WSKAŹNIKI CENOWE ZAKUPU WĘGLA ENERGETYCZNEGO PRZEZ WYTWÓRCÓW
WSKAŹNIK CENOWY WĘGLA ENERGETYCZNEGO ZUŻYWANEGO DO PRODUKCJI ENERGII ELEKTRYCZNEJ wg cen zakupu przez wytwórców energii (PLN/tona) – obliczony został jako średnia, ważona wolumenem zakupu, cena jednej tony węgla kamiennego energetycznego przeznaczonego do wytwarzania energii elektrycznej (iloraz wartości zakupu węgla energetycznego, bez VAT-u i akcyzy wraz z kosztami transportu z kopalni do elektrowni i ilości węgla zakupionego przez przedsiębiorstwa zajmujące się wytwarzaniem energii elektrycznej - jednostki zaklasyfikowane do grupy PKD 35.1*).
WSKAŹNIK CENOWY WĘGLA ENERGETYCZNEGO ZUŻYWANEGO DO PRODUKCJI ENERGII ELEKTRYCZNEJ wg cen zakupu przez wytwórców energii (PLN/GJ) – obliczony został jako średnia, ważona wolumenem zakupu, cena jednego Gigajoula energii zawartej w węglu kamiennym energetycznym przeznaczonym do wytwarzania energii elektrycznej (iloraz wartości zakupu węgla energetycznego, bez VAT-u i akcyzy wraz z kosztami transportu z kopalni do elektrowni i ilości zakupionego węgla, podzielony przez średnią kaloryczność węgla zużytego przez przedsiębiorstwa zajmujące się wytwarzaniem energii elektrycznej - jednostki wytwórcze zaklasyfikowane do grupy PKD 35.1*).
Definicje:
Wolumen zakupu (tona) - ilość węgla energetycznego zakupionego przez elektrownie (jednostki wytwórcze zaklasyfikowane do grupy 35.1*), która została wykorzystana do ustalenia wskaźników w danym okresie obliczeniowym.
Wartość opałowa węgla (GJ/t) - jest to ilość ciepła w Gigajoulach wydzielana przy spalaniu 1 tony węgla przy jego całkowitym i zupełnym spalaniu, przy założeniu, że para wodna zawarta w spalinach nie ulega skropleniu, pomimo, że spaliny osiągną temperaturę początkową paliwa. Informacja ta jest przedstawiana wraz ze wskaźnikami cenowymi, w ujęciu kwartalnym.
Uwaga:
Wskaźniki cenowe zakupu węgla energetycznego przez wytwórców wyznaczane są przez Agencję Rynku Energii S.A (ARE S.A.) na zlecenie TGE, w oparciu o dane statystyki publicznej gromadzone na podstawie badań prowadzonych przez GUS, MG i URE.
Dodatkowe wyjaśnienie:
*PKD (ang.: NACE) - Polska Klasyfikacja Działalności Gospodarczej zawiera zbiór rodzajów działalności społeczno-gospodarczej występujących w gospodarce narodowej. PKD wprowadzono do stosowania w statystyce, ewidencji, dokumentacji, rachunkowości oraz urzędowych rejestrach i systemach informacyjnych administracji publicznej. Kody PKD służą między innymi klasyfikacji podmiotów gospodarczych dla potrzeb rejestru jednostek gospodarki narodowej (REGON) zgodnie z rodzajem prowadzonej przez nie działalności.
WSKAŹNIK CENOWY WĘGLA ENERGETYCZNEGO ZUŻYWANEGO DO PRODUKCJI ENERGII ELEKTRYCZNEJ
