$ 12.66
$ 12.66
12.66
USD
Unit Price: $ 9.77
Quantity: 2
$ 19.54
This combination does not exist.
Add to Cart
Buy Now
2 PK Stens 130-425 Champion Spark Plug Champion 3071 RC12PYC OEM Replacement
/9j/4QAsRXhpZgAASUkqAAgAAAABADwBAgAJAAAAGgAAAAAAAABpbWFnZXJ5NAAA/+EDL2h0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxMzggNzkuMTU5ODI0LCAyMDE2LzA5LzE0LTAxOjA5OjAxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxNyAoV2luZG93cykiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6NzE1ODBDNjk2NTI3MTFFOUIwRjA5Qjc2QkUzRkIxNzMiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6NzE1ODBDNkE2NTI3MTFFOUIwRjA5Qjc2QkUzRkIxNzMiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo3MTU4MEM2NzY1MjcxMUU5QjBGMDlCNzZCRTNGQjE3MyIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo3MTU4MEM2ODY1MjcxMUU5QjBGMDlCNzZCRTNGQjE3MyIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/Pv/sABFEdWNreQABAAQAAAAoAAD/7gAOQWRvYmUAZMAAAAAB/9sAhAAMCAgICQgMCQkMEQsKCxEVDwwMDxUYExMVExMYFxIUFBQUEhcXGxweHBsXJCQnJyQkNTMzMzU7Ozs7Ozs7Ozs7AQ0LCw0ODRAODhAUDg8OFBQQEREQFB0UFBUUFB0lGhcXFxcaJSAjHh4eIyAoKCUlKCgyMjAyMjs7Ozs7Ozs7Ozv/wAARCASQBJADASIAAhEBAxEB/8QAkwABAAIDAQEAAAAAAAAAAAAAAAQFAQMGAgcBAQEBAQAAAAAAAAAAAAAAAAABAgMQAAIBAwMCBAMHAwMDBQACAwABAhEDBCESBTFBUSITBmFxFIGRMkJSIxWhsSTBM1NichbRgkNjNOEl8JIHEQEBAAEEAQMDBQEBAAAAAAAAAREhMUECMlEiQoEDI2FxkRIzwXL/2gAMAwEAAhEDEQA/APqoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0ZeXZxLXq3pUj2Xdsgrnrc3SFqTXZsC1BAjykHTyPU9vkKR3elJoCYCvny9u3T1Lcop99DfiZ9jLi3aeq6p9QJIMGQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAweL9+3Ytu5cdIo9soueyW7qx10iqy+NQJ2PzOJe/E/T8HLuSbWXj3pbbVyMmuxw+bfatRS/UaLufdxrlq9ak4yjNVp4VWgWTLpPdd2noW/juoV2NuUVKtPj1NnuDI+reLdjqpQq6eNTXag47VV6dQi2trkbqTtpRh0rRI9PHv0peyIxXfUiUy7qpa3yX3I928C69b9yNuL67nUoj5du1SkLzutP5G/29KmXKLdW1Q83sTHtRasXHdn38D1w8FbzYNdJVT+ZB0aMmDIAAw2APE79q26TnGL8G6ETleQWHYrH/AHZfgT/ucldyLk7jldnvuPXcwO2+sxf+WH/+yMPNxF1vQ+9HEwmpJ7kvmZlKMeiqvEmYYdp9dif80PvPccmxP8NyLr8UcPvjTTqzFWlpVfIZXDvNyMo5niOVu2HC3em52paebWh0sWmqro+glR6ABQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAZBipiU4xi5SdFFVbAyEzRj5UMm36lv8NWip5Tkb1rk7Fm3KkEqyp3Avaip5hPdCMl0kisvctKHKxxdFaSpJ/FgWpk8pkT+TtPO+jSq0tZdq+AExsJ1PF69G1blcn+GCqyu4nk7mVcuW7tN1W4rwQFowmacvJjj487z12rRfHsR+K5F5thzmkpp6peHYCeCNm5sMPHlekt1NIpd2zOJlRyseN6Kpu6rwfcDe2Klfy+dLFtQ9N0nOVPsJeNeV+zC4nWq1+YG2v2ArcnlXYzo2Wv2m6SfxZYpppNap6pgZBXZHJuznxx2lsa83zZYV8AMggx5KLz5YrS2rpL4kyc1CLlLpFVYHsEHj+RjmepptduVEvFdmbszLji2JXZKtPwpd2BvZynIXHPNvyrVJunyRecZytrkLE5JbLluqnDwOeuN+rN9W2wIHIr9mFOrkVnJJxs7n8C55GC9O1KK6vUreXj/hNx7JkvBnRtwr/rQjubcUkkuxcxio/hVWzmPa8pXcJ79aXDrbaVNv9RytbVlZSio79kVpRHmMZ3G26yfh2NsIY8JJxTuOmteiPU7k5RXSPZJGkaZxuW47ppJfDqecJ+lkQlSicup7k47qU3Puzw4yUN3WMXVAdDPKx4OkriR5+txv1o5rIvNarVtnqN+7tTaVH0IOkWXjP/5Inp3be1y3LalVtPwOVuXpJ9E0a4ZEkpQUmlLtUDPI5ksrKuTf4VpBeCILiqfI23FSVKVTVDzso0vuJRpjupo9H2Z6hGq60+B7UPNRrXseX5HquhFjy4Vba7HpV1i3SgrV1WlTDk29WFe4NqPXp3Os4TId/CjV1lDRnJOq8vVeJOxsi5Zx5ODaVa6MsSuvr4dBU5Fcne0anJPwqTsbnL8JJXfPH+pUdAZNOPkWci2rlmW6L/obQMgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABiTSVX82ZIvJ3Hbwrsl1pT7wIl3lpXN30tNsW1V9dCuuctmX43LMmqU1p1M2rEY24yfSnY0QUXK5KKpRMo14nIZWJY/ZmtXSjIvJXZzyce45bpt1uELPvShKCt6NOskb8iKkrE/zy6/II3v3Nm48XYtSW2tFJ6tITypXG78uqVVP4+Jz96qnKKWm4uI25fx8pJ6KP4TNXjKdZ9434W42HCM59PVfY13c25Y25Sluk3vculX3OYipVTf6i7zYJ8XGS6oLdsp2V7rnnwVhQ9KD1lT83wNMeRlg3IZFrSnVN6P4HO46n6tqmlWW/NWaYduVVV9hqm0ysMz3JLk9uO4elbVG0u7PNjlnxORGUU525aSgc/hb/AKqC8aE/n4RXpOPXTULdFrl87LlLytwXp24dIN6nrD9wfxl12bqc7L6xXVP4HPcVFvMo+p75lSWYlTSgO3C6yuWfK5HqRTjCOkYM2YXuOXHzlauL1Lf6e6KXg/8AclXrqRuRUo5s12oC4i9eVLNuXMjdtq3JRr0N2L7ru4tl2pxVzbpFvsVXArdGe7pRlZk6X70V0TqqjKXd0dzLu5U55U50l1VCRH3dcjjqyrf7iW31H/cqePr9DdfWiKastaN1UuoOXT/WXbcFlV3S3bq+NOpY5nunFyMZWLDau3F56/l8Shju/im5uqWpTRlOU4a6VGo6nE5OfH5Kvy80JqkoruvE98pz9vPkrdmsLUY1161ZUcjFrBhJeHUq7U5erBVpuRLTda4HK3eO5Hf1t3IyjKPi30ZcRq4J066/eczyOlyy6Ue5Kp1FmNLS+KEys2R+TX7FlrTUr+VgngyfSiLflkvpLMqdGV/Jwrxk5U7G+Yzdqp/as0uNut9rujOvtRVFV6URyntO3bnxd1S/5GdVGMoWoJOuq0+BOW62ptukU3Q9KNdZSSS7LqbZtyyPSXkglrTuautaUotEVkuRhs3wjRt0qe9j+mmu0Wqr5nlySxU3rJS1JPl+ku92xEqlvJSao9fA924y26Hna3dg330JEE6tCk2aJQ01I/pr19PuLCUEqt9CKo1y34NEwrVeh9lCPJTT01fZlnO2nFkO3YdyUod4v7xgy0751onqeW6/i6+JIlhtVkov4nqOEpR6PcRUR16J6I9KLlTo/ElrCvRh0rE8QxJVbo6rpQDUrdatqngiVHZGzt6Sp08TyrM3JQS+NTbNedUXahZEQHCUKbuvZm+EnOKfRo3KLlVJdDWrO6VaNJdUMaidxWZKxkKMvwy0a7HSrXXxOMtqUblY6JPoddiT341uXigNwMCoGQYqKgZBioqBkGKgDIMCoGQYAGQYFQMgxUVAyDFRUDIMVAGQDAGQYMgADFQMgwAMgwAMgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABX80/8ACa7NpMsCv5v/APH/AO5AQJUVtaaURAU6b0lo+pNncXpRVKtorbu5XPLopLUqeqozVW+9Oi0LCFurx9KpR1NObYlC5Fy1UokpUirNNKxF3Ipci0leuxr0kXELb+hbf6CudtO9NyVW5dTofRhHAnXvb0IXxrk1acmvBy6F1mWdvFtU6aor8e2t6VNdyL/ksamDN10SWhZNava+xzGPZ81qi7l9zljHfFwjbVZw1lIrMK2p3LKWlZU1Lzk8Zw4y430rSgnJ2z/XDnMGy3lW2vAnc9ZpGy+q0McbaTyLfd0JPOKLsW6aST1JE7bRA4u1/muVO3Q985bh9Xba6tdCVw9jdlyb7RqauXgpZMJU06FkO12auGt0uydNK6o0chY258014ujLbhbEaXJtax6EDmbMrvIuk6LQTZe28buEx27cpLvVUKy/arfvprXU6Pg8ZrElOOri+hT5Ft/V366asmNC+SRxVlxxLj61iyodpeZJaOR1eBjRt4MJ9pxdTnbjt270rctHKWgxofLCdbsv+KnFqulaFNC1FqNOz6nWRxFDAl/1WznbMJO8re2sd3UY0hzUvkLb/j4R6pFXGzR2mdDy9hWsRRWuiZT2rW6Nv4MnabHXes8mvJZb/WqHR24SdqNelEc7yycLdlfquROm2P6eLS/KhjVeMtPKwl/H232qiHn2VLhrrT1SLDk4N8bbS0aoRslJ8HefgizeM3x7fRQe0pxjxORu6+o0vmdPHWNrbq9PvOX9rqP8Neff1X/c6ixNxlZ8Kpjlu/8AEnIm7eVucW9FVIjO+rd1xSdJaljOe7Lk/wDp6ECSblKXZFZbLbbxPUa03U1JbVLE9ukTQ4yjxsZdVuqiZCMZYM5U1YL6qqduT9OSXRnqGrb+wkR1sW6dVM0fgnP5ioOj0p1dDXdsOGdFPvGpsttyvwXapIyor+Sgl+ijEEfYpRNNuVmN2UVpPuS7UKyapWjKLlbihmT9N7adwLf1FWtF8UzbjztzuOtNOiOVvZ+RGKrNvwMx5G7F7lNr4BcV1luSc2pNbV2NEZpXXtol0KKPJ33BbfxPv2MS5C/uWur6rwGhq6C1b3X70bf5Y1NWPju9dUej1IvFZdz6txWu9UZdYcIvIrSjQyISxL6k4x0Vepujx92VX4dC39FVNkYJLoBzWXZdtNONJeJbYd2axraTpoZ5e0njOSVWu55w/wD80CKkerd/UY9W7+oaU1MBGfWu/qHrXf1GDAV69W7+oerd/UYSMhD1bv6jPq3f1HkBXp3bviY9W7+oGGBn1bv6h617xMUHQDPrXvEz613xPICPXrXfEK9dPKRmgGfWu+I9e6jFBQKz690z69080AR69e58DPr3fBHgyBsjkPuvuPXrw76GpBqqoB7uZUI6R8zPKyLjfb5GiSSZ7gBv9dJVmqHiWZFfhTZmlVRkS9Da9AqRHJuS6JGxXriVXGq+BGtdDfED2sm003WlOz6nj6xN+WP3mu7BUr3NMOuoROjfr1VDYpJ9CNGgnVeaLowJLdOpjfHxRXzuznKsn9htjqkwJlQR0vjQ2RuNaS1XiBtBhNPoAMgwZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYAyVvOv/DX/cixqu+hW89NrCTWvniBWKVXFfAjTtv1G+qSZut3nK7Tbu06LsbLNtu3K5Srq1QoqMr/AH1bb3KMapky7CFqOPKSqnHT5kDMcbeUtKblWhZZFJWMZvp1oOTPtUcrko37iarV/cdCk3htvWlvoc47lMy4uq3HVWNv0T8r1tPX7Byl8LXN48U51r+Y6Hkot8bddPypnN41xOWi13a/edLm3lLi7yb/AAwQm9L4KDj1W9Zb1e4vOW3Ljp7v1dCi4y4nfspaPfQ6D3Cow4+7u/EmhOTv4yqfif8A9UPgtCRztpqxC4/wuWhD4q5F5Ft+PUm85OX0cKv9vcxOTtMSNfC635Pxia+Yor1tRW3obPb1yPrPw2vTx0M+4ZW3KxKCpVap/YIXfrW/iFWFyPj1IfK2/S5FQ0dVWpL4SUZW7q6vbqROai7eZbctN8U0Jstms/VbcE6Y032jLUpcvzZ959m2W3CyTwZ+O7oVOd+1yd2D0p/qJsdvKOhwYqWBbi9FRo5iduP1NxSSbjLR/adVgU/i7cuqqctdnH6y/wDpUtBxk27umgl/H1kq7rbOZw4t3qv9Wh0z3w4y3cgq+T/Q5bEuP6pLxlUcQnlYvObosKNVVyjo/kUOL5orwXc6Dn4S+gtyX6Tm8O6lGnxY7bROu9SObVt28drtONTqLcFLHg/+lf2OU5Zf41l0/wDlidhZinjW2l1iv7GctTxqJy01Hjoad0QbjT4a/FdEiZzUZLjvlIr7MnPiMiPwdSzeMcX6Kf2zpw2T5apXHShfY0912x2WlSj9sTnDhMt00dx0oWKlKLtONWo0loI2vMy+sfIV3q5aKPci3HLdV6btaI1ZOXDMyY3Yw27Y01+Bqct9xODcqaFRKhel6fp7vJ+knYc5vEufpq6FTGy0m/zLxLTAr9FJ16vVA+NLVXYh/wB/UhzlS7NPxJNqaWNGPd3GV164vWn8GMaM8pOPrlQp4k29Rcnrq9hWYl1PLtrxZa3IufK1iulskq1phJR9ST0Uas4/KvO5k3LlyrjVnUZV3bZyX0oqHI5CuuSp9nxKdWqcLkq0fTVRZiq3Unon1PU4XHOM6NP+hm76fqUktSNvEG4XKKVIrVIk28lyo5fiej8DR6dtXKPWuiMbL0G41Tj2CLLAvuzkQm22k+3gdrhbJ3t8dYtVTOAsSuS2xTpt6/I73hnGViEo9HELdlkBUIMtGdHdjTXwIeGqWEWGQq2Zr4EDFf7VBwNxhsLqYb1Cs1BioA9JiphOgqRGaipgAZqGYqGB5uXI24OcnRRVX9hy+d77xrLksazK64ulex0mRD1LUoPpJNHz/i8PGjz08PJVIRk2lLoy8EmrquA9xz5aMvUsSsSj49GR+Z942+LyPQViV1r8UuiNfuDkJcPjQuYUYwc3TQ2W/o+W4pZOVCErji6vSqaB+yw4b3DhcvBuw3G7FVlbfVFqmcN7NtqXJ37kVRQTS8Dt10Ir3UGAEZBipmpQRk81MoK9I9U0PCZs7BEefU9QMT6sQIN8TRkI3wNOQtANdrsSYsi2nqSIsRazdWhGj+Ik3Pwkb8wRvh0NklWJqts3flKIU1SRutvQ13tJHq2Tkb4no8xZ7KNd65O1blchq4qtPEqF7mm216S0+JczVYSXijlJ48VkzXarAs17kuv/AOFfeWXHclbzrcnFbZw0kjm1javb0JvGTnhepdjDfGXXsMDpAVK52Pe0/vH/AJDjL8VuS+WoFsCqj7j49vzbofNEq1yuDepsux18dAJYPMZxmqxakvFOpmr8AMgxUVAyDDbIl/lcDHe27din4LX+wEwEC1zfGXZKML8avx0JsZxmqwakvFagegYTqZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADDZCy+YwsSW25LdL9MVUCcCHhcph51Vj3E5LrB6NEuoGTxdnsg5eCMTv24f7k4w/7pJf3I2TlY9y04WrsJyb6Rkm/6Amquyr1ybblJ6lblTubUlJ0Trq6lhkaf6FdkuVKpVoTlWOOv1ytk30Toy242W/GnJ61lI5nDyY/yEYrRttHT8NB/S3E10lL+pbdjTDkuXvzjyCUnrR0fahbxuxeFj3Za7XRo5z3Pc9PNUU6JJ/3LTjb8MrBsRbpJOjZbuxNetVNzKpmXqLRyqjs8bNT4u26f/G/7Hz/k5Kxyd6EXpFnW8Xcuy4eMk6ra1/Qc4W/5Z9HO2slRvvWnnen2nZ5Vy1Phrzpr6S1PnUslq9KS67/9TuMmSfBb4PzSs1l9gm+C/wCbn+Oyf37KT6TR0/uW9TCuJ96OpwWDmbb0G/1p1+07b3JehPhpXa6qMf7Cb07z8cUfD5K+qtRdXV9EXXuO8/4i2qJJTfzOS4TL259ijr5qHRe67u3jknJbt/TwE5O/j1v0avbV5TytknRNM3+6pStwsUdUl1KT25f/AP7GFutXLRFh7wuxt2bEV11r9g68r3mkWHtXIi/VT7x1InubJjPNtuPTakjR7Oy19XchLWLg9PsNHui/bhm2vTdVROgmyfcznrY6X2tftyxZxl2a/uU3uS9G1zl2MXXdR1M+08iU7eRt6Q1a+BV+5MmL5abS0onV/ITane+6fq7nhL0J8XBydUupx2ZeUeRv0ejk9C79p5Knw11PVQkcpyN1LkrzT03OjHxpfOO/sZCnwsHPooNL7jjcfI25VE+kmdNg34z9tRmtWq1OGWUlfm12l/qOIS/lsd3zF3dxFpy1bicdjZFJL4yOky7qnwFmbfVPU4q3erLR/m0+8dtok8q6Xkt0sG1N9FeidtjL/Ftf9qOHz6riLEpfildhVHbYP/5rdXXyow6fGq/3BPbx7XXzIqsS4lg5C7pOq+wt/cDh9BNvqpKiKDjZ1tZEetYy0fyNejGMztP2efaqk+AzqLpcf+pvx7sXGPaSWlTR7Uu7eBzZdW5yVPtZ5s3orZ6ybt1VUutBGu2/8J0dtyactX8D2tsa7ZbUu3c15+XhRuKGBOtqib8ashXMiKVI+ZvrQqJjvz9R3ItuK6/Eu+OlB4U5pfYczH10t0YPZ3L7iXL6Cdz8uuhD41mE6YauVpS5pUq7t1vImlLub79/bxyp3vFRO/N3ZLu3ozd2Y3WuK2r8KvzJ1qX0Lm7k/j6RyVrLUbkVKVGnqjoLWZZnyyVvp6P+hjDVReT82Ne1pulShz92FVFxlWmhb8lc/Ykn+ts51Xtktar4Gl6pTtpVdW010NUrapq6tHj1LsNzf5ujPEavWL3SrrHxI08OT37uyNlu1vdd2nVntRk29qUa9Ys3wcLFra0nKRELSbtuUdGkdr7buxngW3WskqM4iMoxi1Ftps6r2pcf0sk+kXoC7L7147mm/gbotNVTqUjyG5y2tfiaLLDvb1setC2Mxvvv9mfyK7F0ttfEn5X+xPtoV+NX02+1ScK3KWobPNdQ2QZqKnmoqB7qKnmoqB6B5TM1A9Jip5qKgYm6qhz3Le1sbOyPqbdx2LvdruX8pKmpwvMcly+dzT47FvOyk6KhTN4WH/iUbrjHLzJ3YR6RqbI+0bMVts5NyFtvWNdCPb9tcv6TjPPlul1dTE/bvO2LUvQ5GUmlVJvwJo1rHQ8TxGNxsHGynul+KT6lkjlfavMchfu3MHOfqXLHWa6nTqQK2VM1PFRUrL3UHipmpB6FTzUJhXtPU3R6EdPU3RloVGm69TEGL1a1PMCCVbNWR0Z7tPU8ZLpFgabZvjrQjWXUkQeqC1tl+EiP/cJcn5SFX9wIkWzf+UjQdGSIvTQojZItvRDLeiPNvoTkSIG1GmDNyKD6M5zISjmS/sdGc7nNQzXXr4FIKlCXhWPVt3V2S6EGEk3WtKdi24Wjt3X4sCseOk5PwdKGp4y1p36lhkLbcuJdpM0yddvbxLgQp4kU6vt2PdrDU9KU8CV+JtaUZLxbENGvtCZQrVq/jyUrblFp9np9xtny/IWpuFIS+aLhY8PDqVvIYkIXFKlKkVo/n8xLWzFs8z9wZu3y2or4muWPa76niVi3tonQYMtORyPJZKand2wf5Y6EZY6arXV9X3Zv9KEXq9DK2R1Sr4EGm1guV1R0dexYK1l40q2JSht7V0+428VCNy/FtaruXk7Fuao0IKvF5m7Hy5carvOP+qLWzft3oKdt7os0T46xLoqMj/QXsaXq2HqtWvFF0FknUya7F1Xbamu/X5mwgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAArudyrmLx87lt0m3T7O5yt/knFJRVJSSbbVWzpPccqY1uL6OWpy/qWpXHGcapfhaKQ4TLcOZtS1jue1/Gp3j+4+fYdxfzFvctISTVD6DFqUU09Gqka7eMr5L7tzrl/nctXLjlC1NwjCrSSRL9hOM+TuONdsYN9Wyt93YL/8AIs+nR3KpfNIuPYGMreRel320Mdq39qaXLrMnoytyapSSfZljlVpoVeZKMbTbdDTnao8O4oZ9mT82+5Svgd1w7rYu0dVueh8+UNmdbu1W2Mk0kd3wtyliXfVsXeNWY6W18+92T3cm10UallwEtuDG5XWMqr7Cq90uU+WuNqi1SRN4G5/gODdKyNdt3P7fgpOUyHe5C/c6OTaZ1nA5tyPARXptKKltm+jOPzIR+svVdGpOh1PEXld9srH13wlKjHyi2fiscjeuy9Wb/wCp/wBztY5EXwCcpNv0aU7HE3bUt9yvWp1qnb/8ctpxpJwaYnml/wA3JW7jUlJaebT7ztOdnP8AglV/jhF7l0OJ2OlKOqeh1vI3Fc9uRtqVfItPihLrV7eDmcC87WZYnDqpL7TqfdN13+NhKapNurX3HJYsXG9Zk3RxmtTqPdElPBtyg9WlUTk7+HX/ANSqj27N/wAvjrV/ItPeLh6dhqXn3NSj4FLw9xW+Tx5V207lj7lk5K3KS3KujE5XvtHn2neuW+USTVJRafyHu1StZ0Nypoml8GReAlKPLWtvhr8iV7uuXLudbc9Uo0XyETvNm/2fl3I3cmEXROOqZX+4pv8AkpSrVNUp4aGfb7uxzX6WlVSR45z1P5OTn1//AIE2O093VfezsuS4/Ks17pv5HOclcX11993LRFx7Qu7MfNtuNZba/LUp+R9GWXJwT3a7kJ42Hbzjr/b+ZGftidp/jhJnETuyVy78JP8AudR7dyIw9vZScayhPr80zlZ/juunVsnxXHvy7B33L2tZcloqpP5nH2pvRLqp1/qdTG4v/DrVNWpNUOXsxbdV+rUfE6z39suy5DY+AxLlKS9WJ1uA0sWHaqRyXJNS9vYjjSnqwR1ODP8AxIfJGeIZ07K73PdpgSmu0uhz/HXJOF5rq4yf9C59zTf8Xcbf50kUHFN7rtOrtyqvsNVnpyk+2bdeGyaV1uSqeoTVHFdYqqN/tOUVwGU3o3Kf3kfGhGV63GUtjk6Sk+mojdmtYhYi5+pLv0iupNtYidFbXp16uXU95+PDCv8ApwuKcWq+pHUhvInWkZ/NvqVmJc7mPYbhBuUu/gWXE3EuPu10TbOe9SUpNqDo9Kl7xarxdxvxabHK3xsU+ZecbDi3p6vQrpXLbnJ1addDfnSbWx/8j1ICaU2mn3L2rHWZTcfbBqcn5m9C247Jb5J167ClT/bTj18SVxrpyDlWtIkjfaaJ+TJzrHtuqyBlWrcX6kEmqdO5MvT2xXm/E2QnG5rKvz+QZiHPSSck9sjDueinFNUrX4m9QsTfmlta7Poa5WlK72VOlQ0W7sU2413Ndz157rcm6NI8xb3PovChtonGPqLy96Aa7Sn1TrH80TqfbNxLCuqPi/mc1DbOTSg4qPRl/wC3aQtXdo5OGi7kTxr1J1blJtotuKz3O43FNR+JR8leSyKyVZnrAzbsW3VQh2+JusR2GRfU7NPEiYr/AGJLwkzVayPVtrXoe8ef7Ul8TFam7bWhitTDdY1MVMrh7qKnioqDD3UVPNRUGHuoqeNw3Aw91FTxWpmoMMT1RwHISu8f7nlnSg5W4urS7/I750fUi5OHjZGl63Gendal4JupIe9+IdKqab66Gb3vPh9stk5SkloqFhHg+K6/Tw+48y4DiNW8ePzJFslUntCUr/J5eZ6cowvOsW+nc7OMnTUrsO9gq5LFxtqnbWsYk9PQcnZtTDZ4T0FQj3uFTxUzUGHrcZqa2KhWyvRm2EjRF1VDbF6FRrvSdTEGebz1EHoQSrT1NeU1tZm29TVlvRjgeLD0JEOxGxnoyRBiFbpvy1INX6hLuOkCFFv1RRKRvg/KR4m6H4RER8qXSpi29DXkvznu2/KgqRBm5dCPBm5PQqPZzHNXfTzlqqvpU6ZHI+5LyjlRi413d+6LCPMMiLT3fiLz25fVyN2NdU1ochYvRUZPsvw1L32pf/yb8Jd1WIMJ2dcUcm4vjQizvJKrfTsReUypfU3VGqlGdUyHK5K5L1KvX8SNC19ZVXZ9Sxw7r3KuiZzcsqFVtk6/En4mf0tze3wZN0rq4OqRB5eahbi/FmvAzHKer3R6VNPuHJ22YRjq3qManCKrykqPseLlymtVr2KqObNqknRo8XszyuSeq6VAlzv6tVWp5V9rvUqpZtZLc618B9Uq+XTxJhXUcLeg8iFH1dDozgeKz/TyLaUtdx3Ecq3tTb6kwNwNayLb7npXbctFJAasdbJ3Ydk6r7SQRrM9+Rdp0WhIAyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACn9yKLxobulX/oUGHbg03RPXU6H3Gl9FFv9X9TlXdlBVtRafT7SkRc267HIQnBbYSdPtLTjfd0sDI+kz0548vw3lrtr4nP8ndaSlcqnH+5WTzJ3LevRdH4GasuZh1HN8Fe5flLufgX7V2zdSajWj6akn21wfI8ZkznlJK3JeWj8TjMXkZ2ZrZccfin1Os9v8rfnkRtZF5ytteVSZK31umi/ySsysad+1Pa0tmrRZ5JWZFy5D8P5tGXliuenZSupNUVUdbw2+3ZarVv+1CqvY6uUqlVFvx1qStzlXbRaF5W3PSxxXPW53OUm33bNnCwh9NOMuqmtPvNvI2ZXc1yT1q0xxttWlNSr+LqW7sdfGxTZltPLvPvV6F1wUn/GzguzbIt7Ec8q5cp+LoWPD48reLNJfibJn3StS+2xzFyEpSuSfWrOhxoNcFGTVW4tJEF4MlK4m/GhaY9iS42NtvqmPlEv+djlvTlscqaqR0F+3GPDUmm241RDfHv0ZU6pl3O05cRskqycEqib0vg5CMHHY6d0dDzm6fHwmqbXTp8iA8Nu3Cvjqy35Gyp8dGCqnoJdadvFzmHCMcvHlNVi5JMtPccfwRj/ALaflNNvEmrllxVGn/YsOXsO9jwXdMS7r21nVUcRW1yVtruqfeb+dTlkx3OvgbcDEnHOtSS6dTdy2FKWSpPvSgh24QuDtS/kGl+nU1cst2e69a9S04iw7XI70qqjTNPIYrnm76dWWbHbfrfRj23JQ+qi9JSj1KzKgpZlxL4l3w2NOE7/AINMg38WX1Dko13VoSbJfJJ4KSXF5dvs3V/1KWUPPcaRfcXYlbw78WqbupB+jmpzTWlKibNXduxnc/glFqtpSdCqt215ml3L2zauR4eVv8rnoQrWI1Gap4Oou0SX3VZcgnD25iL/AO6J1OBP/Ftpd0jlOUcv4fFtvtdjp8jquPdMaHwSJ6Jx2Uvudy/jbmv/AMi0KXBbgpyrStt/2Lr3NFPj7j6edFHCKjZb6vY6P7C9uDrjFWntadv+Cvxk6OU2o/Ntmu7Gdt+lcjSvcx7asu5wNya1cLjb+8lyuZc5Rxbtmrn+C4vBiNXdGU5Ly18i7vU9Qx7ty6nGPkf5noTrnHzw7npSt7rtNza1VDVuyZeSS2J9G1TQqYw9Kxas6yufuLouxN46UngX6rRyrQrLkbdNHukizwJKXF3FJUm29UJunbZzuZpJVXWbaM2VbVaqtfE9ZNtyuW4ru2ebcJOTj2XUdtzpoZSWyltameKSjmOulYup7jjTnNKj29z3j2fTzLqS0jEq2t92EZR+T6kKUFV+avZEq7DdYfmoQW4xg49SMx4uxpSLo69zMraSTcqt9zxuao6p/DwFyqjVahqPU5XIxio0ombfTuSklur3a7GmtNu5px+B7leo0op7X1kB63XFPbHtodF7eh/iXXLSTbOc3LfGUdYx6+J1PCx/wJ/9dWgXZQ8o5zvtxafb7SPajctqMn0rSnxN97AvPJ9R1pXp/qTrGDKN2stU9TVsTrNFvx6k8RuesvgbsaKVpy8We7C2YraotNTTjzX0/wAdzM1W6r6dg3qY+J5rqZV6qK0PNdQmBsTqZqa6ioGyoqa6mage6ip4qGAlJ9jhuU5jmcLlpSk5RtwlpCnllH5nbvU0ZGNYvRpdhGa+KqDRU8Z7t4/Nkrc5O1delJdKlzK6nF0fY57kfaWHfbuY37F1aqnQqYz9y8RWDrkWNUk9QRK9t3E/cWVRvXcdrF6JHD+1bGVLlJ5N224Rmm+h2sXoJuVtT0FTy3poYTA91FTyEwPaqZR4qKgbImxOiNMXQ2J6BK03X5j1DoarkvMe4dARItvVGnMZttvUj5cvNQcHJjPykiDIuPpE3weoMNt1+QhQl+6S7z/boQof7vyFEyLN8H5SMmb4Pyv5AQcl+c2wflRHyG97N1v8KHKt0G6khPREeHU3IqVtTOO9zW3PkIpdEdemc1yqhdz5va5NaKhYiljjW3FR13J6FjwUHHkI7XRKLqe/p3tqrdGS+IhbWRNtUmosLagZ9lzyrstfxGidnWsKpf1LaUKyk6Vqzz6arVrUtqZUt7Hba0p4s2W8aUek2Wly3FaOjR4VlP8ACqPwJC16woTi4KEpVb1T6G/nlKTtwVfKbMWG2Sj3fc251JXUnrRUKjnZ4rT3RTbPLw3OPmjqXXp6UoPTqtUTVrLlL2Nc3vbFqnQxHHvrs0u9TqJY0a1a6nh49uL0XXxBooLGHd9SM4ump01qV/ZCraaRos2KPoupZ24aIsrNaFLJq/N1Nln6hzVZaVNu1PU2QUYyQyJeFGly580TCLg6+pPtJ6EozVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAVnuG16nGXHSvptT+45bc2koqq7s7m7bjdtytzVYzTT+043JxrmLfnjS6x6U7p9GBzvuBP03RNNas5uF2eyWvlZ2HKY0r+PONKvxORyMa/ZltnFpdK9iVI026u4mi/42XTx7lJj2pN17JltjXdiWlGZrcdNY5XKUFGb3RWir1Pdy/K+4UaTqnQpFlVW6BP4yTv3113R7lhF56OidNe5YWI+ScYrWnQiyT2OnU3Yl2kZyfVGozbu5mUU82e5UpJoWYUlJNKm7Vm/J2yzWn3lXQ1QopTi9It6sXdOuzzOK+okl0S0N+DGtppNp10R4el+kdU0bcPRS8UycrNkHa/UvRa1SLDCjGeBSUfNGpHonduPu1qSsSU/RpHSGtRyfGxX+n+3ca+FUS3daxVbpptRrjFend7m5bJWIfqpp4FLrFR+/LbHZ+1u0mWl+Kli9H5dDTJL0UvCWpMvRpj1T8tCTQviqsfHmrtqUpqUK6InZ9mPpOXV1NMEttpvrU35LjdtSVGqaMQt0iPjxayIPwjqbs+MZONOxpw7ErN+FZblJaEnLhRxb6Nicl4a8WPp5L2njJtKV+Lfj1N1qiyW107jKp6sXTSpYWmBbjF36dkyNK2nfWniS8N7rlymiejPFyCWREcJWMSynj3dNVUjelWc69KdSfif7d1LuyOtLk18BwudWGori9i/Fv0NFu2pQuPvoS4w3YLa6qRqtRpG4icGWrm6rBxFSlbi/wBDpcKqxY+NDmuc1wsNrp6iX9jpMNtY0al9D41T+4mnx7i+u8rIW1HFlKS/I/7Fl7hluxaU63EiLlQ2Yck+ih1+wXeE2SPakUvb1/tVy/qerMbyUVvei8tew9qQf8BdrrWTJSsTlCKjHzS0Q6rdK9Ryoentvzkry6XPge7MrV21ScvU7JvsQ7uP6M9t6MvVXZm239ZJqMYqEDQ03MSdmUqta/h+JPw4TWDPsqtM2X7EZWVNebTr4MzYioYEm+rbqiJdqo1abuw10UmWFrDtR8yXUiWI1uW1X8z1LeMKRQu5w0+lGK0VCvgq5GQ/gXDiqU7sqoxl62Q10oEleZwrjupVzT3a6NdEXdqK2JP82jRVZVlerJyWi0QWIN23JycvHwMx9Wao1ta0Zmi6QTT7HiEdrk1Kkl+RkaZtwauODdYdWzZB25RcYOil3fwEb1xQe6Cku6XU3wjGLUWvLJVo10KPLtJSjsdK6M63i7Xp4kfkzloW5u5GMUnVqqR1mK9ttRpoohLdEd2lVtozG2k1RG5LrURXmoEb7kV9K0tCLjuLx6dJJ9CTkNRx3VMh4rrbrTvoKRJrWPiYrqIuVHR6HlOrMtPTYTPL0CYHqplM8ioHpMzU8VM1A9VFTzUdUAuTUY1bol1ZR5HuvirU3b3uTj1oW9+36luVv9SpU4/K9nZnqN2ZwcW26vrqVMLOXu7i3By3NFRk+6M63mJu1GWO9VB9Wjz/AOH8mtN1to2f+JcjKlXBtfmb6C1f6r3hOcxM9uFqPpXktYl5FnP8N7dWBdV+bTuUpoX6IV6qZqeaitQPVQ2eaioHoymeaioGyLPa6GqLPddAlabmszZF0SNMn5zcugI3W+pGynWRvtsi5DrcoKctlj8Juj1NFj8Juj1EVnIfkItr/cJGQ/LQjWn5xRKqbovyv5GlGxOkH8gIV2VZUN1vSKI9x1lU3267UBug9TcpEZOiMpzqtvR9QlSlIpsiCWRca7vqWydFqVE5Vuzr0bNRGGtEq6eJuxYxhvuP8bVGzTtTi6dArmy0416hHrt1MVSVTU7qqkjDuKmrA9XHAzHbKS29iPvW5t9Ox7d1RprRhUu1LbNV0aM3pqU61IUslI9J356xtzkvGjGRIc/AKelCLJ5CetqcfsZ49ej1dPnoUTHJdA4xerRFjd0r/wDz/Yz6jbpXqQbbe1OnWr6k2M0lQrV+3qiTC65avy/MCVv8DErjqqavokaoRu3pUtxbfj2LPD4702rl/Wa6