcEX8UmzsRK1j0OHClDr3ovjjl29KyjfN/Fwj5iefNw0Mw8yXdIOjRYyTwlfTbvJjTXUjPYScwBP/0joP6es5KdWmRDLdBB/2c+kwHFghxSxyx9EzcEMNeaFVTrOWDnB1iNP4nCd+jSZgLIzLQaQ9UoumPV2PUf6y98r+3hA27/afZPi16BWxWTFfgWh+awDeCwzwvQSupsMvBne/1mPbZDdwbDkkUY/8pRnhVhMDL0vIbQnNPzStCy5UO3Jw9pMhLapKJH/VE/hYLvKOW61+fq0CxtS2W72At4/Npc1a/wd9mxSq0WAURqIqmNlJ43hO1z3LGB1mJ2+tTCCV++qQNYsXtDc92KzXtBs18ama9ChgtsjIvJTMXUbAswStZkZO2mKq/s0n33FNIHc0y7fHavfrD3b43kWOTBbik1ejUcNE8Lswg1EU8od5yJkhIKp3JVa7Lvel1NTp7rVXeCfiPwNRJzKCdPIBuP5n5uGNAsnu98bZBOCUYhBn2Lk3Kya3xqmXxYsmMxBlX+9KfM/XIq9mIxPXpVDBiFtn4aWDgmghhMKhMWzVTDlze8oNmaRiF1FPnUUWxnZlFI0RPJUWDhyNV6fOZc1Zqcp3kxB5NMG2PuF+3pM2Vr6jI9l2CR5x8VplR835SJFN9R2Qb4a5pV3WY5Uvm3kjkl29PdhOZK6giyiyeAD/6z496W6KugWZpeiD0/aOZx5/wqGmCQfxXUih+idPX/w8p353yKXgAAIABJREFUH0RlMYZqfFQE1Zj5xX4NTPjjvRsBVkQZ/EE1/LN2/x6+lXio0HwQrGfqpRskDustYpBnDHJtCMhy6jD67rSYvpByCA1Ng+TZfW3ISWWRtK8h/WPvBpxy8mivv7tClEUkcxS3PL32Q4A60xxai9crg/zNKw232jHdPGNQaO5sw+UneMKzOE5YcLSg7KgJaF6BfZQykROdcgA016zYi1GhWdrY0nVW29a4YB8duD5m7YkY/URLOag+L3pMGUTxorESn79b5UnJuN3nup+vQbPj9o3PY9kTmrhAzaB1uJycuxwEx/6/t003KslYpP6RAyyRf9VPq9gDPt11tS0vqRxTpgvUxpcWT13dWXh+Pnt+PnT7vJF+4gxtt8Xg8OUTwMsn5JcQxx+1mzH0/c60dfIO3ycuo01ozi3Ncj7WuTB2/6pM1+KnYrX4IzmCPDX6wiZd2DK3l5VX5iQtJaGSI2MhS/lOU2O+kXlMtoO7Cc3l1APILz8D5P9V2B+XGkXHllk10c22lpmHHEju0Dw3JGRLaKYdcxOVAicU/hxbl19E3npMjOjribFALTNfmF6FFOY33kMPYa65nc4Ro3WvT40ex5hvaZ5x50AzX9iQgNe9PKd620PEISceDgTmIZLheUoIiOTb3tJceN7EdTAkJA4MA67Hsix7rSzZKsMAE47In1/d6XDvh6xjoT+9qxbZL3Y//1bc94PmwdpnCWqiTxD2ldLLhjRbmLhat2LLteShsxWvYMcuVK2x5XJq8jJta1sTjXyEy3tFgWamSdlwMo/STGMWKxFMEXySIg5Xk+Pn2gDmBtZw+0zjWtyZYNXrYc5vq+ln5pWWWUBjS0nl9zyCs/KV7JhnpA6iYn8+EqT6JY0aYh2KlTwIfDL0Nv8hQBLYsDjWakv8nqUfF9CsTBYicY0uJ2mLzy8GldTI1fX0I30rHXYWTt4jtNTx9kRK1jkdkL221bunuELtq7iRnMjRiUA2HuvrKyIHZCXr8FVOhhVmGklpqiEm96YOCLt0T2B2oFmlizEBfiV+/O5f2U1oLqaOY2P5BaCUFNBcQAlVZxJgq3FWWmYe8IFmHpfQXEG5sgM0s0DtR7jxym+jYD3UAbE60Hptq8LoN3bfs9/73KrX6ZUoaJsvSWHpADjL+U7RNLNhC+lBIlIjqTeYEZ7RdyPofl6U/ZDa9qjQzFXngv6GCqchzEJak+xCmOVEym8veYdIF+UUSRZBgu2VnlvlNwXNBBu247q2OWp7LIGNSpj2hCpq27aTpy+sW8/PR9GehpWfgCuad7hsmv3SLjSqC5Pg5ERq1AibpeTc0AbSnMRXto76TsRSANkrZjlsJJ8JDbA37GeEj2oFqr3uTbkIULNpJkM78FkBSTRZWVma6QvCvMqqYo21tM0qPaGgWSzTrJbZHo/0vg4PmkeRt4ezhkJxUWqc2+/GYNBcSc6di2Jr7lU2PLZqnbyH2mra2st6MC08hZUz9wrzKD9oFqwnlIG8TnpfoQeeIUDzBOq2dyimHsT1zFeBxusAVkE9M93M0XNGqD/NgqMDmrEJbMaxYn9ZeI1wg6y+79egqOPq5VOxOm7iwbXydzA0B33SZ/WPbMunNwohJwEODdT0Z4fZDvF+R05bgDZXPTLyff3yE8LMpNXxhjg3tKmEX3rU8RDPoiwiad2V8Pxi9exbOSY0y3Z9cGhW/QPBlIFKgWF08H7yXbXm72lBc5wrzCmXcdQcerfVAprpDo+miwS01CQXmQr99cEvLfrxrH0yYBlr77SpNAtotp4NDfKr6WeWOzXN/veX/c9B4SFKThzjpLJRrGYeHEhhoeef22V77IyC86jQLD1LjAhznigDrf6huS0vLkFetWIDm6jo8thInxQ2zgpEhVxC2DQrBZyoF/ZorhRv21Dr9+93ez3zqLA/V4sTcR5BYdkDmp13STGksIMW7gbl4Fika3BNszcwE6R3Ug/j48zXAPwUdbF8NjXGGjQrzbJfS90BzbyW5hm01/gM+PDvkUvPgyNdlUGvWL2cfrGCZX105HeuOd5+4cLIQjZaB4SJxh2maQ4DzQPZifq9MvrxfhuYYVynp8NnOzLchtDm8lHDhNNeqz12DHpC+JPuOH8QGYf8khHpK4NPGbUOD5Le/XKtG5rZXwS1Y6pPIQSwPZPnS1tU9j3b1hPLuwnLSnZi4ldqVGi86B86DDRTu6wWWCEs5tNzyJ4/HtpWVT27V7xqPRtgouEvY8qWUJJNPh8aYgnpYfts2f9IN3lqMibl0HId1itjEX6jJlNOslQL1UgTiEDzDAGT0m0dBwJB5jl6koYBzSXrcGi568/utf1Zev6M8iSj3ple4Mz3SdUDDvJ4TcmaGXq6PrFO3sN0CPOm+KTw6iH8fHMya5cdc9sEtxuaJ/rQNOsPsEe7tcypMaiFRPLpR1H8KScBfiCWe66jKdzGiemABGZnXh8jryBabLHetvLrzCO8cAV4/6+xbT0oHLerhk2P3Y2hetHcx9376h7u42Gvd193q+13jPi0TkVV/Cj54TV3qE1zGFMCA829Wl+P30J6jBgmnPbywdwF5yFgtqWZ9she6EMhNe6R4KhFx/4bQ9VIhc7sEE+MCs3sC4SXhSQ/MxO++Cmd4Ez/+Eexbj3dVQeGmNyOW92w58+yPZUa03DQLGFA+hMucyJT+tGhvRsqcavWM/NKu9oZu2DZxQ1Mm5Dv4ix2Fr8c2jSBtqkCrhz/waI/8ri3AiH22+zTpC249NNM4FTpH1a8mX5C+gN25vYoWShu8IwdaKa/Z6ZxPcIiJ/7QrGyWfeSv9elZ6+TQ4ZTgz7qmeCEoZvkx7wJOHWjOpZ4YqG/0K1OmS0Ewy4MDKKZP1RURuzTNiocYs0zpnSO6eYargnaZZrigOf/O/wHgY+GjudGQvpbpRE5RMhc3kTAtYx2eRfstV0ERp7fNOj5G8yd/jKJNeypp2K1gV8VuuFOV1n3cvT/o9e773Wr7qpK4060qv/t4r31eI6F57xc38Xtx9uJ4yIlwfTcMIe8/9A4yrOxCpi9yxxVCm6uQb2A4DQHoXRAZwp90ywY6rCzd54WUbeSyV4LrEUfSXLvTvR/2aY8o+wFp0sC2vlf7xd+9oFkC8/N7Ko+V9PxZdvLUMNMuM4ymmXmT7bZ0a3cj81Qkk50wZUZIUoDYGbtk6+IGHZrLi0+Haguz5++5S/jaTfDectGKDuBxP6MFZNIOnOBM7Ts9cITJW5RzVtNPL1PWrDMEMwVZijs8Yw2aeU02/lxo2+5hQPO69czQoZkyCwvNrJ+UE/Ou3jOW51r6C6HqQ5Ty4bml9KFlwXdJNUlTtgMddcgHmlXdHg40a5CsNMz1VAwMQtP8zn9tQXNTsLL0u6ygmZDscHFX7AXNcjGUq8i9+luopI8FQrNnZe3hvF4I1aMx9btPr0b3VvwtCJoVPIeJ+fIYaPbHkKgvvTo/JDjtSoOo0tArDgGcFEokTah6XghtLu89MNAEeOvwdOUXYoLewNAS0mtKZDgP4Y1j4LSrMrxZsRuag9tndqqO7bBY/e2gmDi0bp0cuH5FlcFKZv6cDs1MFyc2yc7cBaha/6WgmZryG7azolnUhwecr4CiM3bS1AGyaillGUvAnEU1eUx6JQh4Til+f8wbmjvvS82tDO1FWIQta1xqmgMe09fPq6nT59RAIAo0S8CUGtA9gWatPNbtp3elj2hBMznL0eZ6xW5o5ip9LLe9gGbWVZrPiDZAk0l3m8Bz2mHvoLl5DagX0Tc0S09zUttcrwCNq1ixv4Jq5kRoaKbNkD6BQEGwW0gGmtUoubMh9qr0QccMNPsDM3/pq3UO76N5VxrEMGkOY3sc5j5e54TQ5lK0AwNeAET6TlwKcFHXd5krWQTd36lxXVpwdb1fvN8nlvqlO8rx6NAsFy5h5yr9uY6glL7/prxXn2VOLytopgs1Ac2q09cg2d2fyTaan8tvNjQrkNVjCbXsc4VXgoDCHAia47PCj3DVHvUc8AY8OvDnG/bpswNDc+K50O1W35pmDRB3DZoJykoxGRGa6TN6t6C5mDm0zPej/RXgZkGz23OGpnmmprn8s78BGh8BtYJoz4VphsBf2bwrTbM7bpliKDU0V9p2egQ0P8KN9FdBP9BB5hlBheduZO48aG6PovQRlVsuQYDs9buBZlVhvePAltjnhJDaxtANsM9j+jrsmFD0sgWmMPoGjxDaXN4/tI2kVyZDPMPXA0GIsvG91ist+rGQ5il9QUGIdAu50p2gnqZbadsNzWzr3e2cvs82jXbM9HAg+wWam93Xd90dRFZtaKZSQ2q/W5qyHvnogObUqb7rXq+0V5Njl3W5dWy3IE2HZW07dRAEJYTwliChWZrMSPBRK9dq92tpmXlMmUs4qzEmJkFf173y0u9vEpq5aEY084wOTXOECZGd0OzVh7vqdqsc2ja8+wqaF1lGHJyOYCO1O+YZvtDc4/1pMxHluRc2zanHUX7n/wRqV4FqvqVp1vBXao+diYDkYwXPPaEZ1wQ0h7FpNtDsenm6KojXC+eMwLRzvaA46JiBZm9YVkf7baBDAk5o+7h+0+F1XUjzicjmA/qzQmpbI9tMq2cEaLN7AnkIH9W+Wmr1fL84pNlLX5PTQt5bVV16hxm6Xahfvod1POpEQAHNmQOopg8ITTO1zTcVmtNywpiEZu3zstZOdwCrZtNMTTNBa1iy1O/DBVrcz23tt2DNA2y5omDqABr2wVDQXLUPnuEnfNq/RoPmSblanYDmQ7sDzalTx2laoEOzSmOLQZT2VcViUMavAI55RlRodladbIOd3pe7+v1WORho7tI093h/2rKV8hyOeUYvTXPqcVT/7e+A6ocCmtniujXN8piEZQKzLzQ7v8lW20Bzq1HqWeCuF8fzXP1F07c7rw0CZK/fDTQrxvCO9Y4nyvZ+hGZHO7vsndOuowMBV4C9sXpYX/DIcggwVQjU4AeYdvSlCXbSdU5lrkfcNxgFpNvrkVwtkWkiRB93bO3pOSZSiFL3Bzk3KjRTU0lgrqXuFXDHVcQ4mWiQNPR77aeZ05fZnrLDv22gmV4jbILzQRSSsUAtOFdVHASaaWtct3an/DggMdAsa7fwSqENDLzYgMfIMKzPYiLgTdA0SyDu5JxurlJMtEfQvJN6HLWf/W0LmpVNs7v1VbCsYmWRIc5zDiqYltd+ghvp30DZijAR0Me2xi0kY57RWUmUfPwqfq/jfHnMREB3bW/v99uB7hdodkB5PowNczvX6FvTquQVQpvLx0X2IMH7hzCBCJwEFgLq+zJxCAG1PbXgSn5+cch6pRXl0Dc56CKEs071NVHUL2883hc0048rTQhswvNBVO3d+bzfK9387bOlLwjfsv1D88j+0zQ7phTsQ/LpscAvYxX70Flqctua5knHXZiHFlvcW5lnEMzodWT3oHnNPhWjaUEkTTPdnjnu2Zi2bPKLoQdkwjxDaJoJc6rP1mMXDN4sTTPh2Ye9qIFn2jkIpB9tyoBfc3bLPKNqd9o07x00e2orXQXknJO3HsPG698EKr/UzDOchpYU7Ngpc5N/Dh+3Yv2ggua68O/8KQrf+31UrAdRS3JShF5Z1LaTJqeyqIKj9qAjRMiPAsg7Ifb9pKRGkCFiCc30oDE8l3M11GLS/4rjhUVWna7/gzqh3fw9pHeLvieFhYSbq47GlCAy7BBks9xVHs4BXjcUGAoBkHxkZI12CDOFwPSHuEdk85SQA4VhDEioPd4vf1xcpm/NufsdjwrNbAPV5PFmchQMdWssNNi4nz/Ivj80q/7OK9aBZXehuau/8AMl93HRj0yilAxeyrlix84SrAjAaiKkeK77ns5+26a5Dc0161DfX6B6lZ8/NLfdm9EGvTO0fQUzT/1Dszd/BXHK7ts0M7+cTOsfJLtNOxwnvZvsFjTTnl0NOgnqYpvabj20/Gx3ylTlYSgrAvYqGAHNb/xHoPouUN1Co94GY7FGSVhods5TNs9oXkf9R99AMfkIqtacgeZdAH9VSQaJW9CcHuXyrYGahF6NkvrNQLPQhoZacXC/kI+Wjr40rKrs9TikdjtQK6zfk9sB9w0NTAELkETWggfYWSsRR86vR/7vCUi7etZexoTnwMGKOy/ufUKz6CD5SdhZ/pr7fn0YAadsTwvQkRrOcTTjE6HrgPv5g+z3B80OtAiI3IfQLAYlUsaV5Exg/xAZmrXP/0rTXEseCnxOP+WkoJn1SWhMW/DlBmV9fxBonhc+x/3qbpjju+anOdX2OtObHzjQcwZA1qx0oSj8NIfz2x21nBCPLcuyITCrQO22Bs6tcutsF1Q+dh+a7Uew8eafAJXLQG0DXNxEaZPd0KyO67FolalZ1qBZttQbwJVvYSv+hFiZyWiaOws4zAsTdI6qJIPEBpp7c0XUl16dH1LT3Pvhe/srNcxD0xhSDiG0ucxhoP2xkqmKA4AxtIY4xITISBAY4n7Mb6R7qjy7Y0er3e/XhN2qWQPXIQPNuzcRsKuf8NH+qi++jKnFL6YmUUxNY7ehWWkW9wKapTZTTVbUIdm9baD5ZkGzHER5aJtvPjQ/hI23fh+ovgHUb/QPze0FBJ0GOQvc+DZuJOZRFHbN3p+mBBga8wxfTUovcO5qBHt8YvE7V0EzY6Np7mYJN6yE3b/FoJmmIZHNJMLIoluiXUci2fiGMIEInQ/HLrcrQdqBSFph7Tq/zaFqQB1Z7CdTDZXvSHLT69GtDM3Xl55q2TRL8wQJYN4Ko3Z/KNrmfapp3nVobrmck3azhFkDzW0F2+6ZZ+xPTXMz2TbPuMnQ3H5B3S9wPnUCH1jPAI2LANaFljmMhtlT2+yAc7FWAZAFSq/ievprKFgP9TbPUJ/f3LbMal/9fofGfsA7jOM6NNfiwzHP2G17Yb2T7Xd7t9N4i0AzYblvwAkj+5Da19Aa7gC5RjKpoNZXUZ5PHNr+OGR9Cq0FDyNbdY4D/7SP3y9/1Dj3ZeZzW0Cz9vlfKj38+1/2x3sCzXZMLCGta5HDbA8DmnXFWMdcJad/7zCXoOySu+M9Q5hn2PQ57Uw+TMpP/m4m0vdZNuwjKStCXDSb5iGYZ+zWioCaeUYvxZyURbd5xkZqd8wzfKHZ0S53fiFoDy6YB1Wfh2Se4f/S5lPHcDV9GijQJO26dDenmVvocOy3LVpqMfkPaDSBUpPQnAOql7H2xh9jO/WIgeYBgH8YcOx7D8cPJRsGA83dzKHAJGocAHfdD9qbIwQrvuhndkuz7JZTCG0ucx564k+A/+fQ91HpDHBdF1oLHsIbB/MZWguu0hcldjTPLwbIaG9qWp+eUW5laF7JnLpKX8st7wytNt+//72VoLmcmA0c9HnZNPeCZgJsy3adYERotnZnRcc1+/EY3efp0MxnC+22p6MCOaC5PaFZrQjIutkJn937PIdLwrdtmndrIqCCZj6P5jocqOigrG+707mH0HwUnyyfROX6twBcQ61ZE/bJVDkTktXEPj9gVseFdprXNIGqaJZzQPNd7Lz7N8ilnnBBs08hKc2yOw4sVJ/73SbXdQGvskXrwxzD6150qWOg2ZslokCLfm5IaOan9Uj+cvs8vy+tn56ffrcJit6S7TgaSkMcQjMcOZ8hJu+F0oKHANW+fT8PIHvWLbqG46RUBrqK68dLS0dhRdiJ/BXj1obmp5b3KzTTd7Vo59nWBwVhy0x75k6b5lJ8JvBd6IRmZZ6iVgV0ecUSphl7D81C2+1MLAsFzY7LOQLb7aNpVtAchp0UNMsJt5TfbkKz0m7r0KwDsgJn/Ri39wyaC6k5rC4/guL7fwHUr6Bep5a4c2KfAuNesYBmh7DleXkAn6H80beRs78g3JWoJUXVTEh3pr0+3agK3nXuXgKxgvjWaFQb/WizOiOlUd3TFXdBLf0kOueISkFQVtCs4kHg2dE0855G09yNAwMASxjvGUO1ce03rbt9XQigpOADtbABWuu+oDQE1Adqr0Pcg/kLvM9ul8Mg93e02PxCEcUMJHKZEJplO9qeMd+rXd1P3jNWMv1As2rfpR/j3VoRMDQ0dwCzBOdCZhTF9DjESmsBlYjLoIv+PTmJcopB9leqD/OMVV/OhWpSI6jau6Np3rCfOkMts+pjhVY7jKbZGWQQ1jat50O32Sv2fjbPaMuh1/ul3kXxRYTaZpt+t0ewkX6qb3esvaoQXc7p0ExwlvttuA8FzdXE2JngjLVv2n2u/+chqtyLqeMovPl7QOWKQw01ALWWFw03LHejhXOEJ9JMQ/xHjXUJqH+AwvJvAplHhGug/MJ9QGJUBFba7rTus2MEVi4lypWR6AIlMYdG4iia8bmWM3bpl1LOxGWBykKWn3ZKyVEUFg+hmIiJvNbtCWBpCvVUDKXF+5B/6XMoWQeccBBFawSF1Bh2rFHspCZQsmOoW/ejbt0n0tDZ6CiH8XLlHtUYRIo1aG4Ym+auqt3rBe/1W0hNc+gGuNez9vtvIbS5lHugVjLAPrpvKA2A+kAteADMqzoVqKXb7+Wo0heyPFW+I2n/hwHN9eTNcTnnB80EDb/A/q+ZHAGScnGWjfSTgSYQqhyixAJGCaQiSBvdLuWLhxKG2ubC0kEUMiPsiwLrcMn+fEyBaT4zju0laRPc2W+1Nc5MA8FaaLUzB1Bcuhc7mQOB71yUvKtz15LPnOVnf8I8+0j69CaLKMhXMKbHLJ9y+qCc4GmN37bQLGSgKQDd+2QaWYc5yLu50BzEjMKmmf8Fndj79zbIKaBrx9NA+ihy9gtA+RdAowRAhbb7OR2cVWvYFTu20OCygnJpQaB2A3j/75F96RFUMnOoJEYkNMdlZe2d7n0A0AKa5UpTOjQTngUs05eoWMlIap9l5ZKOwtkQVDJjaCwfRmP5CKrpOZStOZSSh1FMzCG/cFiEXHwGW4nDIuSSM6i++iDKlx7AztKMcPcjgJ1LmTorKHU1QM7gIxIsK+20geauaqwfUA1u1DjkxLA7BZrpVzjoL9D1XICrucAlfv3KMIQ9ck8teIDfaOY7tG20Xxr32/GQ9Zt5j+Rzl5pK2Y6xz1ITtfz7AXbkup9mfm6/edB86pyXeYYfMPM48whCc+IgkDyADftUJHmFrRcdfUagsqrNCywLrhhLAKZNcNDzCM0Ec4IwgVlCc6/yIzCPC022gNPMAQHpQc/p5/dV60svcs0IWV+4auE4EO/02awDs1SAKWimLfQ4NqynQw/O97Wm2TE5Ue+YG5K99iUzjotl1TfST+6KprlqxZbF++L4hlZlEIUT9wCaJ1FLzWA9+QVgjeZuWQA0raCZBjXO3eDc1fu1YNlRMuuEXc8CxTewnj6Dcup4a3THxk0Cpmw4oghlT88Vdlcj4PKb1BK3Bxv87HRQBHEsKY3kZQMgl6YuLB1AfmkE26kp5FNHUcw8inJmHhvfPY3cS1/E9sK/Q3bhN7Ga+E2sJL6KG8kvYTX5NDaTT2A79RBKyydQXj6KcnrG+czlaJZFo0fXPHzmbGsEaKA5fFMattMPf8fOM0PeP/Ln686n3Dp7IT7r9wTLAHn2vDZISo7pQVezph3oqf0LgHneJrQXjqC07qffQ35NCRwM6XlyQ3NQW7+voDl96mw/0Cw0ngTn+Ci2k/NDryur1vw9LQjy8EIglEGthST4NXW2FUTfljoo+iO9nPy2s+fvuYuryxYy4yLQx7McHLRBvN2HymNVZ5IZv94yLVQ2+d1/kOOr9gvLRfuo0DRTHliYloFLQ3vKRbIJBw0Eeg48NpLPhB7U3BLQ7Lj8a9UPT22zpuDk+fZB7BU0y7rSaZIa1CbsCTQXFmMoXvoCKj/nZMAVoEFwrgCcFCid0HWYamididzsBc2NAtC4guK7f4dc8hQqccceWIFfy07YfzQaJKTd/l3Oth1FPTWGWnpMmFAU0+3PVhy5UoNM+3DC8WbmGNaWj2H14gl8dvExrL32AnZ++PvAe/8JuHYOWFsENi4CWz8ACj8Dtn4EbL8F5F8F8jbw2T8C77+I/A9+F+sXXxBG9/RAIhqgFAF+VLzkcjbrcKCZDYIxz+iq2X033iFATDxskE7gVro2hDaX8vDVZAVcPzBoBEC9L/iFLOdA05NbqSz1tIYYMET6mnIrQ/MNDZpBEGtpdNWn7e6YfZc0zxgRCqVt64lI8tLLwm97Pfns8U4oZB/sChooS2imGaKEWCq4OC/J7/7u48XUrGNyIb8CKE8IXc8U9qr0yiCXaG7GpdkjFU8f28Nf5GUj9fTVoi01zYQxxKeBRXpo6AHNNhVgB0QQ0GzP9xxA67Iw0KxLI9y2W9PMchLKQGU6xLlXrffKmxl3HZqFKjwzidKlx7Dz1h9K877GDWmmQddxDjjryuMutFDQrNBamWeImBrrbWD7h7iR+joaF58WgMmMi9GNZgPsHoG2972FEyS8QX+nZpmh6QQCM80ttqxD2F6axNalWeSWZlFamkNl+UFsLz2Oz6zT2Pj+72Lr3b9CY+V/AvkMgPeEZxJOjARWAWwCzW2gUQQaZaDJUJRy4m/iHJ57TV770Xmsp38L9KldiN/vuMyRhvxsYHxt01RFU6YYXrE4hxrsUWBhSH6aa4gJs/ZWveiqMTcdGAM0l60Eh3vVvc9q3aT3xlBWiPNOwf45GnJ1QN9PnwFQOzCUBplY+EkypH3vbVvGQXJj1feTnddxNzS3wdO7D9hXmmb7VExpmgnNwjODZwfvaFhtgvWoMMto2vcKMGN/4iWXQY5RO9rSJPpoVLuA1oHoZmIWWJzDZuLLoe2MS/EnrhJEy/as6OsJ37yHVyCgC6WTo5EmIHHi4Sfp+YHfaV1mV84fv6tgHxNpItQX0tNSCcWJ9pYDzYpJtJj9og7Na/a878Befx63bx9oVmZSUvN+MzTNUVhuD6B5HJVMTNjQ5l97Adh8Gah/CtRLjn0zobfTRKOLAVpw5KC1Ds2OphpPQZ7eAAAgAElEQVTVT9D44J9x3foK6BuaoMfPUqJhCQRn7wYziiD7OVcBM5JTApyFlnlpArmlaWxefABrFx/FSuYU1paewcarZ4Bf/CdgZwHA2wDeBRofAjVq7vNAswo06tInH8VETyOuQLHVmzSKaaKCOkrCeV8OqH0EbFlovvU8GhenhGaCsmvZgik49ou9YFkdc6BZNN4vTYRuENwNhL4PA81CHCG0cHyVhiJzXf77dTuEPDw75hDeKQaG0hBQ72kzHeDnmeU7dM3hfirfMJMgo6R30ImA7E9ulk3zqnXyHk4aF7ayfUBzfvkAcsujyFqTkSZPBsl32zq53IJmAqEvOOsa17YmWkCz9cXQ9XgnfnqZMpBfQufEpHkvYOYxQrkY+Dhza6RpxyhWM08O/PVIl0shOX5cDbAENKdmkc9MClvqKNBMUxf9vr22b29o3h3vGd2a5m7vGUEstyfQTHudyqUZ5NKPAO++CNQ+bkNzs4Jms446mkqP3MXMLa2iOsMLmlEEqh9g/Yd/jc30I2JSG2cMI0FzAznaU5plYeMkJknIkU2QkHbr9xY0W1LbXE9PorhM7fKDuPLyCVxLfQn5n74IXM8A9fcBrEktcnUNqG8BKEB6rSYdk5Sdv6bcU+xMv9YMNIZh3GZpnlEAKp8B+UvYyDyGHes+B5rHWyYhYjawHzDzuAJkr5ifO+gZhBoPA82qhFpxr0Yx6LcQQMXnhP7cF/S8/f57GK2kl+u5AG2ur+lEVHm0Ct17o0sLHsJv9G1fvmG+2EQph1sZmplPHZr9teRtTTP7rqYlPWcIk7/0JErJmdB2s0GypYaVJgnR+0iZRgnbI8haJ7vqv9+zN+yTZ4XHKQHoEr7VZHk9ltptauRHhJ0s/UdTBlQG7dhHBpqn4E5bxZo8JzTa1H5rQZiGRNA0u+/ba99Acy/peP82NGiuWrF7old6XTsrXwAFpXpMoKJbs+ryLLIvzaDw+m8DtV8C9TxAe2SaDjQGgGZqoVt/O8D26/h4+VnkM9MtWy7mTVZoad/UhmY9D7u3LUxUnJnMTIsaldOGuWmPAdYY6vYUKulj2Fo6hc8yX0L9vb8Gtl4Gij9wzCo6oViNH6QLPikAnqEHwrECZgXNEpip2Zf/hNu+8kfAh/+EG9bDqC5JVzn8/FVLzoGzgUX6+4RmmV9pT2eguVVRWxver3a4oyEhcagalXApuzlnhdFKermeC3A1N7RBR8BzuiZthtBOsx719Lxxc0pieE810Nwpy6p9aFlqcntpyDqhmZPMqbgQXw5T06hYs111rfMp4fdKyamzsr/vr/8ULurS92I9/Xhoc4nV9FPzvI79aE97YcKq4z2EAwcFzaI/s6axY02GfmYviWTPH7+rZk3kuhjDmhUr3bU071rfrxiA5hnSTR9dzo55fgnze/Z+hmaZJ+n6T+W1Z9yyBiAf7Z7LuaFBMwtlMGj2f2HEJwtrDvXUMdQSR5FLPg9sXgSwBdRyEusIzU1pOsC4+09HQcfdXEvbLDWodGJHq90ml+rO/b/Ivf1FFNlA0IdxZgr5pcPYyRxGMXMYldT/3965N8dxnWc+H0EfQR9Bf225TJEc3AGCIEFdSYmiIVoXa71es1K24pQ3ZW52XRv7j6zi2FuV7K6LldTulitJibYIzEz3zAAkJdlWJIeyZEmWZYuWRIHEdQDM/dLP1nNOv909jbkCM0MAPGAdnr736advv37nPe87jnJiFOXEsC51/cIaH1NYK/FNrldzP4XEcVW0ZVlDMkHZsSNwEkeA+Qhw7QQ2EjNYufoXQPbnQOEdoPIh4NyCU82rCHuexV3cVaQOwbKotV1HrlBQ0UscZMBPFVQ3gdL7yP/ye9hMnUVpflI/aKL0QdYdGXix1/g117Mo10zzO6RQK/6kqX5S7JalWWe52354oSmNHjb9mN7Oy57N3U1bWlhIRY2OHsS7ac/dXrdNy2yN5biNdboGpW1Afc1Psy06J/L8Hvhz28591Ml1t98tzSVr6CVadlWUBpvJINp7T3E5nQxEd57L2FO7/hhcf3nmvmp8NK2gMAiErnuGvCdr3h0h4wtBlnGaP7OeqLn2m53TxejM/TR8EZj5XuH7SfZVt3aTd6lYzSpms06Mkk8Md+XjIR8/rj4cRF8yT9BwWAuLjBThF+/dyGOZG+3IwEH/Zx5v+JfeuhoENAq2Z816um23mGbnJDyP0MwPApbg/uoNy4cPO3RSN0LzWqI/7hn8NSL80ScfOWEd5TpW7hk84PAC3RrnxV2wplC2Tqjeslvxp5B97+8B3AboZsCOgFVn59DsBq8jMDOQXR4Z5e+79bu/QTr1BHKxMQXKBGYNzeMoJmnVdYGZ4By4oHYyXA+W/WmjKNvHUbaPqegYBGUCM6xhVRiOr3T9EXxy5THgg78D8jeA7KdAfhWlShqlahbVarUpNAskh2uhJr+mnVmUysFx6OC8BizFkbv+TWRST6A0P+VD8xUdMocXulwwqq4B5O03rfqSdwPu84LUD7cRlKNd8mk20KyeUe0AhXvuuwZ+4YfjXhtvw2Wl5mfZFtbcrkJpG4BeAzItOify1Lb9k/ZeO0/ttqeda7zdbXE5QrN6ccd1RzrV56XJ818ZfRSc+stX7lJyE7Y/Gx+d3kxOgYWQ1s77Sp7HAnXaIjqazuzStzkbPXeZESIU9LQBzQRkVVTCEbpJDLjjh2vuyXbOZ9E6dpPAI/tupEMQKGlp18XPJriS2J1vM99phCy+50RnDWH+ufFB0YdlAWcFzXM0Tk0As+MdWb4PEjRrcKarjXanWesgmko714ss07WMgNxgo4tut9PloUPrLgE6az2M9KvfAjKvAhX66ELBGy3MhL7dWJppOy0qS2oGKP8eG69fROn60yjaJ2oty2JhVvVo4GJv8cXa4OHqA7KOhhEcV3AcHQZig8qqXE4e0cBuH4MTm0Yhfg6fz7+oo2BUmEE2A2QLQM5BteSovn1iVG9kaQ7Dsoy7wBSolMLaLk2hyw5Quo3Kuz9EOnkOudQpFFKjGpr55XtlEphlWKCRXUGzuhFiYwaaA2dCBuVm3mkt22lR18DYTve1H9Zr0/rudY5s4eLSNd9P0a5FdkDP6tNG50Se8ratc7L//VYbaK49Y+svR+5bU/1edNg1Zc1r8F6Sd7fAXC00j6Fgj6Y37MmOnw209KrOeLOngNkJDa51Ov95+3etyx40CzwntdsIoodrfv2pPeL6Y1lr8hJdB5lLgO8XH0x990dv/66Rx4dmgechbCUnsZw6ffnjl2c67uxbnZu8wI8G7t8H5eCw5gkB5Hq1gmZ+eEQnkY+Od2TcMNBc/9poNnWfQDMvUO18r3yq7CmUrj0LvPdDAJ+pdz0tnmFoJij6f4KBbi0UqWoN2kU4KhpEGQVUcwWgkAbyb2Lt6p8jZ51DxTqBik23jGEVC1m7ZtBFY7wn0Cw3rILmuUFg9ihgHUE5GVFgmkk+hFzsGSxb3wacdwGHIeBKGmTpQcEiEfkqOgHijqFZubwEgJmDCphzQPFDpF99EavRkyq0Hc8R284OFZg9CcxN7Rqa+RVJ15z1Dn6Ca3bht/Mi5bXTbBu9ntevNrbwk5VbqCs/Q/Zas25sv03Y9GC4hTW361DaBtSrl3cbrhwdW+e6oW+/t9GGDh3d5/vd0kz911LTl7eSnUOzMmAltHuG+N8SpHPJwZsla+wlvDI1jVfGIwTz4Hnmc5sW1VJs8EI5PnRZjCCIToCF7woFriFwlneg/ErZEJpnD3dkYWXbGBs6Zz3cETRrFxUfmH2IHlHJVvDTE5fxs8kL5Wgksm49WnPvUxOm+c4mDk+XEpGXStbgTa2DjgiyU2gm7FO/UvRUx8/ogwXNukOn0jQ+gP1iaU7LRd7NmjeMd7NwmD91JU5hJf4csDavQ6ahWNOBTZhY3vh031BFlpIFXGhmpQynKKFC9wMnA1TSQGkJyH+A8mvfRTHxnLJyM9V2ITXsumeMK7cJfcF3bmUOWpQ57CRH3Kx+/rYqsUGViQlXmJFpCLg6heK1Y9i4dg75X/0IyH0AYFUFgHO75mnrcoUHVQSqDCXnOi2LD3Ooltn1aqVhtQpUGTtDJ5Mp50pAhdtdBD77F5XcJMuA8Sn6X7tfxwxOH5tSLjXqegim2A5ZNoI/gelh/6cqPhSYiaoQe7yjl1vwoR0e7heQhvfbyXi/2tgGhMlt1LFFqZPj3UvLtgBh6qHcLlokDun4JdaOBm1AvQKINj6GOvJ/bKdte3GZbvt1HwRo3oyen6ERQrK18vlca8UM+/nWug+ojvAqS550jGeGPv6qSCMJ+7TojHtLC49iOXVG+U8z3rFKDjJ3Ur8TJFus+KGGgJnwIxzRDJo5Lwzp7V6HG9aXtvtTB9xEZP9Sb39P0bVwRHV2r0ZPAldOAVemVKhaJvpann9cHT+TilEzdozXneOZVXBExWFmzW00g2bx7WVnzHDheSMX5Gef8D7k2z1+gWY5vnbroFW+5z7NIVYIt1F/NNCF080USZebPkNzvQ++4PUrbZbr2PNpLlmDCzKzq7XbO5TgzHAvueQQMrFhrMUfx9ZvfgDgD8obOQh8hGCGHKYFWvndNoNmEmVVL+egBEf57G7qiBOVAlBcATbeAN7+AdZTzyE9/wgy8+MKnJWfsXVsmyN4u8ffDJpL8UGoEh2AM0dgHkT5yijWL48j8+oMtm78FyD7a6C4hgqqYEdGRqzW0S148Ix34SYnUcfvphAPATOtz0HtwsPKOl2uKEh2UECFJuxKBSitAcU3sHr9RZXCVP905/snq4dAXPf+1Te979gf1mf7w2g7NGdj7Wd8avXQ6BeQtmpHs/n9amMbECbQzF63NdaTZu3fz/PaAC1qcl+LNM098xduAfUKhtuIOV03rvN+Pm/12t7CnYXn0XNpqbd+eNpBgGYekxM9nqZrgoK5ptDsA524aQShWXW+oouDShAypSzHhOZS8pDqoJdNHVWueSrrHo0oUd2hX8Oj7D8Yf9kflveEwIZnPAu4Z2Tt8Y5dM+Scrsafu6iAJwDKQSCU/Uu9/T1FA5GOEsUPAvloILQxpJ3EdJZfyiUutA4pp5OXkGd2B806vfl6dKYj1wxqsLehuXVmPTkvGlp11kZ1nVn9tTTvPWjml4YCZ+34z5zxG4khrM6fxO3XvgJk5wCsyItdASBHCM7y58HzNjx0racETK/QryEDB5uu1XkTqCwBpd8Ai/+AtV9+FWsL08iltJXZscZ7Cs2VeETFii7PRpCxTmD9+gsofvhjoPyeZ2UnKEv8ZH3YPC4itIvSAsoiSKgOg3Jw3IdmAjO9vjfhFJnG/Ba2fvNXWLQeVum51YPU7bynHi6BXs7+17HuDSsXu9TbH0Y+NPOhRL+tzfjTxtIcOm8clRfAbuo2rJKy5xuExd3saz+s28KCLFrMtACynkFpC6jnx01EGtmkvhfOYzs6dGShOyjQXIyOX/SjDTSyNPvAzGe1fk7XPpv5fBZrn04QMuFGpGCnPYKjDtXmGb3o3mFNoRTXFmdxzZB3ga5lv+4+m/g0L9uPeP0LOn220A+5YI+n5RiCwMzh2jbJ8fu1zBe/YlqZ2YcHUb6zdCg4ddypw+oDYmv+KLZSQ+Cvsoxgoj9Y5FhZb98n2Ud+BfDfo77FmfOc2NCOPhz2dsg5P39DXV0CWnnQLL9aWAPq1+9Or4d2lu+qT3PPLM3uVyCF4xcboTl/bQwbC8ewcf00tt656FqbCbvaakrQU9DswmJraGaaaMmIxzQpBMQc6N+s3DVUEhBG6ngbyFzBZwtfw1rqHDKJx1RUD/114/+kpSzIiUEV7UJZWfnAiQ9vK/VuVrpj8IZlLQVXT2L1p+NYe/UFYPmfdeQQ1aYiisgr67KArlZAoJngXGYcPV0avEFl3Xq1WrfETn+u5ZpptJlcZimO1V+8gFV7XLnM8Fg8SwQ7TqgHHa0M/g2uLc7bvyBbQTP1WLMNNNc7fe3c6K2WaROyZPcKylptc7/Pb8NSe1kEqVP31F+4Dahv1jY2d0cv2f10Tt1fAtgzutVfRx83hGb9Evc7jzV7qfOZqFwK7b0RPUPOIWMDF6zjyj2BgMfC8GsEQP94GE7LD6nlP6f1s57PfC6rwI3rR8eUpVmHcfPjB/MdQHhkaDimoFbAGKfrnu/P7O/T37+3P5XgShtc+F4Ry23eHuzoVwI59mBdjB9T4d6CkMxhPS5Aq9vktcftGKiPXeclUCFRGcGC6bjdbIva2Kc/HnjszKhIcGaKbFqb1fvf6wToH7enRSjkmvf+9KYPKBebnfb1WWRa9TZDDnptCsAqp63YvQk5x3Msejfat0wXS69cq72M09xVaKaDvxxEt2u5oCmiON8z7BvTTS4nnwJWfqY7BToFHT2DkCgESHrmeN0/dyGBSqnVspxHd4cyisiipALSZYHqqoqs4fzuJ1i59k1sJJ9QfkqID6MaHUbuZ0dUSutKIoJK8kEw2oWCydi47nQQ409ZulRio2qdKkHZLZW5ITVNfb3aQ0ByEquzp7CUuoDi73+iLLxVJ4+ccsnIqRB5ZeZDZPg39ScH7lrRPdu7O7tOJWvoWtKWSPISJv3T265mskBhESi/g/yv/xrZ155FPqVDF8lPaOE6fKOr8dCNpx++8oAKwrc8nIewmjDQXOfUdcXSzJdIG6HWwru/RNeO4AvoIA23iIoR1iI83nN/4TagPtym4PiB9k93XY74q0irv44/bg4KNPNeXY+fmSZwIEbgHQCuMNYvn7lDyg1SW0J9aG72XlegKX7J8nx34U7DIyFaQIh+wLVArrbtLr/tHeJCrIL6mF6X0LnbkHdKg5cj9znRsZtsvwdpbIc6hjptlGML1P6x+53RhFn8Y3fD5SW1uwr3VaNnQKuadyaPXfUP0lE+9Dr6XckO8pvxnYe8U9DMD5LAsXBYHU9oGqd7+gTm9R6a5cPMb5e0r6YOfHzcbWgO6xke93yai/HBi+GZ3RqXC7DeSdtKnML6G98GSr8AHB2CTkGykGBTaHafqQLLUsujVvn70l84qwrdIBSDbq4Bzm0g9xrwux9i6co5bM0+hkz0YeSiU8irGzui/JpUuk4mQmGIOHuytljjcKxRIM64yxG3HgZdPirWcRWxI2edxVLyReDWFTcNtu6OR7t6CQWUFT4TkOWA69VyQFLXLlOLybVjSktunobmEv9bhfP+j5FOfRWFeSYzOak+ZHQGH21Zlodezc0ffCgEbjp9jfjAXGuxFoAewlKye1+07VpW7yYE9ruNHfg2y0UkNeGEP/fs+GfSu6lzo323iL8sx96o7rg3f6N2NJq+S6g/kB877jnjx1y7fx1/3OTtB5V1TvuhikUyBECB59tetTTLdVWOD1/W7gVDwCyhWXdSyyYbgG3g2Hb6fpf3uNTedupAM98hfP+rNtISrt6tE9iKP9SRW40cb706Hz2uYm+zPTTK6XbxndQeNIeNPv64e114777gr66BPj7efNd9MThOiHWNbGJJ5fYJ0pgbu8kEMfWOqZ1pi/bpiJdEJHBeBUa98+LO23a+empp5nnwjWbSpkY126qXH1LctZp8smsGpaCWTjziZdSs71rU+FkgetaFZjkwWahbdb2TVrAmsWmfQebGXwH4xO0Sp/C25sEZxMSaGfVGBJ6VgZUQuYUqMxAqP2HX94OdBB3t24vSO3Dev4TF+W9gbf4ZbKUeUlkDkRgCSzU1gerCcThXp2pKdeEYMD8OJCNA8oguqRGsvcIvyNMoXP1T5H/+34Hi74ECLdzaBcVvMiGWfss8Oml08EjbG66ijEZF7ctzmt4ENt9ENnkB2VdOoTz/CFQ0ET5oEgLM2x8G3vUgD4PADaqvjX5DczlS+5HhKxocCt4s/R7uNzTz+DqIpBGUKTxM940FtxBgCNTdLv2AUnb02+nfjl9k7V5nu4D6riZcCbbXvWa7fa6bbU+us3bcMMLnktdpxx8PYWhu9W7b69DMyBOFxMgNvlvVczrOqA4TqrDjmgY13a+ofSNIc3AQo0rj2rfKcp90d2ChGwj1Llnju3bLCF63HK5YgzNq27Syu5EtgtCmjn3be0uOs/b91T40hyG63viAG8dZIpVoy78TG05jdmRXHbN3Cs3CYay7acwKnhPtUdAeNMu5Ue2i5TxxGMup/kJz8Fpu9Uy469CsLmxmOHr1K3Du0JXvUx35Qnn66udkGB3DT89t48KfLjRrMA3Ep6hW4OTzqOZyQD4DFGnhvgVU3wbWforb17+BtWtfwdbVGWTnzyCTekyBNGE6WDYTp7CVOKl93lQu++NYtU9jkeHtfvU94PNXgPyHQCmrkpWUcxVtZvYazAaSaMNH2Nl4I2DmdG67XCgClSxQ+j2Kb/4ASD2jgqnj2ikVOkdfMG1Cc90HT+1DRx5Wfj2EJft81x6UgIHm4AMqOLxLC6Z3ZfZ4oGvXQvDYw8MddJAMHm5f/IXbyA4YbFNwuJdRPQi4++VvRx9eBw2aec0rcLZGb6jnLTPw2hOgMepuQTP9n6Xw3ULrMq16hJGsdfzGbqyr4Xs8OJ6xjs3QbSSX0IV6eABEg0/ddxfBufb95Y+7UC3Gojoh4+p17qud5qaRZoIw99yoqCfRqR1dv8Hj3al7Rj+gmVFF/HB8zV0z5GPOh+ZD+wOaS/xScy8s+WJtfJHJF1qX6sQwNu0TWL7+H4BsDMDnqDJ8XKWMMhOVhLCy5VM9CM0cFgb1IFq7MFToSxwMU1ddB6q3NbiXfwWkZ1G5dQmb//aXSL/+TXye/Co+nntG1RxmuZV6ATftL2Hx+tew8tZ3sf7O/wZyN4DcR0D+E1QLfmQQ1W5yLDmZRTOtezjSyM7r5tDMzoQFoPpH4Dd/h2Li36Mcf0y7j9jDXmSTmi8t7yHRIHe8+L65tf+Q0Q8fH5bFPWPEQHODizb4EOzW8D4A535B84UGsjeb3Dd/4R1C/a6sU82usRYh+Jpp1u95O/5p/yBCM8+pSr5hHV8gLBPKaGHWIdI0rEoEh3p1p+/54Lui3rAAs6rpB+22pRgfv9wrYJbrmuBMSzs7b1ID5U8c8POVX02Ddfj95Y/vHppVJ8sY033rc1KwjqUz1rGu3MOf2jMRwinPX/B4ZDh8XoOwLMO9sjQfZGhmoh91vdHk7EGzB0NdguKGX3h6+wUrgvzCGDbmp7H21osAPoCDZaCY0cAb4F4iZcu/IDRzhZpYxlUVF5kdBMsoBUoFRYfzuDLdJujO8TlQ/S0AljeB0utA7hqwEvPLagzYigOFVwGHy60CzhbgaCImG7sxMPSxcDI3z6AYZYA5TPRf57Dsfw00c8/Y0tE6Vm1sRZ8HrMdRtqaVj7aOEhKpTZEd6OksX4ByE3r1TqDZ+nLH/ofyIAzXxtIcVmT7+B4HoH5B8/1yd3VQd/yT/3b125vSTra7ULs77vjWXkv0Unv8mhEpdmWhO6jQLOd5PT5zsWCd9KBZgaOCKj/0WRicw3DVarweKAen1ULzEBgWLhN7qG8fo0vWzAPr1pM3SvEpneK7AVTK+8yH5LDFuTvQrFJtR09iM/7UAlOQy7nabf3p/EyErih7EprdzJO6w6gfqUY0D9bCGfvF0nzXoZlCFa+NY2thGJmrY7g5dwLFm/8TqDBTXhlOnsjp46HHmPIIrVcHoVkxKjsDMooG7ddBaM6pkHQVlUmQdmf9zyN1b9vMMrgBVJllkCHbAqW0ChSWAFqUy1wmDzhE5eCfa1pmu4SNXXYmP9Pu7c/Qw47axvbp4eX0eDNoXgU2rmN1/lsoWedQ+pnupMj04cXkMIqpwb5A8x37/I6tQ+GHi4HmsCL1x93QZvQb3Wt/fYFmqtIiFnNYl575C9c7QzvovNm1D88G7dnL7hnssLprC91Bh2ae1/Xo6fuL8dFLhEEVzusuQnPeGrqUj453DRTrXbeNpm3EHr9QtQbSQUCrN9xraHZigzezc2c6Co3Y6JiC02lp9jL41vkwCH/8iHU5WPfM0nwvQDNjBarYgzZjPuperrzAwsJ3e5wnEG88hE26BFwfRGZhErfnnwc+/j9A8RPXh4FB2Qi7RF4fMV0UVchZ8/YLQDOxU0dD5v8+NNOlgTGcddGOGup/AV72F6RVmN4hYirmDrlB2X7NTgMjOqe3siirbQRmBQd123g8skGfqjuBZq1JQBkVcYTwTqv3+9h887tYnT2D/NwUSnNM9T2OcmJUQ3Ny2EBz8EnUpeG70RGwUdPdtrSK/Ru8NHs93E9o7gQEu/Zh1+hchKd3CPVdf/EG27NHLc2E5V1Zl4PHmLe/4P2iquDBC6MmURfCtR+nWcXyjQ6hYu0+vnCwTb0aplVzyzrzUtGauBm2LteO1/95PwiYNe/9gPuesjC7cY8JcEw5vZY8c/OOfe7iYvT0XYHlsJ4r1szMpn36snLZsI+qmNZkHFo4NUD6boS1roWBa4HXSYOiYhInXN9ldnRMDCCTGE2vJh67tGyf7VlUIiY3od8wz03wXDXitiAsy3DvoJm+9brzo/p4q9NGaafoqq4xnpPkISzN96YjYMU6suDxrZvqXfbv1YFwgqJTsM6LewYvtHTijLqQghvll2rNDdNFkFYnOj6CSnRcwZyTeBAF+wjy84/i9uzzwIc/BTb/AFTXkceGioDBSBgVlRLEUZGX6Xyg7LpB7pRh99VPnNTQ7Xe7q7XY6gW9WMmyfrgWlAhPbzau1nEtxrKcy96awWWirhVCO4zb7Be/rbXLSgBrd+vuQTAgRxUorAGFt5B+4y+xlnhSB6R3O0Z4F0DgISA/kai6i+dYXzsjWI4bS7NcPsE6/IDv5bjb+YyZ8BgVYycRC4JNb2c4GIlDoigwy9uuLYbt6tRGIpHgcfStXdL+TiKeyDq9ql3L97QLz7xGJLpFUKNeD/Oa4Qce/dG7Dl2EZsSOANEI8okjyCSPIJccUHGN6Ye5rahIDHbclz0AABXvSURBVDriAWaHwLJfoDl4nZSsyAMlO3KhbEcuV62BEETrkHDqvU+DWZ0ShjIZ5/O9aI3cyFujlzLJkZm9AsrBY5fhj1+evq+Y+HfTiB15CdHIAt1IVLIWt9MaAbR+8fNL6KgQ/jivF5Ul0B5OO3PHFzB77GLejvQMlOVYWC9Gn4nkrVEVqi1sLdfwr6G/5t0e+ODh9KXkuZ4YMHTGRPGvb8yQZBF9DrSxljHHC6lDuL1wpich50rWFxYQPQLMRUC34GziiJtsR5LusPY/lsLnm+N52/Vp5klYTn7Jg2aVFYdhYnoMzexZi7lxYG4U1fgXUbG+qEK8lVNnceefngc+ehlwPnJTba+r9NjM9Mc8eltwkHEBtMZYK2wZerzXwGVoHkdVFkI14FqTQ8uIRdeH2AZbbLF/WUtq33TtKDt6EJhrLc6y4WDtt0Y1t8rsf5uA8wfkf/nfsG6d1cAcAGTvi8qdtu2m6gE0r1jnu2YtCj44zPDOFXAhmhBLkBaoFVBqVYfD0XEb3BZLz0O27fyozZq7USBwjnmeBbDl2pG61bUj82V5AjK313VI3s2xHvR16fu7HJ2JrNrnL6zHz1+sKdb5hTXr/MKq9eVLq/HzF1lo+GDhs5zrddM/925p/fH86ftpsb2T+PI0XQhrSuLLl5eS5xdY7tgzF4PldnLmAtdjuVttN/vdAwosJ76UJkCpn6FUmJjeQzO/WFVImvgQqvZhVfLxoyglp0BwXpx7FtVb/w8o/RpABpUyu/A5KKrCYWVnDnKnP7wNejVghiZvHxUmDc3pFzSzlbWwLHgtDQvXbkPV5ByAd5F9+3tIz55DJf6Q7r18l6GZD9k9cImbJhgFjAJGAaOAUcAoYBTYvQI01fcTmj23D/WTgR8YnCmsCc7O/DHkrj6GW/PPa3B2/ghUGVGjoq3CtKrSfzjMkDK+DXoPGjQTpt2DdUqAQwvzR8i+931svnYe5eSjgD2l4lCGrcvB8X5Ympejzxho3v0tarZgFDAKGAWMAkYBo8BeUEBD81GdwSfK2IK9tTQT1nx408k1GBjcSQ7ASRwBfZwZ3WFz4SQ+v3oeuQ//hwpHh0oO2KxqXgx3zhNgZh36E3ttaPL2UdlGaI5vaQ7NkOXDdWixxvsPryhLSh2aXxXrehVlJmdhxI7qIrCeQubN7yCdfFQFeNfxMce8nPOeL7PbcUPGvY+XrrtlSEfSESxZz/bdX3Qv3FOmDUYBo4BRwChgFDAKHEAFlhLnXiK0qrSXfYBmAWb2PpUeqJxGSzOhGfaDcOwISgsTWLNPYvX151D87Q+B4gc6w91m1u/ZF+JKZYBtG1pDC8q2QpP3DDSzXZ4DNsH6DrB5DRu/eBGb848pR3amoqSWQad2geRw3VtoZieAsZ449R/AW9AcklHAKGAUMAoYBYwC+0EBhokJQrPuBNi45+NuYYvwRqiTeMG0KpeTg6gkBgFrGIiNA3G6F0wjE5vCunUSK/NnUXr/+0DxdSB/C6U0YyP7XgrirdAJNIs912PkTqHZW9EdaLh+I/cQWaHNWoCZdf4WsDyLrZ9/A1sLZ7A6S4s9M/m5qUzpyxyyLIfHd3sem69voHk/3PumjUYBo4BRwChgFDAKdKDAneS5i6XEUeWWobLYqMgZ/YTmiIZmexiIjwLR43DmTqIcY4ajEyjPTyK/cBKbr5/D7esXgMUrAG7pxCNOUVtfBaAD6UKCTCuAXK/2lhN29SbogYaW5tByHriHpss+Q5PdONMyN1DXtENGSnDyTM2dBQqfYP3dn+DT2PNI2w8hHRtEeWHEc3nxLPh3FZoZvmXEWJo7uA/NokYBo4BRwChgFDAK7HEFFu2zEYFmJ8a87QTm3kEzLZS0etK6rIsPzY4LzmxHOS5524fBuIQbsyNYnZ1C8dXngd/9CMi/rRN5VPJw8nnFpMVySeUk8QCVzBkAaXoF69jNRGFtAWbdzz/Zr9qnYuIqUK36Lifir80cK9UKcqUMKiWmF/8QyP0cxbf+GneunMeW/bDyYVauGBIloyko1wZzb24pFr/kndU8v3k70pNYkHv8djLNMwoYBYwCRgGjgFHgoCpAaGbAb8Jyv6BZAVsAmumaUbGHQWhmYUg6gnspPqwKh53EhMpqh+Qkqq8+jTvXvoPqJ1GgdBNw1nXi7GoZuWoBRRWSjp0GXUR14ZmgKtAarvsFzrJf3TRHRQVBpQKUGRVEsrZIa7KA8zngfIDy7/8Rnye+jnT8CZQSJ5UlV/zDVd0UmLXlN5j5qJfQrD6M9kkGrYN6X5vjMgoYBYwCRgGjgFGgBwoEoVnBqptFrpdgpUCZsCzFHlbgTHhm0dZusXrrNNAEZqaDzs6OIz37MFbjz8D59d8Am68D6zeBwiaqThZ5hwmmskyTp/NhiyWXUMo02awVQIvzBVG2sz+BX6k7WxtgJsJgQpMKHNU03WJSPtv/GbA0h/QvvoM7c49j6WfjyF+dQjoe0Z39xMLchg9zEJg53Mtzyw8wzI72PT1xD24Ns0mjgFHAKGAUMAoYBYwCvgL55NGbBJ1qXKcO7TVUKWBzUzu2C81r//JFBcy0OOdnB4HkBPLRSazHnsRq8s+Aj34KpN8F8LmXSVCBp8PQbGUNygRmKXcZmlXcaacC/iujhAoKcMAkJZv6GDK/xOYHf4+Vha9jK/EEMleGgGvjKKQGgdcmPB9mz9q8hyzNKuPj7IjJBujfYmbIKGAUMAoYBYwCRoGDoEA+ceTS3YJmSbIhFmYnSasyrc2jNdZmjrM4iTFVq/mJcRQS0woq78TOIfPGXwCf/BOQeRuo3AaKaaj4zhJWg2bhooNSvqQMw76duXNLc6eW5frLV5XRm4m0AVrHPwVWUsi/+7e4lTyPleQjSCdOIGsdQ8EaRsmKuOWIipTBaBmNoTnsw+xb7cNWfD2+M//lRhbrkhUxMZoPwsPBHINRwChgFDAKGAWMAr4C+eThmX5DswBgp9As8OyBdWIUWXsUG/FhrFunsGG9gJXEfwY+iQHZ91zL8zJQZZg6Oj+IgzNR1f9XH2q7M5WuGGAmQ++PwwVtEa/eAsofKReT9V//CHfmLyB/7TwyiVHkE0fYoQ55exAFaxCl+CAq8Qgq8SOoWjqb4l6E5oI9nvavLjNkFDAKGAWMAkYBo4BR4IAokI9+4f4gNPfC8hi2SDaCZrE4+3CsLcz1x4dRTh5BMXUEG9FDyFgjKMw/jNLVGdyJnsdS6k9RefeHwKoN4A+AswzQXcPRISp8ZO6DpZmcXHXgVKpAeR3IvQMUXwU++wesvPoN3LGfQnr+EZUJMTM/rny9meSFEUZUTOvkKIrJUZQTw2pebWbFenGZ+2tpljjQPM8b1mOXDsitYQ7DKGAUMAoYBYwCRgGjQK0ChfjkDZVCu2dplWt//u8KNCcGUU49qEolNYAKXTuSIyglJ5CLTSCXeATr8XP47JXnsP7z76Hw3v8FVl4DKh8D1U8BLOrMelgFsFHbeXBbnA3PTFxngNDNIg7TRQBbbizpdQ3rdL+ofg5s/hZYuo6td/4Wy9cuYMU6o0Cf1mQeQ3FhAOyYSWuyE6c1WQNxITECFoFTz8IsnQG3+TTfPWhesZ4y/sy1t5cZMwoYBYwCRgGjgFHgoCiwYZ+54MQHULWYWY71UNMSthx3a1wszdu3F/bJ1RAuHQmVm4cL/F6kCGsCBWsKOesUtqzHsWk/ibT9JazazwMf/gD47B+BrThQfQvAbwHcdN051lBBDlWUvVJRnfXYYU/+OShXqyhWCiiUsyhWN1FyNlAlLIOJSNgh8X2g/AaQtYH3fwTnzf+KXOrrWJs7p9qTtU+hYE2iZLED5pDSXR2HPaDcMHgudPg9fawqvrV3jG686z595PjnQ58HT2M7DOdD+Pjl6fsOyn1hjsMoYBQwChgFjAJGAaNAjQKL0dP3K6umSse8f6DZh7laS3az6YX4OLbmHtKRN+xncTv1dWy9/X3kPvpfqK5cBrLXAXzoQjRBmuXjQPkjkP0tUKTLxx8BfALgd0D+LeSW55H++J9R+MOPkfvN97H+i29hLfUVFFIzqFiPAbETwNwoqlEdj7rVx4nMDx+PWJzD03s/riFZLN+qtscU+CuQjg8Z14yaO8uMGAWMAkYBo4BRwChw4BTIJoYu55JDKgYw4UuArV7dezgLQ3B9S3On7aDvtmONA/ZJwD6FSnwauehJrM9OYjV6Eiv2w1hNPon1a1/F+rWvY80tuX/9M0jJ/+u3UXrzP6Hwyz/H1mvfxNrCf8Ry8gUsJb+Mz61zWIyfwZL9KNZSDyO78CjKVx/F5pUJ5K+MozI74SWRUX7kLXQW7Ts9zl4uT2DPpgaQTQ0hmxxDgdDsxn7O25HIgbsxzAEZBYwCRgGjgFHAKGAUCCqwaJ+ObCUnDzQ0EyYrsUGUZyNw5o4C8UGAMaOvfBGV2CFU7cOqox0WpoGFR4D5h1Gdfwjl5CmVia9on0ApPqViRDNONIcrCV3K9jHQil2Is8OeLoRJdmJE8jiQPKFiYVdioyoD436G5kJiQF0nOfpau9CctY7fCF5PZtgoYBQwChgFjAJGAaPAgVVgPfnoQjlxWPk2i5WzXt1LS2ZPt62SqhyFOkabkHwIjnUYiLMcBf26nfiQsgY7sQlUwyU+psCXKce3F1qRJ+BEJ3XhsFuYOIbFsVxgbtPCLNrvVhPZjtS72R63geiIKtxOITGEgj0B0wHwwD4WzIEZBYwCRgGjgFHAKBBWYNE+G7lXoFmD82FlXfZgWQHziAfEAru6ZtbEEQ3VXE4BtkA215kA5iZVUeDsQbMGZq4rsCrw2m4t6+20Du9np9vhevyowCxTZdOFR1ucC9a4sTKHbyYzbhQwChgFjAJGAaPAwVYgnzyy0CqCxm6g6+6sKz7R9X21GZuaUSzCZXv2PB3lgslF/DKg3S1iEyjHplCO64gY9Trr6YgYOkpJ7XBtu1ppJNuWutXy3ZyvoDk6AEQHVEZCumjko+PGl/lgPxbM0RkFjAJGAaOAUcAoEFaAkTQYCq3GOqmspCNe2uZuQlh/tiXQrK3Fyp84rocFmOmbW1NUXOTakGqEVB0WTmfkYyprNW5x+2MuME+omMra71eDpV6nHizLtJ1Dc3/08ztm8rogMCOmY0hn7anL4WvIjBsFjAJGAaOAUcAoYBS4JxRYj5+96GcGHFG+vbTCZucPIzt/SMFzv2FtN/sTi6yC3lBsY3/edkCWebUWZwHcEPAGIJxt9detBc6aj5GQb3P4GOttI7wMx2Wb4Xntrh9er9m4huYRYI5+zaPpdROX+Z54JpiDNAoYBYwCRgGjgFGggQJ5e3iB0EVgrMYmUY5P6FBj84f3NTQrkJRMelJvy6jnQ69oEARngdRGdSPobLS8TA+v1y707nb98H6bjSu/7tgYqtGTyM6dnW5w+ZjJRgGjgFHAKGAUMAoYBe4NBdZfjtxXsAfSBChEdSc3grPOYOd3amsGWHtlnsCnVwssS90naBY9BHLDtcz32tmgXbKc1LIdGZe60XZk/k5qhtHLJSawkjj70r1xJ5ijNAoYBYwCRgGjgFHAKNBCgYw18oDq+DU3psBZLM6+64bverATAOvXOtvgUWBZ6gZwKusFrczK8h5wiRBgDdatjiu4bHBY1pP9NqplOallGzIudbvry/Lt1MwCuJWcNNEyWtw7ZrZRwChgFDAKGAWMAveYApgdnCE4a6CSDnUy3uNaxVUecDvfBeqQX3Ir2NsGjwLLUu8xaJbjkXbLeKO6n9BcjI/e4K8Q99htYA7XKGAUMAoYBYwCRgGjQGsF8tbIDKNBtAtxjeCu4+kGmpXmrXTrFzSXrMGbBphb3y9mCaOAUcAoYBQwChgF7mEFMsnIDP1Z++qaYaC5R9Dc+XksxQeNhfkevv/NoRsFjAJGAaOAUcAo0IECGWtqpmSNpgWcleU5EXCbIOR26DrRdPleQTPdMcQ1I2BBF0t6sNbtE8jUtVh2G9VNj6mJP3R4PWlHeHp4XNoRni7rB2suI3GqeR75IRTUQie20eH01HR7CEXLAHMHt4lZ1ChgFDAKGAWMAkYBo8Cf/ElmduSBcnxcgTNdNnKpoyglDoNpqf1kH/R1rgXN9sZdH+kwLLcE8c72FYRIDodhMzwuUCp1eH6n47KdRnWr7bW7Xvg45VidmE4VXrImkEuMqXOYSx1CIXUI5cQhIHYYiB9GIXkUmVTkknHJMHe+UcAoYBQwChgFjAJGgR0o8PHLM/etW08tbCUnXGh2M+QJOCvI7QxkxXqtgNFAc1OQ3y00q/XjTB0+gYLNDIYDKCQPo5Q8hKp9CIgSnIewmnzowg4uD7OKUcAoYBQwChgFjAJGAaNAUIHV5JkLJXs4XY2PqZ/8aW1WVmcDzTuCXoHhXlqaaW0uJHTyFqb+rsYm4EQn4TBhiTUAxI8Cs0dvlGanHwieazNsFDAKGAWMAkYBo4BRwCiwCwXWo6fvL0anLxGcSwnXVcNA856EZsJ4EJolu59KXhOdgBMbTpdiE8a6vIv7waxqFDAKGAWMAkYBo4BRoKkC+ehwJG9HFiQ0XXs+zGEXjrBPM90+Qh0NOb7Nxzm8nVbjrf2Yg/sQC7DUwXk7GZbtdLsOtyXo08x5sj/G3fbLAKr24XQ5fuSi8V1ueombmUYBo4BRwChgFDAKGAW6p8Bi9PT9WWvyUtkadqNstALY4Px60FwHnA00ewAsIMy6HWhWGR7ZETA6iVz0iZvr8bMXP3552iQr6d4tYLZkFDAKGAWMAkYBo4BRoH0FaLUsWYMz5fjw5fatznsTmsMwutvxIOh2czjcrqClmcOcX7WG0ogOXcrOnZlu/2yaJY0CRgGjgFHAKGAUMAoYBfqiwHJ0JrIcP39xxTq/sGafv7lpP4lcYkK5Xwg4EuoE7uq6ZYirRsCqKutKLdvwthNY1oXGbRZZTu9m8dpiD6gYyHrbjFYxpgo/ImSZcN2oHeHl6o37646gYE1h03oKq/b5m3cSM5fv2OcvLlnPms59fbnazU6MAkYBo4BRwChgFDAKdFGBJWv6gbz9hQjmDk9jNnKxaEcuZhORSyVrcIGlbA2lfRD0fXIZ5UGKEx+AX3ToO8aOZtGJOtg5UReuQ/cEAme97QancVgsteHpzca5bdD9Ic4EKox1zPjV9MMeUyBLmCU8N9qG7DNc11tedGJdjA9eZKF1Px8dj6xHZyJdPFVmU0YBo4BRwChgFDAKGAWMAvtBgcXozP3KWk2LdXQmshqfuegVa+alNevcwrp1bmHFPrewmFLl5mriaaStp7GafArp5KMKVgnOYQAVq214uoBreHqz8UbQTFhes57Fkv01LCeexXLyaSwnnk4vJZ9eqCmJmUt37JmLXknMTC/aMxGWJWvGWIr3w8Vq2mgUMAoYBYwCRgGjgFFgvyuw/vID9+WjkUiwlKORCEtw2s6HhyMqkgijiUQfjOTtByP56Bfu3++6mfYbBYwCRgGjgFHAKGAUuNcU+P/WFJIjdhvCwwAAAABJRU5ErkJggg==) 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When we created the Bitcoin Sucker video, we did so as a joke. It was based on all of the idiot Bitcoin scams that were around at the time back in 2017 and we decided to poke a bit of fun at the whole thing as, well what other way is there to deal with scammers.