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VJe+3sPbApLU0o/BxlER5b+LkN37OseVX7DGsK87e08bkVH284xe99WhqbLG14jum9N/Xsa5rw9Qn3y/Y/Pq74XDfx5zncx3ibeAr/RqXX08Svq/a/2rXEJpN2vNU+S7Y+7XUM9yVtf8O/Fb4e4bkavubhe1lNls9x+PfSntcUHmv8OUmbLH211zvtWhGyYwz3D0C58HMllCwCXaT0Zebn0n/9DH89Lt0gzPh1X9RepvSl6pcOU75ZqkWF1fyspE3b6W8ZzetaYuva0S4xC/0Sba9frfH49It26UbJLx1WutmY8Trp9Z26bs4Up2uEXuvSTYtfOkz7lVYqG5ZKVaqiquOPzwkJz5tKafIk7Ry3apdppXfWltHUGt+tXmFpbvi5DfdF50wW+gyH1wHRORF+BmvRuRnnYZ/b+L0PP8umUtpYM/Y1jV1TlFdYOhqf6yYs2dLfDpd1XYjPFy3bOv2NuASzkrTzSH8r/hyXgp8Z6xqtgVBNWDugnTUF4teglrTzS69NWHJYq8p0SK932jVZ72et9qhWdTY8PwDUNqf0oZtU1RST9iEEAOSXboatPaluZLNWEVZ1Paty1kvfDWHnHd183Lafuhmv9OOFAhVVt9YNOjfJxaGql1Z1k/cWQDPFcSEliwBQcGE7zkZ7QbU2b0Wm4EvHaIFit7MAsVqHHQoU49I25J8Firy3AFqNYBEACkpBRBj8qCpk3qugYqrEV++rqlBKpffUOgCxdMg3vZ/xjza1OvQCgNkiWASAggpLnNTGq9ljzKEzwnZj1d5XBZHWVlIBRivazqF94h8FVKU8rddQAGgm2iwCAAAAAGbUXqDNIgAAAAAgFcEiAAAAAKAMwSKAGaxTlEqTumyvh+WnnibbTftq+511LLV6WN7qcMSkrWsl/R3ryKQd9DraMdpkbeHi9fEUt5nTcqXn0oTnZtr7aR2/aIrZuRCfv+F5ab2hhlM1YYcj9X4uiqRVn217bVvxWerE9aid6jmX43SVridZ8ww/Fza18xoFoLkIFgHURV22F/1GKy8UPNk4iHmgYRyadeN/xRVX+Lls4kH77Ya20viEqM1+OMiTXnjfdXxpw79offgji70WMQ3HEf8YkzVPzceD8IvW0cESkE8EiwDqppuG+GaiEt2UqYH01q1b/Zpi07FqanXPowq68jgkgoLbZpQy6Njrufm0G10bk+7iiy9OHmdDvVPa+33ttdf6tb1jyZIlfi4/mvG+d7OwhHt4eHj6/DThUBs33XSTnzt83VLvuhL+GFNPnuG8pbPgcc2aNckjgHwhWASQSjcN9mVvk7pqNzt27Ege46qENq9JqlVDDasNhtvE4nyVZ6Ps13RNugmK865UnTCuglWJPZ9WghbnUek4wjQ2hcF5XKKomzGlCYXHmZaHsee0v+H+ZQnE7MYx7r5fwzXE544N4SAPPPCAn5sdlVRmYcet18leFwu09ahlHbt+0NC+2g1zLfG5ZMJzPn4ftC4r7Xe4rd4j/R1bVt4Sfo5snYTbx+9nfC5qis/9MN/4c6LJKBDXcnjOx8etKdw3CY8lzD/tcxHml/YZteOp9Jmy7dPe95C9dzbFr1v8moZpv/GNb0zP67WIn7fzMHxdNaUJn7fJtq/GStB1roefS/v8haWDdg0Jr+sWJOr1sfernjxtPvy8V3pPAOQDwSKAzMLSk9HRUT93WHjzHt4spNFNWloVSt0UhTeVurGKgwK70YtvPuulKrVx3loX3yDqZie8IRL9/Xqk5WHHEaqUr0pxstwsim6m7df8kPIIb+hDei/C/Wv2+G2/9Vu/5eecGxsb83OzV+l4Qk899VTy2O5SJb2e8fugdVn2WedgXHKn90jn52zpsxefi6K80wIxqeezrX1PO/+0Lv5smTD/wcFBP3eYSnEtiL/tttuSx5AdT9q2WcTBpNF+VXq/wn3Wvp111ll+aeq9iq8tej91HYive3EwNZtrgP3gUauabZhPX1+fn3PuvPPO83OHf9TJmqfYj0NWs0Kvq703RS/VBYqKYBFAZuGN5MKFC/3cTPHNQhrdMNoNhJVOjYyMJMtiN2e6obEbq7D6k92IZrnprkV/N/77Gzdu9HNTx2w3kLpJjvchizAP+3s6HmPHEb6+9nfCm9fbb789edRNW3jDrjRKK7o5s4AiLB229Ho9K92wp1Uxa5awylt4c9oIvfYWOOh4av1ocN999yWPF1544XTVUXv/9KjlVlWTVqlN/JrGwUKaMNCw9zc8Zxqlz5R99uxc1GSvR1ogJuG5pM+2Ho09Z5952/fw82LnXxxAGXsfNFWq0huWeoXBTng+W5vUWK333T6D4X7Y6633q1KQZu9N2vljr29Ycqf0tt5ek/B4wmuA5a3JhNU8s9Lnw845O377AUXOPPNMPzdTtR910vKM6TW153SOtLpqPoDWIFgEkEo3lPqFO5zCUo20m7LwpqgaC8Z0I2ElWGpLpmXdQNmNlwVHYTqxGybtY61AoRrdwFgbNvv7sbAKVnizEwaUtdgNePj37Hj0mlm+ukkObw4rldBUEwZl4f5q3vJK2/f4NZ4N3UTG504YIIWlF40K2z/V+tHgrrvuSh6b8XfrFQY+FhzUEgYmClgU6IjeH51Ds6Hzz84xzevzo/dHgUk1WdubhYFbWJoczqf9WJElCArPT6sGL+H1xD5f9dBrYAF0uB/6e/aZsWtRSO+nvTex8LMeXiu1ja3XjxfV3HHHHX7u8I9HjfyoEZboNVryGsuSZ3htnu21GkDnECwCqFt4wxPKWmJkN2ZxtSSVmIUBjt3k60Y2DDzC0olnnnnGz9Vv6dKlfm6msLpVpX3NelOqGyS7EY//nm7+4lIUlSykHWdW9prpJje+kbVjsGMKtatdkYLjSjfY9dDrb8GXjqdSaam9/mmvR6tVC+yq3TiHgVAc4FY6Z+uhYNTOMQuGajnjjDP8XHVWiivKO+3vpJVYVSrditl7HpaA2vncaCAUtqHVZ872WZN9dtPer0q1K6TSuVZpGyvpC6+h+nHO9iNuW5mVPtd2DHoPKpXa1iNrngpsdY2z90xpCRiB/CFYBFAXlXSEAV0o6w0f0ilQDEtvrQpjI+oN/toRSKn6XTNuVk14HlYq+bJAIA72e5UCxbAtpAJanWO1SixbfX5kDUatNE7BigKP8EeCSy+91M+1x2yrU6dRaWZaDQ0FxAoa66l6HwZ1kqXNYS2N5BmWKoelpQDygWARQCq7iYynZlVVrEelfdGUtYRvttrxi3hYXVXH1khgZUFiM24MG6WShPh90tSK98purHUDG1Z1NWF7RcysTqn3pJFqjVnF779Ns/nBILz+KPCw91efmWYEtGE7znBq5esU0+ujv6l9iekcz3ItioO6cF7CH/bC9ouhOBiulSeAYiJYBNB2VophVSaNfjUPq1tVqzbZLravcfBVqcOLmG5grQqetX80OtawpMBuvsKb3ko3hpWqs9m2yive1l5vO6Yi0I11WMUxZsccl3pbUN2NwjZu8TAj8Tkktao2huyciF+zRn5cSHvdw6A862ekXmFVVPuBIGv13LT3PazqG1YB7jT9uGLBaljaWKvqva4rcVAXB9LhDzdhteDwfAtflyx5qpTXqs2GJb6zaSoAoPMIFgG0XdirofX+p5tY3fgpMLQbuk9/+tPJo4RBlW5cdEPSjht+uwkN91XCQatrsbZUYds63UhrWcdsAbLdfIclZPVUO5NKr5nm7Wavnn1vl7itWDhVao9oqnU2ZMfcrhLoZtC+2rkQtlvV+Zf2w0lYAhRW80tr8xr+mGDBnPK112m2wpK/8DzT37D3M0vJWDV2jof7PJsqqHpN7AcUVQO3/dPrk/UcbBa7tsWvUzhUUbUqu9rP8BzRaxQHdSY8ZhN2FmTbZc0zDC7DauFhp0HtrioMYPYIFgG0nW4owxsV3RiFpRR2c6GbZitFUABlN1F245KlB8XZCkuuwg4n6rm5DvOwoChsN2Y3VmEHHfGxSnjzGAYIyltpRa+ZlUJoW8vHAlC9np2oStxKOua00lILhtKeC4MmvT4WsHeL8Ny29zC8qQ+FN+nhOZom/DFB52Ccbz3ntf1YY+eZ/ThhQ07Yaxv+DZ1/lYKXrOLAX+9v1jwrve9h+1f7PNlnVMvt+syk7Ycm+/zqs13tWOMfTsI8bLLrSPi37Dm73oT5ZM1T+xVWC7fnLM+wZ18A+UGwCKAj1AbIAsGQbjLCGzPd0IRVsEycrpVURS8OOFQ1rB5peYjysZtfBZXxsardUhj82Y2ejj1+/ew55aPXJ6a8whvEIkk7LqtSmFZFUel102s62cYzjd7fuM2abrbTPgu6AY/fb51raW3edK7F65VnuC5rKVrcji88N9P+drXOseoVnvv1lJRXet/1GqZ9pvV32nlu2H6kXSv0+umzXY0FZllUOmadS2FAXk+e2r+0976d12sAzTWndKGY1C8/Ju3CAQCAqLTOSlx081rEG0CVNtkNcrd9J6o6p5XS6Qa8V0tqVIpppW29/DoAQLPFcSEliwCAhliV2na152o1ay9WT0kK2k8lmBYo1lMFFQBQP4JFAADQ9azDmbAaaaXxNQEAzUGwCAAAul7cC6iqQced3QAAmos2iwAAAAAA2iwCAAAAAGojWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJQhWAQAAAAAlCFYBAAAAACUIVgEAAAAAJTp6mBx+/btbs6cOW7ZsmV+TblaafScTatWrfJrZ8qSJk2W7bKkAQAAAIBu09XB4pIlS/xcZdXSKEALbdiwoSxgy5ImTSvzBgAAAIBO68pgcfPmzWWBVqxWmi9+8YvJY39/v5ucnHQjIyPJsgK23bt3J/NZ0qRpZd4AAAAA0A26LlhUELhixYpkfmBgIHmMZUlz9913J4+Dg4PJ4+LFi5PATR544IHkMUuaNK3MGwAAAAC6QVeWLFpp3NKlS/2acrXS7Ny5M3ns6+tLHuXd73538jg2NpY8ZkmTppV5AwAAAEA36Lpgcfny5dOBViVZ0gAAAAAAGjdnsiRs+6fSum6hdn/XXXddUtV069atfu1MldKoFG/Xrl1ueHg4CS5FPaZu27bNDQ0NuWuvvTZTmjStzLua8fHxZAIAAACQPwsWLEimblUWFypY1LxN3aQUVCX7VAoE/ZpyldL09/cn60vBml8zmaTROm0jWdKkaWXeAAAAANAJilVskq4eOmM20toHxu0Is6RJ08q8AQAAAKAbFLYaqq1XRzgK0jR4v43JqOqhixYtypQmTSvzrubgwYPutdde80sAAAAA8uSYY45xRx99tF/qPnFcWNhgUcLjMitXrnS33HKLX6qdplL+zcgbAAAAALpFHBcWthqqxIFvWqCWJU2aVuYNAAAAAJ3W1SWL3WLz5s1u48aNFUs3AQAAACDv4riQYDEDdVYzODjY0HAXzUSbRQAAACC/aLNYMGqzODo6SvVRAAAAAIVGsAgAAAAAKEOwmGNUQwUAAADyi2qoTWRjE1YaOiPc77SeRm3Yi9jIyIhbvHixX6qdTyVZtms0bwAAAABopzgu7OqhM2wQ+zThgciGDRvcqlWr/NIUtTWsJUs+abJs12jeAAAAANBpXVmyqKEqVqxY4ZdcWcmilRj29/e7nTt3TpdAyq5du9yiRYuSefViquVwXShrPrEs2zWadzVUQwUAAADyK2/VUPWfosPpqdOGh4en96UUJE4/hmz90NCQXzM5WQrKknXa3lg+lWTNJ5Zlu0bzBgAAAIBOUKxik3RlNVSVxmlfly5d6tfMpJI66evrSx5FpYgyNjaWPKokzyhCtimUJZ80WbZrNG8AAAAA6AZdFywuX758OtCajR07dvi5mRQw7t692y8BAAAAANJ0dW+o1u5vIGqzaG0Rh4eHk+BSli1b5rZt2+aGhobctddem3Qkow5lwh5I7TgtTZZ80mTZrtG8qxkfH08mAAAAAPmzYMGCZOpWZXGhgkXN29RNSkFVsk9q/xdKa/uX1kYwFufXaD5Ztms0bwAAAADoBMUqNklXD51RSVrbv7iNoNIoMlbPqpVkySdN1r8v9eYNAAAAAN0gl9VQswxLYdVQLY3E1VAbHd4iy3aN5l0NQ2cAAAAA+ZW3oTNyGSxKuM8mbJ+oTmwUqMXC4FFq5VNpH2ptJ1nSAAAAAEA3iOPCXFZDlTiojYMwldypBC+kgC8MFKVWPpVk2a7RvAEAAACg07q6ZLFbqN3jxo0by0o3AQAAAKAo4riQYDEDdVYzODjY0HAXzUSbRQAAACC/aLNYMGqzODo6SvVRAAAAAIVGsAgAAAAAKEOwmGNUQwUAAADyi2qoTWRjE6YNnSHhflfqabRZadK0Mm8AAAAAaKcwdlFc2NVDZ9gg9mnCAxENwK+B+EPNSpOmlXkDAAAAQKd1ZbCooSriQCukTmdEA+wr4h0ZGUmWFYxpMH5pVpo0rcwbAAAAALpB11VDVaC4YsWKZF7VT7dt21ZWDXXZsmXJ+qGhoenhLDS8hQbhHx4edsuXL29amjStzLsa2iwCAAAA+ZW3Nov6T9Hh9NRppUBqsr+/P5kvBVrJPpWCxWTZ6HmtV1qjNFqnbaRZadK0Mm8AAAAA6ATFKjZJ11VDVYnbzp07/RIAAAAAoBO6ujdUtfu77rrryqqhplXnjKt9NitNmlbmXc34+HgyAQAAAMifBQsWJFO36vpqqKFSUJXsk6pvhqiGCgAAAADNpVjFJunqoTMqUamdjI2NJY9iVVf7+vqSx2alSdPKvAEAAACgG+SyGqqt7+/vTwIwG7xfVPVz0aJFTUuTppV5V0NvqAAAAEB+5a031FwGixLus1m5cqW75ZZb/FJz0lTah2b9fQAAAADoBmH8orgwl9VQJQ5q04KwZqVJ08q8AQAAAKDTurpksVts3rzZbdy4sax0EwAAAACKIo4LCRYzUGc1g4ODDQ130Uy0WQQAAADyizaLBaM2i6Ojo1QfBQAAAFBoBIsAAAAAgDIEizlGNVQAAAAgv6iG2ibqdGbFihV+ybmhoaGyNoU27EVsZGTELV682C/NfFHq6bE0y3aN5g0AAAAA7RTHhbkcOiMOFEVBoYLDkNoa1hK+ILJhwwa3atUqv1RZlu0azRsAAAAAOi2XweKaNWuSR5UmKuJVSaEoYNy9e3cyL3fddVfyuGvXriSdTVaqaMFlf3//jHwU1IX5xLJs12jeAAAAANANclcNVYGWAjBRELho0aJkftmyZW7btm1ueHjYLV++PFlnx1XpmGybsAqrhslQvmE+sSzbNZp3NbRZBAAAAPIrb20W9Z8iqemp25WCrel91bwZGBhI1pWCs2R5ZGRkOl04hUpBZ7KuFLz5NeX5pMmyXaN5AwAAAEAnKFaxSXJXDVUliVayeNNNNyWPKm1UKV5ox44dfm4mRctUAwUAAACA6nLZG2paBzfGqn2qIxm1Dwx7ILXjtDRp1ULTqo/GsmzXaN7VjI+PJxMAAACA/FmwYEEydavcV0M1qt4Z7ncpAJt+rMTSqDqoUA0VtfzTsw9M3vi3g5Of+6tPTX75m/9+8r6dWyafefFx/ywAAABQHIpVbJJc9oYqKq3T8dh09913J+v7+vqSR5XsKTJWKWQlSiNjY2PJo+zcuTN5tHzSZNmu0bzRXb720B+7PS894V557UX33We2u//+8C3ui393lfv81s+4Td/+j+5bT2xzz7/8rE8NAAAAFEcuq6FaFc8hX51z+/btbsmSJclztv9WDVXtGy1Ii6uh2qD9libMR/lbT6uxLNs1mnc19Ibafn/yzd90e19+0h2z5x3utdOe9mvLLXjr6e5d8z9Qms5xC0/6EXf8MSf7ZwAAAIApeesNNZfBogViMQsCJRxiIxQGjxIeuwnbOdrfGhgYcFu3bk3WSa3tJEsadLd/3