R7IZErEtu3YjF9erNxgyQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYoQuS4uxn2qT8lxfguLqicYoBx2XxuXjNxvQ3wX510aKfNw7V+LgqNdk+qPpEoRkqSVU+qZW5nt3jMmrcHbk/zR0BHzWXC3FXZ27D6LKhFbrTfgjtbns65Ft4+TRdlJVZpte3OVsydXG7F/EmFzHGSxMicv2ouMnpJeBee37V6zdk59aUJOV7b5aD3W7blV606m21xudhY7vXLcrajSrl1GFizesW/geMS75pxa/Ejzbuudur8DTj3GrkktSs3lAzFty0kqJSNcPSlO6puiNnJSSyE/jVke3tndnB91UVOuzZVO5Da9Hokz1jSpuo+jpQjZUlbduVaKDPeBcjNt6tNtoLGMiTV6W17W11JOHc24ijLWVSNkJSyH8UyRxyUrUm/y9CXcjxGX+6vgb7W14qfddCFK9G3cuxelSTjebFcm/wAJeUiJC7edm45r89F8izuOuJVdKalZ6q9O5H41J0ZSeEKvFiIpeS3rqpEzJdcdUWnVspXNq9Gr03dOxcZNymIm+jQhw0wady06006m/PbUYp9arUhRkl6XgyTyDpCOte6E5OIzB/vqmlUhlOl2C+JpVxLIt17pHrPnS6q6arQJW7E/35QPN7y5SVa0NWLNfWNdPiYyLiWQvnqC8JeG1S4R0/35J94s9YNxO9OK6amhzayZJaaMs2Ei2/8AElXSLZpW2tx90tGbMWSljzg9VXQjKa33Y/AhWvm5r6HCS73U/wCx1GJ/sxrqqVOO5W63iYi/+xHWYbasR17IVZ41W85V2lXReojTyEUuPm1p5f8AQkcwt1uCr+dHjlY0465/2j5ROGfaarwE308z0LSHljGUeq6FZ7TS/gpU7tlsoOVtOP4mhG+2/wDDF79256t1pya6s1TvUW20qojZFzz+k1KcvgLeNk3Kb24RfZFZb7c5Oqc9X1ibN1MSSfXWpm3i27a0VWu5i9T6OU0uroIVV4y/dt/MuVHRJFRYfntV8S3XQXdJsz0WvUqlpO9RlrVNNMqlFK5efiwYbrf4YvwIGbC477UFXStCwtf7a1IV/wCpU2rabnJqj7Am6HG1JzU9jW3seLmN6t5zUKI6KNtbY7orc1r8zwrKToopphrKitYN+u7a1B6Eu5h3vTjGMa0++hcRjGFVT7BJUTfdoGVRi2vRvW6rbr3OhjWE1rXcqlXftKUoSbq0ydjqUpJ9kgjckgkk6mK0dEOqAZ1xrFk66IjYVfp4vxqes90xWmzzjaY8KCkSFp0PKMtmFoZaZ6gwjPUDKYMdTK1QCoAAyDFTIGGg4qhkwwmWNiM7UZMgYolQzUwAr0K0PIA9MIwPkB6qDyZqB6TPUnoeEG9Ajx+Y3V0NCfmN1dANkXoRLrrOpIrSLIsnVijfZ/CbYvU1WfwntCFYyX0NVlebUzfetDFn8RFSKmyT/akaqmbsqWyoivqb4fhRHT8xIj0JyrZDqbVojVHqe9xUrNyW2DfwKFXa3ZN9Klrl3JO24wTlJ9EtWUMLeXCUvUtzrXpQ1EwnSu0j1pTsebdnJy4tY8d0lqyLXImtqtybelKMv/buDfsWpXbycXPRRfUZFeuH5WtfTX2sS4PlZRooRT8dx1NBQmRy0fbvKSpvcEvmSYe3MhtepfSp4I6CgoBXYnB4WPLe16s/1SLFRS0SovgDIGHFPqabuDiXk43LUZJ/A3gCpve3cGTracrLfTa9CJP2/lxlW3cjNLpXRnQCgFBb4LLlKtycIr4aljY4nHglv/ca8SdQAYhbjBUglFfA9AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwZAGKChkAYK33A2uJvtatJf3LMhcxale42/bj1ca/dqBzWPc/ain1oace5/kSj0qeI3U4prTtQ0WZJZj6vQZTXLxylyHrKNNY9WaMadMusnVU0NvJbt7bVE19pCxpf5EGn2FWRI5GnbpXoY4xuN6UHp8DHITrqutUa8OUvqnrVtdgRszrrhf0WvwPfGSc4z1caVdCPl3K3E+jT8x645uN254SJSTdqy5t3pdSZx8t2LKjp4oiX5JXq9nojbx06W57nXqkkMkeJXEvWj37E6zclLAWpVXHL1bj7NEzEuN4LAiyo4yf6ZaFldl/gwq6proVE5eWa8HWpPlcbw4pdlp8QkmjQryStJdmTeTnXHVHSVNGVHqRUYrq1In5kt1iNetOhZS7RqsXriv2/UfZUJXKzipxl30K23cXqWZS1o6MlcpNye5dFSiB2e8W+5Zyj2aM5k9uQvBSIeNcksyD7PqbeQrG8qautVqJyWbJfHXGsm5r4tI1Xrj+qrWlUzTx9x/WOvVmvJm/qN3iySlmyZgXHK3eq6UrqR1d/cua9Yszx8ntuxb0dSNcf72ndPQRcPPIXVLExF1fqo7LDf+PGvgcNkzpYxqa0uqqO1xJ/sRS7oLwicrSXpR6VmtRyrUcC5X9Jjk2n6Nf1qg5pN8fcp0US/KM8Me1W1wtP+p6FxCr2taU7FN7ZmlxCpq66l3oraa60Ea7M7LcazS1b1bPNy+oapUXeXYh38i7FtRTlLt4IxHCvX2pXptx60RWUpX1cT2tST8DVfn/hyh3TZut2rdqDUY0IORKtm41XqIVFsyTlbp2ZcQ6LWmhQWZ0nHtQuI3VtXYNSaJDrtKqclvuNd2WDuJrRlReupOTS0boVO2iXGdIJV1N9u7SOnQhWZbpx7pE2KS0XfsRI9+pXVai5K64+RaoxomJz8u2OjCvNtZDfnZt/crq+gjolXV9w3R9AI2RLbKLXjqTMa5WSiuhouQU4s94lFJNapATK6/BHiUmjzKT1aNbnoBq5K4vRNmO6WYr4EPOnKSjbi6ynJRS+Z0drg8dWoRlKVUlXXuSrMK5vRMxqWy4bFpSsvvH8Li+MvvIZirqK0LX+Hxv1S+8Ph8b9UvvBlVblUVLT+Hxu0pfeZ/h8f9Uhgyq6hMs/4fH/VIfw9j9UhgyrKhMsnw9ntOQ/h7X62MGVduRitSxfDW+1xmP4aPa619gwaIFaGKk98N/8Ac/uMfw0u17+gwZiDuVRUmPhrva6vuMfw+R/yRGDKJuqZckiR/EZi6Th/Ux/E536ofeMGWiuiG43/AMTm+MfvM/xOb4w+8YMo+4zuN64nN7yh97PS4jJfW5FfIYMo248ynRFhHh2/x3X9hut8XiRVGnN+LYwZU8ZVZvqqEi7w21uWPKlfyy6Gpcfm7tqSS/VXQYNGq5NKLo/sIm9bqal/jcfbtUlOk7i79jGXxmPkeamyf6kMGVbaflPVdT1LAy7Soo+ol0aPVjAybskrkfTt969RIZQ7txbmerEtS7uYWNct+nKC2pUXiQZcRO227E04/pZMLlqTqa8m5SKitWblhZlabftZMxuOhCSuXfPNdF2RcJlS0nCdLkXB/EkqSpoy7nat3FScVL5ml8fjP8tBgyrYzXdmy3ZvXnSMXFfqfQsIYePDVR1XibqaU7FGjHxrdlVjrJ9ZG7avCpmgCMKEfBfcZSp3MgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGGqmQBW3uA4+5Nz2ODer2vSpol7ZwdznFy3taNlwKAfPuQx7iy/QueVqW3X+hfR9o4SwIxiqZcVuVyv5utC4yuKwsu5C7ft7pwdU+nQlUp07aBeHzqzgX8zK+mkqS3bXTx7/ANjo+R9s4VnA9TEhsv2Yp7l1lTrUsbXC2LXJ3OQi/wDc1cOyl4lhOMZRcZdJJp/Jg9HAYHFT5HKjaWkG6yl8O5Y8x7etcco5eJV2fw3U+3gy+4jiFx7vNyUnOVY07Im5NiF+xOzc1jcTi/tELfRw3E8JLkspeo9tmLbm0b+Z4FcT+5i1lYuOjr2kdRxHGLj7ErTlvk3rL4dkbOTwVm4dzH6SlrF+DRMI5DhPbUeRuTvZNY2YqmnVs1cpxM+KuuxBudmetqT60+J2vG4X0eJbsN1lFeZ+LI/NcW8/HjG21G7blWDfSndFXTKg4z2fj5eB9RenKF+7rFLovmVWVg38ZyxZrzQk0qd14n0DFsOzj27T1cIpN9iv5bg45uVZyYXFblD8af5oogpsL2TjXuOU785LKuLfFrtXoUt/AyFfjhTXni9kv/VH0eMEkktElRfIr8nhrV7kbWentlD/AHF2lToMGivyPaPG/wAcrdm3tyLcaxud3JKuvzOUnhX8q/HHgqzlSL+DPpj/ALlVhcDbxuSvZrkpKbrbh+mvUEqizvZ0MTDjlWbkp37KTuxeqa70+RU4nGS5fOhZT2xk6yn8F1Po8oRaaeqao6/ErOJ4O3x167cUt29v01+mL7Cn7qDlfasOMiszEnK5ahpdhLVr/qRF4HgLXK5Fy5lNuxa/KtKt1O7u2oTtytz1hNNST8GRuL4y1x1h2bb3JycqvrqMDjue9vLiP3sXdLGu6Uf5JeBn2hwOPyHq5WbDfCD9OEH0bfU7LkcG3nYlzGuOimtH4SXRnjieNhx2HHGi90o6ynTq2EcF7y4fHwM/EtYVtq3ckpqC1pR6lrYl+2vGlDq83Ex7kJXrkFK5CElCTVaV8DkLbSi18QsrTyS1tKv5kOYbjxl2r6xPOftrap+pVPXLuP8AHzjStYsvMS+LT7ako8bb+NS+jRwVNWznvbrX8Za8U2XkHNwonpIRezc3ZS8y1PM77ivLRR8SH9NkTk1OdIV0JNuzCMNdaeJWSF6c5NU0pozTntfTtfhfckOcFXb4EDkblbL8QXVTWb1LySdde5cRvp0oc9FTt3Y7ouL60a1LCGS+3TxM26t9VnK/ti/gVV7IrF07s93cisKJ1bILm5L7dBk7TK549VhvZO08CBxk39Ok9HV6EtzZYzZh7k0lUxSLknX7DypLoeVKtz4FEhPWhndR/E1J0Z6WtX3A9urjU148trcYvvqem0lStTRG4o3HpTxAmuddKmm5KK0rq+hqlf6pGid9fm6ImRM4+x9VydmFKxtvfL7Drym9u8c7NiWVdTV290r1US5oARkwZAAADBkAAAAMAyABgyAMUBkAYBkAYBkAAABgUMgDAMgDAoZAGAZAGKAyAMChkAYoDIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABhqpkAYoKGQBhKgaqZAGEqAyAMBqpkAYSp9oaqZAGKChkAYar3FDIAxQJUMgDAoZAGGglQyANd9VtTXjF/2OFUqSl83p9p3k9VTxOEv25Wsm5bfVTap9oEXOua2otauSHLXK4E0lRpGjkXKttvRqaPPLXNuDPxaJN4Xb923g/LxltLq0y5tzilHXt0Of4Sb/AI633LiMo0S7lWpbyaeWK1Z49S5crFaLxPMY112v5s9SlFKm6i7pFRlRUE5N1ZpjbjlX4WaVU2k18DMr+5USdOiqbuAh6vJ22ukE5MJN1/mcHx2bajbyLSrBKMZx8skl8UVE/ZNiv7eTOKr0aR06FCYay53H9mcfB/5Fyd5ddv4V/Ql8lwGDewJWcezG3cgq23Fa1XYt6Iw0TBa+fYj2Jxlo4ujXxRI3Pxqb+ew/ouRnNaWcjzx8E/zIg25U0etQXVJ0prqNqevc0qaWn9T3Ga8SxG5SfQKVOvc075Pt9pn1EUbnconRVoqs2Y3D8hlWVfhFRU9VuPOHjPLyoWYJ0lrcfhHudhbhGEFCKpGKSivgiDmV7Z5CX4rkI/eWGD7bxceau3n6046pPomXFAASpoZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAxI5L3HhzsZv1EV5L70fhI61oj52Hay8eVi50fSXg10YHzbN3XLkIRTlLdVJasZdi9mqOHZTleuPakl0b8TuuK9u42DdlkSfq33+GTX4V8Cxhh4sLjuwtRjcfWaSqTCvnccG7xdcC5rO1+Jr4m6Mm5Kjr8jqOe9vfyElkY8lDIpSVekqdCkXtjmo0ShDTupIpu1wd2ekpUj8WelK1DrNfHuzcvbnMdZwUn8Jow/bnKrpYjV99yAi38i20lCvzLH2nV5t5+Fv+tSL/wCMcxN0duMU+snJaHQ8Fwv8dCcrslO/Om5rol4A0Wy7mTCVDIQAAEDmOLt8liuzJ7bi1ty8GjmH7f5m23F2ozp+aLO1aqKAcW+D5qnlsJv4yoLfAc/J+e1ajH/vO0oKImFy5Ne3OWX/ABr/ANxsXtvkX+KdvTtU6ig2lRXcPxSwLMlOW+/N+efw7IsUqBKhkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGGq96GQBhGQAMNVFF4Hi9et2IO5dkoxXdkP8AmsJukW5fJAT6IURFXJYzprSp6fIY6VfNT4IYEigSoRHymIvxOUfmqG+zk2b8d1qSkvgBtBgyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGDzcuQtwc5ukV1Z6ZS87lPcsaL7Vkv7AWVjkcTIqrc1VeOhujchP8ElLxozhcvJcLUdro93bQ8fy1/Du2rtqTXmSkq6NNoLiug91Xmo2LddG6tFbjSnSL/ubfcmQsmeLOPSUN39TTajKKjGtPFBFnC9fnRWbCa6VobvT5CcdstsF8exEeXlpbLU3RaUij1bx86+/O2k+83Qo0Ztu8lSV5TafSLqb/AG9OSyZxbpVdPka72B9PFt3Fcm/yx1PXCw9POi+u6upCOkRkwZAAGGwArTroReRzoYdh3HrN6Qj4nKX8/KvXHO7ce7tFNpJAdruj4oxviurS+04eN+ck6ykn/wBzMyuyj1nL72TMMO39SH6l95lST6a/I4b1p0qpvXtVhZORBVjdnFr4vQZMO5rrQVOf4nmbrcbWVLfGWim+qOgTqIMgAoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAbSVXolqwFRU12si3ejvtusatV+JWcjyt3H5CzjW3SLVZgW9RU8xluimu6INzlYQ5GOFTSnmk+zAsDJ5TNH11j6v6Sv7lKsCQ2E6nm5cjCDnJ0jFVbIPGcp9ZO5GUVFxflXwQFgE6mvIvwsWZXZ/hgqmjjuQhm2XdUdrTo0BMBpysq1i2ZXrukY/1M4+RDIsxu2/wyVQNlRUh8lnfSWoyjRynLaqkizdV21Ga/MqgbKgg3+UtWsyOPJeWWjl4MmoDIIV7koWsyONJfiVakyvgBkEVZ9p5ksR6SSru7fIkykopyeiWrYHoEXDz7WWpu3p6ctrr/AHNmTk28ezK7c0Ue3iBtZy3JXXPNvN9Iui+SL/C5GxnWHdsv8Nd0X1RzV2X705S1bbAr+RjSzBrrKRWcjWNrc/Ff3Ljkba9O1Ja1eqK7l4Uw21rRV+4l4M6JGNkyyIQjOVYxSUS2jFRfds5j2zclfw3v6q5Sp1luKol38RytSIZt6EVG3CMF3dNTx6l263uk2v0nuNi1GSc576qu1dj25aJ24KHY0jS1KMdzhtXSpjAkreTB6qsu57uSTdJtv4djW1KMU30jKqaA6RzhHrJL7THrWv1r7zmcjIl+JtttmY5MqfhoQdMrkH0kn9obVKvotW/gctPJlGWtfnU8wz8jbO2rkqSVNWBjlc55eVOmsIeWC/1K2UfHt3NtzSVH3XUxs1S6ko0xcktNUz1BSapXT4npRVaPR9kY0j17EWPLi6troj0m2nHwM1q3t7mG230QV7g5Jf8AbqmddxGS8jCjKTrKOjOP6eV/0LHCzbuLjz9OTiqliV1lRU5hc3k6NXH8mTsbnvMlfiqPSqKi5Mni3chcgpwlui+jR6AyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGGzJG5C67WHcmuu1r7wNF/lIRr6EfU26OXaqK+9zd69buWtijp1Rps2ZRtp1aTVX8TRCEN9yUeyZR6wOVyMPHooqcauifiQuTyLs8vHvN+ab81OyIWbkSsuCt935om3JTfo3K6y7AysV7rvY8PQ2Kck6Rm/Aj3cx3bryXpNKte1Tnb0mpyiqt7qVLiMZ/QSlWsVHXxJTjK5s+8bStRt3Le6+9E09KrxIk8+5YvLMlrJy3Sa6U8DlIylVOr/ABF3mxf8XGSfTsRbtlb5vuqxm2vp8eLhu/3G/DwREx+S/j78b8ayj+ZeKOZx5SV22l3ZbcxalDDhNaVGqbTK55H3JZ5CCxcdO3F0c2+r+CNeDy0eKvpXW52Z6Sp1+ZzOFKf1MF40J3Ow2O1KL10YW6L3kedt8jNWcavpRffq2euO5+zgSeNlN+k9VJa0Zy/Fuby3q6nvmG1mJLowXTC/5DloclkJ2G/RhpHtX4m/jvcVrDcrGTX010kuqOe4Rt3JVdaV0I3ISnHNnHsC4joL2XPNvXMiD8lXKNfDsTMT3Xbs2fTyIucoaJooODcrkZqTro9StyZSV69BOu11GUu7pr+beyr88tUjTVL4LoTo+7ceOPGG1vIptr2r4nP4Dbwrkpa0XUp3dua0bb3dAOqXIXIT+rlrLduk/h3LfP8AcGFPE2Y9xSvXo6R8PGpzEZTfFvfpTWpTRuXPUi15avVrrQajreP5T6HK33V+zcVJU/ubuY5uxlUsY0q24rc5dNexQchWOFCdayS6lZavT9WEU/xIlouuK5iXH8jJT/2b0ZKS/wCrsWMaOKlTrrX5nNcg1G7Za0e5JnUWU/SVddFQS1ZNEfk1SzZp4ldyttfQya8HUt+WivpbL+JX8nCvGzlTShvmM3aqj2o4rjbr7xunX2ot0q+yOT9qWYXOLupun7j/AKHVwU4WoVVdUvsJy3W3ck6Lt4HpKUtX5YruzZKnr+jbSiqVk+5rdHWi6dyslyEFHfBtt+PQ9bH9NNdk1X7TDaWLGT6qVKEnbH6S8+7ESqW8q0o/mj3Ddt61PFG7sPB6Em2uqoKTZolDTUjbH6/Wq8Cxlb610Iij/ltLpTQmFa70WumjNEnNNVq2uhYXLSlF+JDjalNySrWL1A1+pKui1MSe7r1NjxpJuSr8T1HEcot1dfAio73LRU0M7XKmnzoSI4txQ1hp4mIY8k29VTsBrUHKvVJEuEYLHpXWmqZr2Sqo0dWbpxW9UXahZEQNslRy0ZIhLfFSSo1obHBS0a3U8TwrTb8raj3oMaiz4fNdm8rUtIS0p2qdCvE4y05wuVWqT0OuxZ77EJd2gNwMCoGQYqKgZBioqBkGKioGQYqKgZBioqBkGKioGQYqKgZBioqBkGDIAAwBkGDIAAxVAZAMAZBgyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACBzT/AMKS7SaRPK/m/wD8f/uQEB0VtLtREBTUfUS6S6k25OPoxr3RW3HKM2o9JIqeqozUnffwRPjb3fTJqq2mjMsSjdTkvxRJsaRVmneIu5FFkWaXrsX2kXMIP6F9vJ0+RWytqd6bl1cjoljxWBOv/HVEwXxrk/ScmtNHIucuzTimmuhAx7ac0n+paF9yONJYM/0pLQsmtXtfa5ixZ89qniX3O4lpcXb2yrcWsitw7W+5aUdauhd8njyjxlxyWlUviScnbP8AVzuFZbyrbSroTeestKy2tNBx1quRb+RJ5yKdi006uuqEidtor+LtJZu6mlOh75yzH6u21+ZdCVw9hzzJPso1NfMQUsqEu3QSL2uzTwtul6WmldTRn2KZ809VqW3C46fqTf5WQuZt3Z8i/TaXiWTQ7bx74THlslJdHXQrb9pO/fVNdTo+Ex5RxXPrR6lRkW28q/p3ZMaF8m/irTWJcqqpxZUOyluS6OVTq+PxVbwoyfS5F1OflGEbk4SaTctBjQvlhMhab4mcZJ+JTQsqkaOtGdZDEcePl8YHPWop3Fa2v8XUY0hzUvkYP+OhH4dSqjYalaZ0PLWHaw1F+CZUW7TlG34pks2Ou9Z5OK22W1+dUOjtxk7UdKaI57lU427Kfe4qHSpNWItL8qGNV4aeVjL6C3p3RDz7LfDXGn0RY8mm+Nt061VSLkxT4O9L4Fm8Zvj2+ih9pOC4q+5aNXHT5nUJ+W0069NDlfbEV/DXpf8A3P8AudTYkoysqmlUxy3f+JN+5G3luU9E4oj+vC3clBv8WqJ93bPLl5U1t7kGcU5OW1UXcrLZbali72qrdQltUsTjFVj4kdxceOi2tN1SZGEZYU5eIKqp23+3JLo9T3DVt9jfFJ2bbWr30NK8spr49BUJJPTxNM7DhmpNUrGqN0HuvQj2qb8qC/kYf9lAI+xSiarUbUbsqPzd0SrcKtrrRlLyVx2M2fpOj7gWtYfpqu6NthW7k32S7eJzd3lsmKVXQQ5a9CW5S0C6ungozk4NJQXVGiDhG60o1XQp1zFzbVayfVGHylzcnT8WlENBdW7X712MUnsjU1WbMr1xKPXwNPF50vqpp6u4qFthW4/UprSgEBWL0ZOMY611NscO622o6IufQVen2m2NuKXQDmMiyraelJ9y7wr844ttKnQ8cvYh6DuJeZdaDD//ADQIvCT69z4D6i58Dz2MBHv6i74IfUXfBGugCtn1F3wQ+oufA8JAI9+vd+A+oueCPACvbyLngh9Rd8EeAwPf1FzwQ+pueCPFBQD39Tc8EPqbngjwAj39TPwRlZM/0mtIzQD39RP9KH1M/wBKPFBQK9/Uy/SPqZfpPFAEbPqX+kfUv9JroKAb1fj3VD0rsH3I6MyimgNty/bt9XV+CPCyZP8ALp8yPKKTPcAJCvw76fM8yyrUe9fkeXFSjRkW7Fx6PQKlLKr0ie1kU/FFpfAi2uhvj4BG5XrbVU9F1PDyrVdNSPdtparqarda6gT43oy+B7rXoRo06mZOUPNF/NASKiqIE8i5OXWi8Ee4tvWoEwyR05dmbI3P1feBsBitQBkGDIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAGSu510w//ciwqVvPS24adOk4gVm5PavgRbkH6uvRIkRuwd2jVFTRI9Wre6ErjVVqinqqctylejbm6uEapr4kudqFtY7n026Mg5TjDKTrpJaFlkpTsYtei1HJn2qN3Ur1xS8dDodZYb3dFbOdlcj9Xci9VU6iyrbwnXq7THKfCubx41nX/q0Oi5JN8bdfhFM5zGnHdVdd3+p0uddjLi73TSCE3p28HP8AHpO9ZfR7uxecq5fxs1LpuKPjJp3rNOqnQvufio8fcb0aa0E5O+0uVRxK/wAq3XWiN/OW36UJPROWhF4qcfqLbr1JvOXW8OEH+BSdGJydpiRq4XXIk+lY0NfLqMb1tR/qbPbzi7zT1W3VmfcKtxlYnbdU0/8AQTYu/Wt3EKtu5FdyJylt2+R2SWrVSZwtJW7uuu0h8zvWbBy/NFOLYmy2axbcDRY0tNFLUpcyjz71FpVlvwsk8G46/m1RUZf7fI3YeHX7RNjt5R0GDbU+Ptx+DocvcsQllT3qsoS0f2nWYKX8Zbl8epy91x+svLspdRwfN0kYxeBWS623Q5nETd6r6btDp3J2+NtzpuWx1X2HL4l1fU7fGVUOIk3sXXNqKw05LzSiqfYUWN5opeHc6Dn4y+htyp+U5zDuR208Gydtodd63c3CGzGafScanUQgpY8X22o5Xlv/AM1l/wD2xR2FqK+mttdNq/sTLU8KicrKMePhTroQbrT4W/GtdCXzVVxy+DoQLUt/D5C70dSzeMcX6Kb2zsjw2Qn+W4zoMae65YS+BRe2Lm3hcvctPUdKllG5K3Ky/Ckm14CNrzJuxx8j1XrFrbQiXJOraVFLoeM3Js5eTCdmrior5VNM7kpXFSTlTShUS45E3Y9ButtOqJuJdk8O4qVSfUqIwnTdq2nqi0wG/opPtJg+NLX+xDTXeQ5y/dmn4kq1NLFiq6+q6FdeuJXp69xwzykY7f1MEvEm3kv5PX9BW4lxfV214ss7sd3K1iq0tki1rttRc5fpq2cjmZDvZVyU35avU6bIubbWQ12TOPyJT3aL5rxLDq13PVktFWKegrV0elRNzdyMlVJ6UM3YW3co6p9yVst3LsJ7N3ljqqkiGRGbUmtXpTwI/ox9TV1rojH7sHslHp0YTC047JlZyoSnLSv9Ds8OMXf3RdU1VP5nA2bk3sUUqrSXyO84fa7MJRdU49Qt2WVAAgy0Z8VLGmiHhpqxGpPyFuszXwIOK/2aeA4G4wEG9QpUGKgD0mDCFSI9A8gDIZiobAxKainJuiXVlFne8uIxKrc7so6NRRb5UPUszh+pNHz3i+Ns3uZng5HSMm2n31LwSZrs+G9x4fLxk7EZQlHqpGrk/dnG8ZeVm85Sn3UVWhD5PKse3sdXMWyvO6C7gcdzWAs67aULji3uXigfsu+O5fB5K16mJcUvGPdE2pwvsuCXKXnadIQTi140O4XQg9gwAMgVFSgjJioQV6R6poeEzZ2CI8+p6gYn1YgQb4kfIRIgachaAa7XYkxItp6kmLEWl1aEaP4iTc6EbpII3wNklWJqtvQ3flKIU1SRuh0Nd3SR7tk5G6J6oeYs9lGu7ddmDuUqlq0V69yYzbWyWhZXI7rcovo0clLGpkTjXSrAvF7jx3/8cyfh59jMtudqvl/FF9UcqseSbUdUWHD3VgyuynGThPw8RgdGCvXNYn/V9xlc3gfmm4/NATwQocxx03RXkvnoSIZNi5/t3Iy+TA2gxUV+AGQYqAMgxU13cnHtf7tyMP8AudANoNEMzFuOlu7CTfZSRuqBkGKmQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAw3Q0ZGfiY3+/djB+DeoEgGnHy8fJjusXI3F3ozbUDJ5uSUYuT7KplS+BozJfsNLuBW5OZfbbU3FPpQrM3KyZwUJXHOKdUmTcjQrcl0VaVJyPXHX1PJ2yaTo6/Es+Opcxpya/M6HO4eRFZ8VF6uqaOj4aFcWafaUi27LphyvLZElyCUkk0qJFtGcJYmNdlpFOjOd9y3XbzUl1Sev2lpg3VlcfYUZeatGuxbuxNetVM8mCzLyXTdodnjZVl8ZbdOtt/2Pn3ISePyV63X8LOt42/OXERbVVta/oOVv+bn7GTtvPWi30p9p2GX6MuHvSWjdpanzx5KV6Uuvn/1O4yZNcE5wdd1mrQm+C/5uf47Ipfs07TWp03uW8vorterocJgZajfg+nnTr9p2nuWcJcTK8n+WL+9Cb07z8cUnD5KeTbi3RMufcV2K4i3tjSk35vE5ThMpLPsV1TlQ6H3VcceMjXTz6JCcr9zx636NXtq96mTsrSqdPuNvuicrUbGnRasp/bl9/XwhXWSoqE/3fdULFhN661XyHXk7zSLD2tehP1U9ax1/qRfc+TF5trY3SMUkaPZ+VCWVcty/C4Mj+57kbWbaSdY0TX2ibJ9zOetjpPa9y3cxJqb7p/1Kf3FdVjnLsa1bpRHr2plSlbvqLqo9Sq9yZMHy83Vt0Tr9gnjTvfdHccNcjc4uG56Lqcfl3tnIX0n5dzLz2tkq7w04yf4JdTk+Qutcle16SdGPjS+cd/ZvxucNBydEoNf0OOx8jblUrWknQ6XDuxn7bhPq1WtDh45KjkSafSX+o4hL+Wx3PM3d/EWpS6uJx+NkJNfGR0mbd9TgrM261TOKt3vNo+ktPvHbaJPKuj5JylhWZ/lV6Op22Ml9La0/Kjh86T/ibM5abrsNDt8Fy+lt7v0ow6fGq/3BJQ45r/qRU4k0sDIT6UdV9hb+4IxeBNvtJFDx891nJi9U4y/ojXoxjM7fRr9rRrwGbSNaXH1+bJWPcjKEaOriuhH9p3FHgc1vVOctPtZizdtvYrj2QbScl1SYjXbf+ExUlNa7K9omyKlBvY0ku7POc8bEuK3i3FcjRPf1epBu5CitZVciomyypq62nWHcueOcfopzTrHVnMRuyj2bgy/4qTeDOXWGpD41mE39Irn6bnUq7t2Xr3EqVbJF6/s4753tConkt3pUXmb0N3ZjdZ4kpK/bfSSZfxmnydV/xanKWcr9yNZUaarU6C3kWnyqjCVa2f8AQxhqofJ7njX9ropSpQ569Ca2uqdNKlxyVz9iSbp52zno36PWWngzS9W9warV6dvmap2m6Sl18TCyLi3N9X+HwPClP8TdV0aXUjTw5vfWuiNkYXZuu6q6hQWrhGsX49SRZjbtWvOqyl0oQZsqkHOHVI7b25NTwLUqpypR0OIhLZBrdWrdDqval2uK4vTaxUuy/wDVjuaqbU9CmlkS3ypr5mixxL29bX1RbGY233+zP5Fditq20/En5T/YnTwK/Grsb7VJwrepamGzzXUNkGamanmoqB6qDzUVA9AwmKgekxU81FQMT1Ry/Le1797Oedg3vSuvqdNJqhxnM+4eWnyb4/jkoyTp41KZvEbb/tzmM5QtZ+WpW4du5ste2+VsWvQsZr9F/lehrt4Xu6Vusr0VOXR+BiVn3njWpNXoXKKvTwJ9V24XfB8Jb4yM2pb7s/xSLhHN+2fcGTnuWNmwUMi1+JrudEpILWyoqeaipWXqoPNRUg9Cp5qZTCvSepuXQjp6m6MtCo03XqYgxe6s8wIJVs1ZHRmy09TXktJMDTbN8daEeyzfB9AtbZfhIjfnJkvwkFutwIkWzf8AlI8HQ3p6FEbJFt6IzlvoeLfQnIkwNiNMGbkUH0Zzl+KjmSr0OjOdzaRzZV+4pCKVNCViWXdtXYp6JEODb1T6dUWvDJOF1+LAq3YdW696GmWM9depY30ozuKlfMzU6aUXzLgV88NVq+i7Huzit02VjTo1oTKKTcaVqSsXGWjTrUYMo2PezMdrbOTVaOMtUyRLnL1uThOypNd06FgsSHhWpW5+GoXE/Egz/wCRwS1sS+8xP3GkvLYf2shyxY95P7DxLH8lFL7xgesjneRvpxtpWYvuupAlauXG5zk5yfVydTcrVH5noelGEe9fAgjWsO56qSVG+lNC1t38/E0tzcox/LLVHrjLUbt+Mn1Lq5iWprVaiCHiczbnSORH0pP835SyjchOKlB7ovo10INzibcl5e/U1Qx8rClut1lDvHtQtwLQyeLU43IKcej/ALnsgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAg8xmSwsKd6H4ui+05XJ5C06SklO5JVcpanQ+43/AIsIPpKVGcvKOPO5tmqbdIlI98Dm+nzENjcY3Htkuzqdy/gfPsKVv+YtL8KhJM+grVJrvqRrtNJfV8w9185yM+ZyLMMi5as2ZbIQty26LxNvsnKyMjkZxuX7l6EYt0nJyX9Sl924lyPuLPUW9ru1ovii5/8A+fY7hk3pt67KGO1b+3Ji5ddk9PkVuS5JSSfYscp6aFXltK223Ts/tNOdUmFcUeQtSm23OdEzueH/APz3fDcz59GM7fIWpPSEJpr7TvOFuUsT+LbF3i2Y6W18+92XK8m0vy1LLgG1hwufpl0fehU+6nv5a5RUjqkTuAuV49x77tDXbdj7fgpeWyFd5K/cj+ZtJeB1nA58FwUY0blBSrVdao43MhXLva0pJ6HV8TejP2urUX+7bcq6D5RbPxWfq5C7e/dm/wDqbp9p20cjfwCbl/8AC1Q4W7CW+434nYJ2v/HIPVSdtpieaX/NyVq7tnFx6btPvO0529P+Do9HOEWkcOk6LxT0Ow5O45+24w/E9io+4m9Xt4OY46+7ObYmtUpJs6n3XdV/jo3EtrbrT7jkcSMo37Mn+WaqdR7pf+DblB9UtEJynfw6/wDqVU+3brXL4+r+wtPeWtuxPdWrktr6/wD+alLwk/T5XHlF0a7lh7nnvcHPx6+I68td9ox7SyJW+TUaVUotM8+6m4Z0E6qi6P4kf2/clb5a1t7qjJXvC9K9nWnJJKMaL4ibJ34SfZ2ZKM8qEUmpR1K33Fcl/JybflaovuHt27ctZsvTVVJUkjXzkpS5OW5UXh9gmydp7urofZ2W1xuVa6uqr8jm+Suf51+VfzaIuPZ9yEcbNjJPfSq+BTcjC19XKUZVbrWPxE8avbzjseByrdz2tKDfng2qHDyvNXLj8JP+51Hty9aj7eyXL8UJ0+9M5S5Tfdfi2TPtXH5Muylf3+17LelKqpx1qdEv+/X7zqVKP/h1p9fM0crZTrVd5D4p1k/v2y7PkYwfBYl1dfUjoddgP/Fh8UjkeSS/8exNvT1YL7TqsGf+JD5IzxFt07K73Ne24MpLpu1RQcdelsvyXeMn/QuPc02+LuV7TSKDipPdd7p25afYarPXn6N/tlS/hclJtKVyVV9p7g47adXFG/2mo/wOVLSrlNqpHxrTuXoRi0pTe11+IjVmrzCxWXqV2QfZEu1hp/7S3N/mkbMzEngX/RubXKlVLqvsNDy7qoouvi0Woky9PHThKe5vrEsuJmv4+6uibdDnZXoSm3Rtv83xLzi03xlx/EcrfGqvLvyjjbK6eroVsp/uOSnRp6G3Pm3HY9H6jICcd7UnrqXtWOqbYXm9S49W+jLjjshPk26UahRlIvwRktX2JXGykuRbb/KRvtNE/LlvrDs5alZlY1q3JTSThTqWF2bjHt5m6EGXqPVqq6NeAZiHN60k3tfQKXoroq1/Eb/QVx/iVF2ZpnYUrtEq0Db1C7FSck9zpoZbnddUui6HiKSk/KlQ3Ui0k/In1aCNdpz8KwfXxTOq9szjHCu01dXqczD05ScbdUo9/E6D255LN2jqutBycNUsudi6/UbSlNunwLfjOQjK69rrGnUoOSuQeRvmvN4Gzjs6cW9kUorq2bsYjr8m9GVmifUhYsv2JLwkzxDI9WCoz1jypZfzZitTdsrQbqnlvSpiplXuoqeKioGzcKnioqB7qKnmo3Aeqip5qKgYm9D5/lXvofdksq8mrMX5mjv3qV+bxOFmScr1tOTX4l1LwTdGh7n4WVP8hebxPV73FxEYSayItpdiNH2hwvX0jy/ZvDVb2NfaSLZlA9o3o5HL5uRBvZN1j4U1O0jIrMDGwMROxiqKlFapdSwT0HJ2bUxU8JmahHqobPNUKge6iprbM1CtlehthI0RdVQ2RehUeL09aGIM8XnqZg9CCTaep4yn5WZtvU1Zb0Y4Hiw9DfDsRsd6MkQYhW6b8tSFX9wlzdIEJN+