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The idea was also to see how the scammer affiliate networks would react. Would they dare show their real identity (some of them did) in order to try and sue us? Would they write fake reviews of Bitcoin Sucker in a very negative light? Well actually, what they did was to make their own Bitcoin Sucker website and give it lots of positive reviews.
Now this did seem a little odd to us, as Bitcoin Sucker really isn't a good product name and it kind of implies that anyone clicking on it would have to be an idiot, so what does it tell us that the scammer affiliates used it anyway? Does it mean
- The scammers can't really read English?
- They have no idea what a 'sucker' is?
- They have such a low opinion of the rest of us they just assume we'll click it anyway?
- They are so insanely greedy that they do not really think like normal people?
- Being a scammer really screws you up somehow and you just can't register humour?
Well, we think it is all of the above, and so we are going to go through what makes a scammer review here by using a review of our own fabricated, non-existent product, Bitcoin Sucker. This particular review is currently on coinlib.io as of October 2023 and was supposedly written in December 2022:
![Bitcoin Sucker is a mobile-friendly bitcoin trading app that uses powerful AI algorithms to foresee market movements and assist traders in getting lucrative deals with a feature called "AI Predict." Only a few bitcoin trading platforms can compete with Bitcoin Sucker's current offerings.](data:image/png;base64,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)
So first of all we begin with pretty much the same opening as every one of the scammer affiliate sites:
Bitcoin Sucker is a mobile-friendly bitcoin trading app that uses powerful AI algorithms to foresee market movements and assist traders in getting lucrative deals with a feature called "AI Predict." Only a few bitcoin trading platforms can compete with Bitcoin Sucker's current offerings. Bitcoin Sucker claims to be an alternative to today's reality, in which only 1% of the population owns more than 98% of all wealth.
It is a very interesting premise, that 'Bitcoin Sucker claims to be an alternative to today's reality' which presumably means it is either a time travelling device, or some sort of drug. The opening paragraph also states that 'Bitcoin Sucker is a mobile-friendly bitcoin trading app' when under the FAQs it plainly says that
-
Is There a Bitcoin Sucker App?
Right now, there isn't a Bitcoin Sucker app available. On the other hand, Bitcoin Sucker can be accessed over the web on any browser-compatible device.
So presumably they are calling the website an 'app' so we will assume that is what they mean.
But then, in the FAQs it also says:
-
Is there a way to get Bitcoin Sucker for free?
Yes, there are no additional fees associated with opening a Bitcoin Sucker account.
-
Where Can I Buy Bitcoin Sucker?
Bitcoin Sucker may be found almost anywhere! Europe (Austria (AT) / Germany (DE) / Switzerland (CH) / Holland (NL) / Poland (PL) / Belgium (BE) / Spain (ES), South & Central America (BR, PE, MX), and Africa (AF) are all represented (ZA). You can still join up for Bitcoin Sucker on our website if your address isn't listed above.
So is it free or do you buy it? What is this stupid site?
It also states, in the FAQs section:
-
What Can I Expect From Bitcoin Sucker in Terms of Profit?
Bitcoin Sucker has a proven track record of 85 precent trade success, even when using leverage. If you have at least EUR 250 in your account, you can leverage your ETF earnings up to 4x; higher leverage means larger returns, but also a higher risk of losing money! It's common sense to never trade anything you're not ready for.
Which seems pretty unlikely given that we made up Bitcoin Sucker just to see what the scammer affiliate sites would do; they didn't disappoint.
So let's have a look at the section that says 'about Bitcoin Sucker'
Bitcoin Sucker is a cutting-edge trading strategy that aims to help traders, especially beginners, make a passive income from the bitcoin market. The trading systems' main goal is to make trading bitcoin and other cryptocurrencies (including odd coins) easier and more rewarding.
Bitcoin Sucker uses a set of complex algorithms to analyse the volatile bitcoin market in search of profitable trading opportunities. Scanning the market for relevant data, extracting key insights, and identifying opportunities where the trader might profit are all classic instances.
Bitcoin Sucker is a fully automated machine that mines bitcoins. You can work a full-time job while also earning some passive income. The trading system has partnered with CySEC-certified brokers to give credibility and transparency to your trading journey. You may create an account in less than 20 minutes. Don't worry, the system is really simple and user-friendly.
Now the problem with the above is that none of this is even remotely true. They are knowingly writing absolute nonsense with the intention of misleading their readers into signing up for something that is not real only for them to be defrauded (and if coinlib.io deny that is what is going to happen, why are they lying in the first place?) by boiler room scammers using offshore, unlicensed fake broker accounts and CFD trading. This is not a possibility, it is a fact, and the only explanation as to why anyone would make up such nonsense about a website that claims it's product was invented in outer-space by an alien race.
Having established that coinlib.io is a scammer site beyond any doubt, it is time to review them the way they are reviewing these boiler room scams, with a little set of questions...
About CoinLib.io
Is CoinLib.io Trustworthy?
How Does CoinLib.io Execute Its trade?
How to Begin Using CoinLib.io
Step 1: Creating an Account
Step 2: Fund Your Account
Step 3: Investing in CoinLib.ios (Demo or Live)
CoinLib.io's Key Features
Licensing is completely free.
The commissions are minimal.
CoinLib.io does not charge excessive fees. Your brokers will be paid a commission of 0.01%.
Simple Trading
Exceptional Quickness
The Bottom Line
FAQs
Is there a way to get CoinLib.io for free?
Is There a CoinLib.io App?
Where Can I Buy CoinLib.io?
What Can I Expect From CoinLib.io in Terms of Profit?
About CoinLib.io
Coinlib.io claims to be a site that 'Coinlib provides live and historic cryptocurrency prices, portfolio, alerts, news, charts and detailed coin data. ... Trading is very risky. Consult a financial advisor' so it is a littler unclear as to what this site is. Firstly it claims that they provide 'live and historic cryptocurrency prices' but as far as we can see this is untrue. If we take a live look alongside coingecko, which is a pricing provider we use, it seems ot have totally different figures or they are not up-to-date on coinlib.io.
They don't even have a similar opinion about what has happened in the last 24-hours which seems very strange. There is more to this site than crypto-curreny prices, but we are not sure what the whole truth is just yet...
Is CoinLib.io Trustworthy?
As well as the prices on the home page, there is also the option to start trading in BTC. We thought it only prudent to test this feature as it would obviously be a temptation for anyone visiting the site to press on the Trade button. The home page does explain that they will be putting you in touch with a broker, which is a little odd as buying Bitcoin online is pretty simple, the thing is though, that they are talking about buying BTC, they are talking about speculating on it with CFDs (Contracts for Differences) which has been outlawed by the FCA. They have not just outlawed CFD brokers from operating, but also the soliciting of such brokers and their services. In short, conlib.io is completely illegal in the UK, US, Israel and Canada.
CFD trading is very complicated and your stake can be dissolved for many different reasons without warning. If you are leveraging your money (multiplying your stake with money you do not have) then you can lose huge amounts of money you cannot repay very quickly. This is why CFD brokerages have been outlawed in the UK, US and Canada. This is a sure sign that CoinLib.io is not trustworthy!
As soon as we click the newsroom link at the top of the page, we see the dreaded phrase: Crypto Trading Bots.
![Coinlib.io Crypto Trading Bots](/image.axd?picture=/imagefolder/Fake Reviews/coinlib-top.png)
Now there are ways to use AI and other trading robots (automated trading systems) that can be useful if you know what you are doing, but the reviews here need to be investigated before any opinion can be drawn from them. Let's see which products they are reviewing or recommending and how they are describing them..
Firstly, let's see which auto-trading systems they are describing and whether they are reputable:
Oh dear, they seem to have every single scam going on their pages. This really is not a good sign. The site appears to be 'reviewing' sites that any idiot, whether they run a crypto-currency website or not, would instantly be able to identify as a scam. No one in their right mind would review Bitcoin Union as if it were real as the claims it makes are completely ridiculous. Bitcoin Union is a website that is often associated with fake news in that they will post ridiculous articles about Bitcoin Union being the real source of Jeremy Clarkson's wealth and other nonsense. Bitcoin Union is as obvious as a scammer affiliate pushing boiler room scams can get!
How Does CoinLib.io Execute Its trade?
Perhaps a better question is how do they execute their readers? The answer is using CFDs.
As far as we can tell, ConLib.io has no trading capability whatsoever. They are simply a site that uses good information to try and persuade the unfortunate reader to take very bad information. Their crypto trading bot reviews are beyond meaningless, they are downright criminal and the rest of their site is simply written by poor quality journalists who cannot tell scammers from their own backside.
Anyone submitting an article for a website without checking it's content is asking for trouble and these journalists are the definite article.
Looking into the coinlib.io website to ensure it is not ridden with scams takes but a moment, as you can soon see the scams as you open the home page.
How to Begin Using CoinLib.io
Well if you are using coinlib.io then the first step is to ask yourself what you need from the site and then find a site that actually provides that service, as coinlib.io certainly doesn't. The coinlib.io prices are wrong, there is no ability to trade, or buy or sell anything and most of the information is either irrelevant to coins or is wildly misrepresentitive. If you are in search of prices we would recommend that you use coingecko.com rather than the coinlib site. If you are looking to buy or sell crypto then it may well depend which country you are in, but the biggest sites are often the safest, such as Kraken etc. The biggest players obviously have the most security staff and their sites remain the most reviewed in terms of user validation and site security.