vO/ktLFyfv73YsfvN+vre2MExe5d7/9g+7dbytNb/+Qe8tRx/pnAAAAgO4Ux4W5rIaqgFCBYUgdyYSdxqjkTiV4IQV8YaAocXCcNZjLsl2jeaN7vP+0H3drl301mf/pD/xqsnzUkccky9U88+Jud9/OO92X7/9997t/+XNu/b1Xu7965M/do8896A69+bpPBQAAAHSvXJYstpvaPW7cuHFGySJ6y7p165LJ7Hr+H9zOH3zX7Xy+NJUeS5+cqScymROUOn7Q9b/tR/16AAAAoHPiuJBgMQO1kRwcHJxRctkJtFnsnHvuucdddNFFfmkmlRSOvvBP7vEXHnGPT/yje+rF7/tnslFJpdo5qr2j2j2+44Ty6tMAAADIP9osFozaLI6OjlJ9FJntf/0Vt/MHD0+XOqpKaj2OPebEGaWOp5+w0D8DAAAAtA7BItBmL+4fd7vGfbXVUhD5g5cr96qa5qS3vH2q2mpSdfVDbsGxp/lnAAAAgOYhWMwxqqF2ziOPPOLOOeccvzQ7E/ufS6qrqurq6L5/KgWTz/tnspkepuPkc9zCkxmmAwAAIC+ohtom6nRmxYoVfmnmsBmh8Ngq9UaaJU2aVuaN7hJ3cNNMz7406ksdpzrMefXgS/6ZbGYO0/FB95ajjvPPAAAAANnFcWEug8U4UDRxwBgel4kDtixp0rQyb3SfVgaLsbEXHvOB48NuV+nx4Bv1lSa/c/7ZSXVVq7o694ij/DMAAABAZXFcmMtxFtesWZM8KjjUQYyMjCTLGjxfg/GLOqYRDcIfptmwYUNdadK0Mm+g7+T3uqXvvdQNXvDv3dAlW9xnL/yPbtn7P1MK/D7k5pT+1fLExKPufz72X9yf/v3n3LVbLnG3bF/ttv3zpmS4DwAAACCr3JUsKtBSACYadF+D78uyZcvctm3bksH5ly9fPr0cljZqCAxtU0+aNK3MuxraLHbOli1b3CWXXOKXOqcZw3SoraMN03HG8VOfHwAAALQebRZbrFawaMFZWmDWSJo0rcwbqEcyTMfzD0+3eax7mI6jT0hKLK3N42knvNM/AwAAgF6T+2qoCg4tWLzpppuSRwWQCsKAXvOWo451P3r6Be5nP3iV++2fuMWt+8lN7jPnrXb/6l0/5d5+3Jk+VWWvHHzJPfz0iPtvD/1nN/R3v+Y+/zefcZu+/R/dt57Y5sZf2eNTAQAAoBcVqoMbKXLJ4vj4eDKh/Z566il35pm1g69u8+LB590zr3zfPf3y992zr+50L7++zz+TzYlHv92947j3ujPe+u7S43vcW+ee4J8BAABAvRYsWJBM3Sr31VBN2tAZ6uCmnmAtb8EiOqedvaG2UjhMx67nv5uULNYjGabDD9HBMB0AAADFkvtqqEYBmA7AprvvvjtZ39fXlzwqWJOxsbHkUXbu3Jk81pMmTSvzBlrp9BMWuiX9P+N+6fw17vpPfM39xkV/7H76A7/q3n/aj7ujjzzGp6pMbSLv23Wn+/L9v+9+9y8vdX/0jd9wf/WPX3aPPvegO/TG6z4VAAAAiiCXJYtWamcldNu3b3dLlixJnrP919AVKmlU+0YFaWEabau2j1nSpGll3tXQG2rn3Hzzze6aa67xS8VlPa3qcXTiETdZ+peVriPvOvkDbuHJP5L0tvrOk97vnwEAAIDQG2obWCAWi6t3hsdl6h043/7WwMCA27p1a7JOmpE38mPjxo3uiiuu8Eu9QcN0JFVWn/+u2/WDh0vB46P+mWyOnjvvcJXVt33InXXye/wzAAAA6EZxXJjbNotxwBi2DQyFx1YpUKuWplKwKLPNG8iTVw++7HaN+/aOpelphukAAAAolDguzG2w2E7qTEclS3GwCPSyF/ePT5U6Pv8PpQDyYfeDl5/2z2Rz0lvePh046nHBsaf7ZwAAANAJBIsNUBvJwcHBjvdgSpvFztm7d6875ZRT/BLSTOx/zj0+8Y+l6RH3xL5/ci8eqG+YlwVvPd29a/4H3LtOPidp93j8MSf7ZwAAAIqBNosFo2qoo6OjVB/tcUUZOqOdpofpSNo81j9MxztO6k9KHfvf9qNJySPDdAAAALQWwSLQAILF2Rt74TE/vuPDyePBN+orJV84//1T1VbV7rEURB55xFz/DAAAAJqBYDHHqIbaOb0ydEY72TAdT/jHeq49umYxTAcAAMgbqqG2SThuodh4hqFKQ2yMjIy4xYsX+6WZL0o9PZZm2a7RvNFdbr31VnfVVVf5JTTbzGE6vutGJ/7ZP5PN0UfO86WOUx3mnHXye/0zAAAAyKoQwWIcKJo4YFy1apXbsGGDXzosDBbDYzdZgros2zWaN9DrwmE61NPqMy8+7p/JZnqYDt/TKsN0AAAA1FaIYNGCQAsOw+AxDATVi+muXbuSadGiRcm6kJU8puVTaRvJsl2jeQMoZ8N0TLV5/C7DdAAAALRAoYLFsJTOjiGt1LDSMS1btsxt27bNDQ0NTQ+LYQFmpUH+Jct2jeZdDW0WO+ell15yJ5xwgl9Cp9kwHaMTj7jRBobpeNuxZ/ghOhimAwAAtA9tFtugWqmd7X+4LhQeX1rwlhbkxbJs12je6E70htrdbJgOlTrqsdFhOqz0cd5Rx/pnAAAAekccFx7h53NFgZZKFRWM6YAsKFSpotmxY4efm0npd+/e7ZcAFMHpJyx0