qWiSjfB+UjxN0PwkiI+VKtBb6GrJk3I9235UFSIM3LoR4M3J6FR7OZ5i5szqvVs6VanJe5LluOVFST3PpJdikYt34tN1o/Au/bt1ThdS7NHI2bypJt129H4l77Uvp378JOjSqviDCbnTUci4viRpXUknXQjcpltZN3a/NGffwIU79yct6l5H1j4Ghaq6qpp696lhh3luSWiZzsslJpqW5vsWGHnKVINqMl0bIldPB1SIPLNRhFv7DGFmuc9snp4o0e4ciMLMF1k3VExqcInqxlFLujxcnTWmhWwzm10o+5rvZjpurXaUSp3lVrTU8q9TRoq55icqydKj6pJ6Or71Irp+Fux+ojR1rodCcLxOd6eRb113Hbq9Dam31IPYZhXIPoxuT6MDRirZK7b7RdV9pJI9qW7Iu06G8DIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKf3Ik8eFXTV/wChz+Lj25Vk1XxZ0PuNL6OLfaRy6yFZVbbb8V8S8ERcm7HG5KEoKkXopF9xPu2zbvrB5F7G/wDbvdqeDOW5K9upOTo466+JW3s31Y+ZVa6SMrLmY9HQ+5eD5HL5m9l4lpXsa4oyUoNOuhu9pcfyGFlXPqrLtwadGznMHmszGmo2r8o9uuh1fB83l5d+NjJmpRp5X3JY31umi3yf6FVm2Ll2zPYqqP4i1ydPsK2/fnbqktJ6NF5Yrm5Wv3UtVqjsOFlchZe4pr+LC401GjXgXPG25qEpL8q6P5F5W3PSxxPuCErvKTdOrdDbwttPFmm6bZr/AFNnJ2p3M5zXVt1M8Xb2RmpP8xbux18bFNm2VLLvS7bn8y74KX/9ZOC1o2yFfxN+XdnTR9Cy4WzK3i3FStW6Ez7o1L7bHM3YylO5KndnQ4yb4KMp1a2tJFe8Ke65VeNC2x7Vz+Ljbb0o6IfKJZ+Oxy217XOnfU6C9bX8LSbo9tUQHgzVmT7pl7ctKfD7ZLz7FT7BN6XwcjGG1wfxR0PO1lgQkl5dKP7CueHJ246a11ZcclZ38bGEX0poxLrTt4udwrcFmY7npGUkqrsWvuOKShbWsYvyv5ka1jTjcstR1TrQseZsu9jwa6pll3XtrOqq4b9rk7bp1VPvN3Pp3MmDl4UTPfH40o59mVOnU3cviTnkpvppQkO3CJwUJLPajppU18wncz229arUsuGselyW5qsXFo0cjiuedvS0bLNjtv1evbLUPq10lKNP6lXlW08y4l11qXPC484XL+nVMg5GO1kylR+apJsl8kzgmlxOXafSTq/sqUkoLfc0L3ibLhh340/F1ICxZKU046UE2au6Tj3JPgVZkn6cZOj8SptW46tdKl5YhNcLK1TTfoQbWLJRmqa1qLtEl91W2fuj7cxFr/vROpwZ/wCLBeKRyfKTl/C4tv8A+2OnyOq490xofJE9E47Kb3POf8Zc8PURS8fKUN8uztv+xc+5o14+5TpvRRwjttN11UH8uhe3B1xirX2s4y4HIjWjc5U+1s0y8r9OS2z7PwPPtu25cFO4tdtxt0+ZLuZCvNWLtlxvvSMqda9BGru1O9ck1G499FTdI8xtSnepGDa8V0JcsL6aWy/GXq0rsfgYjeuS8luCi+zWhUxh6hiO35pyimvyE7jZ14+/FKkNzoitvQ0UpT3SXYsuPlCXF3H+Gbb0E3Tts53M/Eq95toxatWnVzSbZ7yoOVyEercnRHm3F1cfDqO2500MmMbdv9ta9kj1xK/zHV9Y61Mq1Oc1HWndnvFtelmXI6+WPUq9qk3be6KS1o9CHJXKyW74UXck3VN2HtdGQm9sGm9URmNdyNNGqPxRmUJpKTer00PO56OWq7GLjajWldQ1HqcnCMfIm69fE2NXZNR0o+xr18qnpE9yvqElFPV6bgPW+UZOKjWmjOg9vRbxbsno6uhzu5K5GSdUurOp4SNMGb7yq0C7KLlpTeQ5RVVSlfiRrM7sVFyrsrT7TZex8iWVubeyvT4k2xhT9RK4qxeqT8TVsTrNF1x9ZYm6SpI3YyatSddGz3jQ9PFbS0a1NePNfT/+5maN259DDephePYxXUy09VFaHiuoqBsTqZqa6mdwHuoqeKioHuoqeKhtgZlJrocZne6uRxOVlblGlmEqSg+rXijsHqQs3isHLVb9pTf6u4NGnjvcHHZ9FaupXH+R6MsJ3PK6eByed7P9Ofr8dcducdVH/wBCLa53nOOrZz7LvQVUp01BEr25fnP3FlJzbXm0Z2cX5UcJ7Udy7zFy/scIzTdWdzF6CblbE9DNTw3poKsD3UxU8oJge6syjxuFQNkTYnRGmLobE9Alabr8x6h0Nd2VZHuD0AkQeqNOYzZbepHzJLdQcHJjPykiDIuPpEkQeoG26/IQoP8AdJV5/tkKH+5oKJkWb4PykZM3wflfyAhZL85sg/KiPkPzs3W/wocq3wbqSE9ERodTcipW1M433PCUs+MY9u52CZzPMRt3c+TbdY6JIsRSRxlsUVJ1T6FnwCnb5CKg9NvmMLHjt3Ri69ydw9m2smc+klF6BbUDkLc55d2VaebU0TtuOsH5S2nbjKcpNVqzx6Ea12/YW1Mqa9ZkmttUzbbtZEXXfX4llcsQ6SiqeJ49BdYqtOxIVtwZ5Fvao3HKr1ibuflN+lBPVdT3iW9slp5n0NvIKM7qTVaIuUc3OxKMt2r+B4ljO5HWtepeelGnRVHoxa6ImrWY5S9alGflT06HmMbq6J07tnUTwrdW3Famt4dpdt1ewNFFYs343Y3IdmdVayciUIOuqXRkOzjRT/DTUtIW9FpoWVmvCycqrPdnIyXNJ92bFbXU2W4qMl8xn9BLwo0uXW9SWRsLV3Jdm9CUZqgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKv3Fb38ZOX/G1J08Ecu5RoklWvU7fIsxv2J2Z/huJxf2nG3bM8a5OxNUlB0a7/AAYHP8+qW3t6rVo52F+ThKNPK+51nL2JXseap5jkLtu5bl6bjtfgSp1eLbbuKnQ6Hi7sk4yUmpLv3RQ49uTlVdEXGJdUKNLXuZrcdXa5m9KCjeipUVFLxMXr7u7HFU1TaKVZSSrHWJN4+561+LT1XVFhFz6NUpd2WWPFK3NRXboRZVUH4o34l3SUn27Gozbu5eUFPNnp0k9BZtpSlFqlZG/JjF5skvLWVdPia4finHxf4hd067PE7cVflHskSMFS9FqLoqvQ8NUv061RtwtFLxTJys2QHGty6qaqpYYcIXMDXSUK6Efanduyp1RLw5tWXGMfLrVjk+NV3pft3PDRk13Y/SK0/wBKoaYx/bu1N+2MrEXXXbovEpfFT73JxtbHTdpPsWmRGMsWn6VqaWkrCS7SJt6LWPTrGlakhfFU49m/6trfTZXytE7PsUtOXx0RqhFUtPo0yRlON21JRbT7/MQt0iNjRpk23Snl1N3IQTlF9WjRh27sL8fUdU1oyTlwo416N6CF4a8OHp5LaR4yrO7IT+JvtJLJfh3GVRXo+FSwtY4+0ou/R6pOpGlai76001JmJrcuqPSWh4uQ25EUOErxi2V9Pdp8SP6Sc5/9vUsMTS3dXiR0qTmqaUHC51YcIx4qi/Epke3aUoXH30Jat7sJtKrUjVZj5bi8CXYy1c3RYOIkqVuJ/wBjpsF0xY160Oa53XCw6ar1F/odJhNrGjXw1L6Hxqo9xUlxzXjMqYW0sWTl+h/2LT3DJSxaLvcSImRDbhyi1TydfsF3hNqke04U9vX/AIuRstXMnyOT3SgvK31PPtWLfAXa95OhJVt7E4p7mtB1W7t6ynei7l64lkpUrJaNCEIXrf7ji5a7XHQgztJOt6T3L8tDbau3Kq3as7Y+L6mhpljXbcpbl06FhhKSwZqmjqvtPeRj7ram9dKp/E948XHAk5P8TengRL41RelJ3bde0mTbXH2o1l+o0WYuVyC6+Z6ltCFIoXc4aFj24dEQIL/JyH4IuHFbdSqgmr+RRVVAkuXm5brjvT7Ssmqy0VKdvEurcE7dH0kiqybP7susVHTQLEG7GW5tKi7HpTlcVFGlNGmZ6fhk214nmHqx3T3VS6xfUjRCMt7ty1XWptioOLjCSk3ShiN6Cg3OFE9G11N1u1bXk2qjVU11KPPpOEoqLru0dTreJtu3hxXwehy0YyU4x21q1odbiNRsqHRbQluiLKxFt1R6jbSa+JuotamYx1CN84v6VqLoRsen0+nWvQk32ljuroQsVp2669RSJO6sUYrqIyaTSWh5rVmWnpsJnkJge6hOp57ioHtMVPNRUD1UVPNR2AzKSSK2/wA5xtqThK/HcuqJmRCVy1KCdHJNJnC5ntfk43ZOFpXKt+apUdTLn+McXJX0UWV7qt/V+nex92PX8Xd/ErH7a5ZLa8dP7TdL2/y1za52W5JUTr2Fv6L/AFdVw2fxuSm8NRjNLWPRlwmcxwHt6/g5Cybvlk1TajploQr3UVPNTNagZqZbPFTNQM1MpnmoqBsiz2uhqiz3XQJWm5rM2RdEjTJ+c3LoCN1t6kbK1kSLbImS/PQU5bLH4TdHqaLH4TdHqIr1kPyES1/uEjIfloRrT85KJVTfB+V/I0I2p0g/giiDedZG63pFEe5rKpvt12oDdB6m9Mip0VT0pzTSWtQiSpIpci1H6q5Lq2+pbp6alTcdbs6+PUsR5o6Uf3m3EtxhKd16SapQ1UrFqp6Vzbakq6lQ1SqY06vua3cSaSDnp1AXFHuzMUty2606mjfuk69Ee1cUNU6PuFS7Mkpp9GZvy3TrUiPIS1r9p5eRu+PyAkuSClpQhvJVaar5mVf16lEttdDDhF6vShHV16/66GfVl0royDZbourq29GTYySVKlbFu26t1JMLu7VfbUCVvMSu0ZoU5TklDVvsiww+Om5K7fVEtVH4gTcODhYin1ev3m8wZIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMMreW4iObH1LT9PIitJ+PwZZmGgOIycW9Zk7WRbcWurS0fxKnP421eg4xinTVNdT6VdsW70XC5FSi+zKbL9q4l1uVi5KzJ9PAUj5w+Iv209i0Wpn0JxinO21TvQ7K57W5W3Ju1cjdS6NuhptcTytuTWRYc1rRpdDOF0cjKF/T0dz3fl8C99vRuRuylcjrTuZyeM5KzJzVmXmerUSVi2MnHtO9KElTq5KhcLFw9Yt/A84tyLc4vTctDzC6p269NDTj3KXJd9Cs3lXZaUctJdpdTxGEJzuRcqLqbORaWQn8asjwSncnGtG9S1Ouzb/8ALGjqqUqesaTW6mqrRkbIl6UrbToovVnvCmpylro22iLGL83G9L03q13JOFc/xPM6SrqRclKWQ6d0yRgJTtNv8hLuR5i1+4vgbrai8WMq6x6ET1YwndjXWhIx90sVvool5SIcL8pWbjlGlJ0RZ3HXE01VCt3x9K4vCVSbGbeF8xV4qKpeS38JErJ2qx5Vq9ZMqPVn60U3SO7oW2TNfSqulUIcNUHW5aafbQ3Z0vLGujTRDhKnpeDJHISe2NfmJyXaMwdL+ndKoyn+5Bd2zVG4vXt1dKpUPWfOl2NNNUErbiV9acVozF6qyUmasWb+saT1MZFxfUqvWuoLwlYbW25Ujp1vST/S6HvCmndnBOqdTRvpkyS8GizYSLUv8SSrRN9TTGidx11SPeM1PGnB9noR1Jbrsa60IVr5uaWDhJdXeX+h0+JX0Y1OP5a7uxMNf/Yv9DrMOT9COvZCrPGqznNbSVKL1EaeQjTAm1+n/Qkcyq24L/rRr5SO3jp/9o+UTh69p1/gJ60W5lpb8qhNauNGvmVntNf/ANFL4tlsot21KHViN9t/4YyIrIvetNJSa7dDXO7C2tsFufiRsm+k9k5Pd2UTxaWTd0itiffuVlLt3Lri4tpReu09qX+JJfM82sRQ1bbl3Zm6orElNdOghdlXjf7tv5lwk6KnUqcf8dr5luugu6TZnotepVqqnfp0ZaVTT8SqUaXLzr1YMN1um2L8OpX5yfrNJVXUsbf+2vvIWReuQm2o7pt0S+AJugxhHepJNRj1TNd3HjO+5QTSfVo6KOPacVJwo5LVfE8RxrcXTZWpK1lQ2se5uflex6Nsl3MeatxpBuS796F1C1bimmtF2PTikm+lV0KWqfDt7L1uuuutTooVhKjS8yqiqv2XKUJaKj7FhYc5zVdaKgRtSqEvNUxWjp3GrQGc241jS7JEXCbeOq92z3nt/SNHjF8uPBLoKRIVUeUZqeVXuZaeuo1MGQMpgwZ6gKmamKADIRipkDDRhx01PTMPoEyxsM7TJkKxtSMmAwPQrQwY6gemEYAHqoMVFQPaZlvQ8Iy26ahGv85uT0RoT8xuroBsiyJedZ1JFaRZFk6sUSLP4TZF6mqz+E9oQrGTLoabK82vY935a0PNn8QVITNjf7cjVU9XZUthER9SRD8KIyfmJEehOVbI6s2xSSNUep7cipXqctsG34FErrldlV6VLTMvbbLoznbd6e6W/TXwNRFm7tI6djT+9ei/Ri5vrREaWRuWiq+hee2rF6Nud6aaUtI1GRWLF5CtfQm2Zlg8lKOmPOp14oTJhx8eK5adFKw4/aiTDguTm1v2x+Z09BQZFPie3bEJb8mfqy6qPRItIY1iCpG3FJfBGxIyBqljWJdbcX/7URb3C8feTUrSi33joyeAKK77aUf/AM9+UfCMtSJPhuRtyT9NTp3i+p04oBzVvieQuTW63sS7yZZWOGikvWlV+CLOgGRrtY1myqW4JfHubQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYZkAYoEjIAw0VvuDy8TflStEv7lkQebtu5xl+EdXtr9idQOcx7lbUa+Bqx7n+RKPieIXFti4vShoszSzHV9uwymuXjlJw9VRr5l1NGLP/L83SnU2clrcbp1WkiHjSf1EO+moqyN3I0ppqqji21dcP6GOQmuq8UeMOc1lNvutARszb0beRVaNmzjLs5xmoui1bI2ZcTuxfx8yZnjpSjcuJvyvoSk5a8y5+9LUmYE5SxZUendEPIcfW1pSlDdx06WpqWi1SGdUjXK4kryrr2J9q7KWAiquSfq3HTytaEzEu1wRlUSSqnLvCRZ3ZN4Md3RqqKic/LNdGpVZYTuN4cV4IJJojq8krWtaMm8nN+hGUfxJaFRvioxq9VLQn5s99iL+BZS7RrsZE5X7fqKjoiTyskrkZV8CttzTu2ZS6LRkrlbm51WsVSjB2bMa/uzlHxQy5bchL/q1IeLdpmwfj3Nue5RvJ6vzaCclmyXxt1/U3PBVNV26/qm1ommaePuv6yXatdDXk3P8mvxoiSlmyZgXXK3eVaUqaFdfq3H/wBLMcfJuN2L71I1yTV106NNULFwxyNxSxMTx9VHY4b/AMeNfA4fKklYxq6/uqq8DtMSa9CNNaoi8InK+ZWknSs0OUaWBcr+kxybT9GvaaMc1rx9ynaPU18ozwe1G1wlP+p6FzBvy7dIrsUvtiSjw6766l2vLBSXgSNdmHj2VJ3WlJt9TMrtuDSS/wDQiX8yUKrq+0V0Nfo5mRTfLZB60RWU13U0/wDQ03pL6KUV2bPdmxbswajX7SJkT/ZnR11EKi2WnK38GW8G6L5FDYnScaPoXMbnlVA1Jo3Ou0qpy89xro2WMp6aMqL1yKlKndlTtolwnS2vE3W5woqpOnRvxIdqW6cU+hMhFLy9iJGx3E34mLl2SjWEW2jCSTp0MynSPl/EFeLdy/N+eNDa5Tb1XQRrRV690ZbSAjZE9s4vxZNxrlWop/NkW7bU4vxWpsxNJJ1rpqwJldaHlzoeXNqtDW56eIGrkri9Hroe8d0sxXwInIXG4KC1lKSSXzL2zwcvSgndae1V0FWYQ21SpirLH+FdKes/uM/wn/3P7jJmK5NGar7yw/hn/wAz+4Phn/zP7gZV6ar1Mp9if/DP/lr9g/h3/wAv9AZQKhNE/wDhpf8AL/Qfw8v+X+gMoFUEyc+Hn2u/0Mfw93/kQModUYrUmvh73a4v6mP4jIXScf6g0RKpGKkt8Rldpw/qeXxWZ2lACPVGK/EkPi83ttf2nn+Nzv0p/aDLVuqKpGz+Pz1/8f8AVGPoeQ/4v6oGXmuiZjce/oc//i/qh9Dn/wDF/VAy87huPawc/wD4v6o9Ljs5/kS+bBlr3fE8ynREpcVlP8Uox+Wpvhw9ulLlyUn8AZVkXWRurRGy7xF+027L9SPZdzUrGXu2K06/0BoTkoxbqRN6cqVLrG4yKpO/5pfp7HjL4e1ce+y/Tn2XYYEO0/Loe66niVjJsaXIPTutUe7FjIvyUYxcY95vShJDKPduLczNiSqW1zisW5BRptkvzrqQnxeTZb2fuQ7PuMLlhOrPGTcShTuelayW9vpupLx+N3TV3I1p0h/6lwmVRGVZU6fPQlp0VC2vYePe/HBV7NdTS+Ls/lbSGDKDGR6grlyW22m3/Qnw46xGlay+ZIjCMVtikl4IojY+Fbt+adJz+OqRteLjydZWoP7EbUqAI0rDxU6q1BNd6I2qNFRfcjJkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHmUVKLi1VPRp+B6AFLd9s4spuVqcrabrt6rUjv2rGNx3Y3m5U0VDoRQYHzzPtXJZHouqkntdfEtoezowwY3ozl9XFbtvZ99peZ3BYmZfhfnWE4tN7e9CwpT+wXh82ji3sy96CjSbe1/aXub7Us4WGsnGlJ37STuV6PxoWuPwXocvczYyXoze+MPCTLS5bjchKEuk04/eD0fPMfjbufkqzbWspay+Hdk/kvb0+JnC9bk7lia2yf6WdBwfEXMGd6d1Lc5NW/kWObiwysW5jz/DcTS+fYQt9HA4HD3uTyowj5IVe6fgb+S4S5w0tG7tm5+Gfx8Dq+D4ueDYlG9R3JNqq8DbzOC83BuWoKtz8UPmiYRxfE+3r3KXptydq1FeaXx8Dzncbf4qc8S4966wnSikjt+IwpYmFbtz0uUrP5si+4OLuZuPCVhJ3rT0XjHuirplzeB7QvZuFLLd305XPwWmtHQgXsa7Yg8e5FqduTi0fQ8KzKzi27UlSUYpSSKrmeDvZWbZycdqlaXovTRdyChw/ZN3J4/wCpnd2X5+eEKaU7VKy9j33KGNONLi8j8U+h9KhBQiox6RSj9hVZfB+ry1rOttbOt2L8V3XzBoqsj2Tiw4+M7MpPKtx31fST6tHOX7F6/cjahGs50SXxPp7XbsUeB7flj8reyrlHZrWzHvr4/IGnLn8v2jlYONDOdz1HbSd23TWKK+GBd5TNhZsaSk1WXgu7PpVy2pwlCesZpqSfTUp+E4GfH5F27caaq1Z7va/EUc7n+2L/ABEo5SuK9Y6TlSji/iR+I4GfMZU98/Ts2tZyj117I+gZGPC/ZnZu+aFxNMh8LxX8bjyttqUpSbcl4dhgcZy3BXuEm2pu7Yu19OdNU/BmfbHt+3y87t/JclZteVKOjcn/AOh23L8euQwbmM2lKWsG+0l0NfBcY+NwI2JU9VtyuNdKsI+f+7OFs8Tl4uPYcpWpzU4V1fXUvMeVLapo6UodLyXFYWV/k37ancswkrbfRV1OXtOkKeDCxo5JP9pd9yoOXlJcZdrpWJ55Dra1r5lU9cuovjpp6+Vl5iWe1q9stR42GujroXq/Ata17HPe3afxlrxTZewlPZRLr0Yi9mx2rFKy6iV7Z5YrTxIO3MuScH5Yp/iZJhZ8lJyb+ZWXqN/dKUUuxozUljvb5W+pI8kF5aaIg8jcrYbX9AVT2b37yTdS4jejp3ObtzauRfx1LOGTr/qjNurfVZO8oplXevR2unie72R5H8Svc6r5MZO0yucDzR3snUVSBxk646+bJjmWM2Ye5NJVqYarJNPQ8pp6HhSbnp0KJKf3md2uurNSlRmetWBseqb6I1Y03BuKddT03RUbNEJxjcfYCc5VVEaZunfU1yvLVLU0TvRb17atkyN+JY+q5Kxbo2oy3y+w7IovbeDJQnm3NJXNLdfDxL2gBGTBkAYMgDBkAAAAMAyAMAyAMUFDIAwDIAwDIAAADAoZAGAZAGBRmQBhBqpkAYoKGQBgUMgDFH4gyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYaMgDFA1UyAMJUDVTIAwkGZAGEGqmQBhINVMgDFBQyAMNN96ChkAYpUJUMgDDQSMgDDVQk0ZAGu+q2Zrxi/7HDRlSUvCr/ud3PVU8a/2ODuwlbv3IS6qTVPtAj51yNbSfVyQ5a6ngT29VE0cjKVbb6NTR55W5TBuN6uhJvC7NnA+TjLfi6l1alSMddKanP8ACXH/AB1uv2FxFqi11RVqW8iCVFq32Z4d+c6xia4pSaarX5GxvaqaJd2VBRcaym/sNE7Ucm5GyvztLT4nuV+Mk0taaGzg4K7ydqmqjWT+wJN1tne1uOzLcKL0L0IqKuQ708UVE/ZedF0t5EHGvdPodihQzhrLk7HsqUn/AJWTp4W1r/Ulcj7UwI4Evo4bb1tblKtXKnU6KhhpjBa+fYT2xaejWn2kndLue+Xw/oeSuwSpau+e2/n1X2EW3JpUk+vQZLqkP7jG2rqnRmtTS0bPcZFRtU39plSp17mn1Nf7md6fco2uaS11oebOFnZNv1rNpyjJ6M9Y9iWRkQsW9Xc0l8I92djYtQs2o2rapCCUUvkQcmuE5aevpbfm0T8H2ulNXM2e9LX010+06AAYjGMIqMUlFKiSPQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGJHH8/izx+QdxLyXnuj8+6OwaIfJ8fbzsd2pUU1rbl4NCj51yEt0oKuu888irmRZVi2t1y5pCK1q3pQ7Piva1uxflk5m27Nf7cOqXzLKzwnGWch5NuxFXa1UvB/AmFfP8XFv8fZWHfjtu2/xL5ktTnuR0HuLgL+TdeZh0dySpctt0rTo0US4nmIUpi3NO9Cm7dC7fmlFOi8Ue1Gn4pL4ts8LjuXesse4vgkeHxnIKv+NdbfwBhm9dtxSUGmyf7TblnXX+m23X7Ss/ieVm1GONcq/hRHS+3eHvYMZ3smivXKLanWi+IMRdruZMJUMhAwZAFXz3E/yWLS26X7ett+PwOV/j+StycbmNPevDVHetVFH4jBlwbw+Rppi3JPwSFvB5ebp9BcivHQ7wUJhcuMjxPL0p9NL7Wj2uF5WWrsUp4tHX7RtKiq4LirmHbldyKfUT00/LEtkqBKhkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGGm+hkAYSoZAAw0KGQBingKGQBigSoZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH/2Q==