S/p/xl3xkTXu+k98zf3GRX/sfvoDv+p+5LQfd0fPPcanquzpfbvcN3b+hfuzb37e/c5f/pz7o3t/w/31I3/uvrf3f7s33jzkUwEAAPSWXJYsSrjPJqyWWq2q6mxL/zpVsjgxMeHGx+urbofm2LRpk7v88sv9EvLmmVd2uqdf+b57tvT41MuP+bXZ6Lpxxlvf495xXGk69j3u9GP7/TMAAAD1WbBggZs/f75f6j5xXJjLYNGCrrRAMAzOYlZ9dWBgwG3dujV3wSI658Ybb3SrV6/2S8gzG6ZDVVa/v/dh98QLj/pnsmGYDgAAUFRxXJjLaqhqpygXXnhh8igKAGVsbCx5VLCmg928eXOynEZpxLYRy7uvry95TJNlu0bzRnciUCyOuUcc5c4+9cfcvz7nl9zVF613X/jEHe6Xzv89d2H/Je6ME9/lU1V28I0D7p/2POD+xz/8P+4P7vl37vf++ufdxm9d77bv+ku356UnfCoAAID8y2WwaO677z4/55ISu9DFF1+cPK5ZsyZ5FJUqytKlS2c83nbbbcmjOsVRaaCcd955yWOaLNs1mjeA9nrr0ce5D57xf7if/dBK99s/scGt+8lN7hd+/Dr3rxb+pHv7ce/wqSp7+bUX3cNPb3f/7eH/7Ib+7tfc72/9RXf7t29yDzxxl5t4dY9PBQAAkD+5rIaq0sIVK1b4pZls/9WJjXpLjVkPqiY8dhNWb42rrppa20mWNPVg6IzO0euuro7Re6aG6XjEjb7wj6VpdsN06PG4Y07yzwAAgF7D0BltkjY0RrzvccAYB3wmPP44mKsULEq17UyWNOh+DJ0BEw7ToTaPr77+Q/9MNu84sX9Gm0eG6QAAAN2iMMFiO6kkc+PGjamBJnoDwSIqGXvhsenAcefzD7vX3zjon8lm4fz3TweO7377h9yRR8z1zwAAALQXwWID1FnN4OBgx3swpRpq59x8883ummuu8UtAZaqq+vjEVJXVx194xK/NZk7p37vmf8AtPPlHkiqr7zz5/f4ZAABQBFRDLRhVQx0dHaX6aI+jZBGNUCnjrvF/cDuTUsfvuicm6hum45i5b3H9b/tRX+rIMB0AAKC1CBYBoENePfhyUlV11w++mwSPz7z4uH8mm+OOOdFXWf1Q8njq8QzDAwAAmodgMceohgoUy0uvTSTVVUdfeCTpcXX81Wf9M9mcOO9tSXXVd82fmk6ad4p/BgAAdCOqobZJ3BtqPCSGCY+t2T2WtjJvAL3n+Vee9aWODycd5tQ7TMcpx5853VGOHo+fd7J/BgAAoLY4LsxlsJg2bIbUO4aiZEmTppV5o/vceOONbvXq1X4JaA8N06Hg8fs/mGrz+OrBBofp8G0eGaYDAABUE8eFR/j5XLn99tuTRwWHOoiRkZFkedeuXUkgKeqYRuI0GzZsSMZflCxp0rQyb3SnAwcO+DmgfU4/YaFb3P8z7pfO/z33hU/8V/cbF/2x++kP/Ip7/6k/7o46snYVlqdf3OW+sfMv3J/d/3n3O3/5c+6P7v0N99eP/Ln73nMPujfePORTAQAApMtlyeKqVauSoCsspbNjUFC2ePFit2zZMrdt2zY3NDQ0PeSFhsBQQDk8POyWL1+eKU2aVuZdDW0WO4ehM9CN1M5R7R1H92m4jvqG6ThizhFJO8eFJ5Wmk3+EYToAAGgD2iy2gUrtrrvuuqTUTtVOw2qptv9pgVkcwGVJk6aVeaM7MXQGul0yTMfz33U7fU+rjQzTEVZZPfOk9/hnAABAryhENVQFWipVVDCmA7JA0ap6As129dVX+zmgO6la6tmnfth94gO/7K7+2Hr3hU/c4X75/P/bXdh/iTvjxHf5VJW9dmi/e+TZb7kt//Ald/Pd/9b97l/+nPtP37jG/deH/pPbvvsvkyD0lYMv+dQAAKAX5LY31HCfTVgttYglixMTE258vL7eEQFAXjn0onvm5e+7p18pTaXHFw/+wD+T7pg973Cvnfa0XzrsuKNOcvPnneHmH3N66fF0t6A0af7II47yKQAAQCULFixw8+fP90vdJ44LcxksWtCV1mbRgrMiBosA0Cw2TMdUT6sPuxf3H/4has4bc93xj57rXjrn235Nbaccf1bSIc/pJ7zTnVaaNK91AAAgP+K4MJfVUG14jAsvvDB5lIGBgeRxbGwseVSwJrYstl1fX1/ymCVNmlbmje60fv16PwcUw9uOPd19ZOGA+4Ufv9at+8lN7tqP3+r+rw+tdB884/9wbzn6OJ8qu70/fNI9/PSI2/rP/5/b+K0vuBv+9kr323f+jPuDe/6tG37wZnfv9/+b++fnvu327X/ebwEAALpdLoNFc9999/k5l5TYhZYuXZo83nbbbcmjOsFRSZ+cd955yWOWNGlamTe60759+/wcUEwqCVzSf0kyTMfvDWx08+Ye66684PeTNpA/dtbSZMzGI4+Y61Nnc+jNg+7JF77vHnjib5O2kLf9/Rr3+b/5Bbfmrz7l/vPIte6/P3yL+/vdf+12jz/i9r/+st8KAAB0i1xWQ928ebNbsWKFX5op3P/wuEw8KH6tNNbzqkout27dmqyTZuRdL4bO6ByGzkAv0XXmwQcfdBdccIFfc9jel590z7085va+8mRSmqj5if17/LOzc9K8t7tTj+tzpxxfmo49qzSd6U4tzR8x50ifAgCAfGPojDYJh8swafseHlulQK1amkrBosw2b+QHQ2cAlR08dMA9+9JoaXrC7UkeS9OLo+6Hr73gU8yOSj1PU3vIE9/pTjt+qj3k2447wz8LAACaJY4LcxsstpNKMjdu3FgWLKJ37Nmzx5122ml+CUAWChaffTEIIEvTcz8ccwdef9WnaJzGhbSOdOxR0/HzTvYpAABAvQgWG6DOagYHBzvegynVUAG0yyOPPOLOOeccv9RcE/ufc3tfHksCR1Vnfe7lJ90PSo/N+P457piTpqqyqhrrcWdNzZcejz5ynk8BAEDnUA21YFQNdXR0lOqjAHrGgQMHkh6AV69e7de03puTbwZVWJ9IHrU88epzPsXsvO3YM9zpJ06VPp52Qt9UtdbSBAAADiNYBBqgashXXHGFXwKKrRPBYiUHXn/FV2H1AeSLUwHlKwdf8ikap45zkuqrJ77TnerbQiqgnP/WU30KAAB6C8FijlENtXPoDRW9RNeZL33pS+6zn/2sX9N9Xjow4auwjgVVWp9KhuuYrXlz3xr1ynpW0ivrW4863qcAAKAxVENtg3B/Y2GPo9aTaWxkZMQtXrzYL83Mr54eS7Ns12je6C70hopeopLFe++91y1btsyvyY+9Lz+V9MQ6VaV1qjRSQ3w0w0lveZvvlXWh75X1ncnyUUd275c+AAD1iOPCQgeLq1atchs2bEjmQ2GwmJZXlqAuy3aN5o3uQ7AI5NehN18PqrAebg+5b//zPsXsnHL8Wb4t5OEA8tTSOgAA8iaOCwtRDTUcpH/Xrl1u0aJFybx6MdVyuC5kJY/9/f1u586dM8ZurLSNZNmu0bzRndTJ0cKFdIYBFInaPe7xwePh0shRt//1V3yKxs094mjfoY4fG1KlkaUgUqWTAAB0q0IGi7b/w8PDbvny5cm82PpKx6QqVtu2bXNDQ0PTw2JYgBnnFcqyXaN5V0ObRQDtoh+5dM3qRS8eeD5pC5m0h/RtITX/5uQbPkXj1O5R7R+tLaTaRZ563Flu3txjfQoAQJHRZrHNrARvYGBgxqD5YUleKDy+tOAtLciLZdmu0bwBoNO6qTfUbjJdClmakvkXR93zrzzjn50d9cBqbSGnhvWYKo1Uj60AALRLHBce4edzyzqwWbNmTfJoduzY4edm0guwe/duv5Q/etOY2j+pqnPaeiamok5cb8onlQie+44L3U++/xfdL33k99zvXvxn7saf+Qv36x/9Q/epf3G1++i7f9a995R/4Y4/5uTk9auHxpN85Nlvuf/52Nfcpm9/0d10979x1/zFv3Zf/Lur3Ff/141u2z9vct99+u/dD374dOq+MTExMTHlY8qbXJcsVipVFOvcJuxQxo5ztqV/nSpZnJiYcOPj434J7bRp0yZ3+eWX+yWg2FTlfcuWLe6yyy7za1CvVw+95CZe2+Mm9j/jxg88U5p/1k0ceNa9/ubsmxIcdcQxbv680938Y0pT6XHBvDPcyaX5Y486wacAAHSrBQsWuPnz5/ul7hPHhbkOFusNvuLgMm/BIjqH3lDRS1QN9c4775y+dqF5nn/l2amOdJKeWX111tJjMxw/7+SpXlmDDnVUnfWYuW/xKQAAqC6OC3NbDVVVSRV4yaWXXpo8hhSs6WBVfbASpZGxsbHkUdSpg/T19SWPabJs12jeANBp8+bNI1Bskbcde7r7wOn/yv2fZ69wv3je77hrP36ru/lnv+5++yducb/w49e6n3jfz7tzTvtI0oaxXj888IJ7bO933H277nT/5X+vd39079Vu9f/4WfeFu37Zffn+33dff+T/df/7yXubFpwCAIovtyWLYQc2afts1VBt6Aqx47SSvUaHt8iyXaN5ozs99NBD7txzz/VLANB6B15/xXeo88SM0kgN+TFb6jhnamgPlUT2TZVClpYbCVIBAMURx4W5DRartVcUlTwqUIuFwaOEx27Cdo6V/k6t7SRLmnowdAaAdnnyySfdWWcxsHw3eunAhNv7ypNurx/eIxni4+Wn3KE3D/oUjdMQHhrKQ535vN0P73HqcX3urUcf71MAAGaDoTPapFawKHHAWCltePxxMFft71TbzmRJAwDdhKEz8kkB4x5f+qjSSD3u/eGT/tnZOektb5sqhfTDe6gtpEojjzqye294AAD1K0yw2E5q97hx48aKQSmKT519fPKTn/RLQLERLBbHoTdfT4LGqWqsUwGk5vftf96nmJ1Tjz8rCRpP07iQPoDUOgBAPhEsNkCd1QwODna8B1OqoXbOzTff7K655hq/BBSbrjNf+tKX3Gc/+1m/BkXz6us/dHtfftJXYT1cpfXAoVd9isbNPfJoX311qhrrKcf3JY8nzlvgUwBA76IaasGoGuro6CjVR3scQ2egl6hkUTUqrrjiCr8GveKFV/f6aqwzSyPfnHzDp2jcsUefMN2pzqlJVVZ1qvNO95ajjvMpAACdRrAINIBgEUAvs/EgkwBS8y+OuudfecY/OzvqgdXGhVTPrFNB5MKkx1YAQHsRLAINuP/++93555/vlwAAB984kASNFkjapPEem8GCRrWHnOpUZ6F723Fn+GcBAK1QiGAx3N9YteErmt1jaSvzTkObRQDt8tJLL7kTTjjBLwHZvXzwxaQNpLWJtHaRCi5n6+gj5021hTyub2p4j7eemcwff8xJPgUAdDfaLLZBuL+xMCBLSxcHbFnSpGll3gDQSfSGilYYf+XZwyWQLz7hq7SO+mdn54R5JyfVWFX6mJREJr2zLnTHzH2LTwEAyCKMX3IbLMbUEcOKFSuS+V27drlFixZNj49og/Bv377dLVmypO40aVqZN7rTPffc4y666CK/BBQbwSLaZXLyzcMB5EulANKPEznx6nM+xeyo2mpSnbU0qSTSOtgBAKQrZLBo+z88POyWL1+ezC9btsxt27bNDQ0NTQ95oSEwFKhZuixp0rQy72qohto5DJ2BXsLQGei01w696p7z1ViTKq2vlOZ/OJYM+TFb6jhHgeMpx05VYZ0a5qPPnfSWt/sUANA6VENtMyvBGxgYmDFoflpgFgdwWdKkaWXe6E70hopeopLFW2+91V199dV+DdAdXjww7jvVOVwaqeVDbx70KRp3xJwj3FFHlm7i5s5zxxw5L3lMlkvzx5Tmtaz5o32aZF5pg3TTy0f4NFr26+ndFUAeFC5YtH0fGRlxixcvTualqMFi3t6fovj85z/v1q5d65cAAN1k78tPTQWQCiR/OJYEknt/+KR/Nptj9rzDvXba036p+eYecdRUABkElhZMWpAaBqZzjzh6xrIFoMlysP3Rfj2AfAjjrm5UqGCxUqmiFDFYnJiYcOPj434J7fTggw+6H/uxH/NLAIBu98bkITdx4Bk38doeN75fj88myy+/vs+nOGzOG3Pd8Y+e614659t+Tf7MnXN0EnQeVQoyFVgeOeeo6WU9p+AzCUBLz+lRz811Rx2eL6VRIJts59NYekpFgeZZsGCBmz9/vl/qPoUKFqsFX0UMFgGgXVQVdd48SitQPK8efGmq+qqvypp0qvPCU+6of3hProPFVjryiFJY6UswraQzKd0sBZfT8/65tCq4SclpUEo6XTJ65FTp6Zw5R/i/BKDTChMs7t69O+lpVBSUxb2LpgVmcQCXJU2aVuYNAJ1Gb6joNXbOX/1b/84dPHQgmV5744B7/Y3XppZL86+VHuNlzb/+5tS6ZLm0fur50jqb13OlefX8inRHKWj0wWUSWPqAsloVXKWzYDRMb4GppVfpKIDsChMshkNRpO1zK4e3aGXe6E7333+/O//88/0SUGwEi+g1Oue/+c1vtnSIpNffODgdWIbBpQWgCijtuYNBuiToDIJUPcbb6nmky9xxUfJ4ONDMlF5VdI+gii6KpTDBYrX2iiY8LlPvwPmV/k4z8q4XQ2d0DkNnoJcwdAaQN5PTAWUSkJbmk0DSB5QKLg9NloJVn0bBqOYtjW1raZTeAlsFuWr/iXTquGgqmFT70NKkeR9Iat4CTT0mJZ/hel9iOp1GbUR92mQ9paKFxNAZbZIlWJTw2CoFatXSVPs7s80b+cHQGegllCwCCB1689DhQLMUXCbBpAWapflqpaQKOpPnfRpLH5ayTpb+IZ2VYialmkEgGVfBTWs/GqbXvK3TstbPPWKu/yvAYXFc2LJg8eGHH3Y//OEP3fvf//6k15+QqmRKONRFN9u8ebPbuHFj1aAUxUawCADF9tBDD7lzzz3XL6GdpktFfQA6I7gMglQ9xoFmHJhaGkt/6M3X/V9B7IwTF7kl/T/jzl+4zK8B2hgsWgcv8fiHYs/pwvyhD33Ir+1e6phmcHCw4z2YUg21c/RDgc5bAEDxUPW6uN6cfDOoUvtaElweevPg4eDSB6OqgqvHZLmUxkpJXw+q7yp9EqyWljWvR+WfZ6ef8C638iNf9Etoh56uhvr1r3/d/eM//mMyf9tttyUduajq5cKFC5N15sYbb3QvvPBCaiDZbVQNdXR0lOqjAAAUFFWv0aiqHReVHmeUkiaPU+un0/v5tPTKu5WO2fMOt+B9x7jf/gnucXFYS4PFsMfPLJ5//vmyKqoAgM7SjfOtt97qrr76ar8GKDaCRXSnySh49O0/Ldj0waUFmgcPzXw+SW9pU9If99CH3bIrzqcaKmZoabAoGj9w37597oEHHkhKDz/84Q+XBYQaNuITn/iE+6mf+im/Buhujz76qDv77LP9ElBs3Dij1+icv/fee2lugJ5CfwxI0/Jg0Xzuc59zDz74YDIofavaJVrbRxPvu/VkGourv4bHX0+PpVm2azTvNLRZ7ByGzkAvof0WABQf9zad0dNtFhWcnXjiicng5a3uuEadzqhNZMgGwDerVq1yGzZs8EuHhcFieOwmS1CXZbtG80b34dc39BJKFgGg+Oi8D2niuPAIP98UGotwbGzM/eqv/moSzClY07AT4+PjPkVzKE8Fivp7OggLGvVow3LIXXfdlTxqvdLZZIGigltRkKn1CiJFAebu3buT+TRZtms0bwDotHnz5tFeET1HzQ2AXkKgiCxaVg1VAeLf/u3fuvvuuy8J7hQ0XXbZZe6CCy6YdQ+oVv10eHg4aSNZiR1XpWOyfFRV1obFsBLLanln2a7RvKuhGmrnbNmyxV1yySV+CQBQJFS9BtAueauGqv8USU1PrfLQQw9N3nrrrZMDAwOTJ5988uTP//zPT5YCJ/9sfUqBZ7KvpUBser+1LjQyMjL9XDiFLJ9S8ObXTCb7p3XKu5Is2zWaNwAAaK/9+/dP3nDDDX4J6A3f+c53/BxwmGIVm6Sp1VCrURvGX/u1X0vqR09MTLhf/MVf9M80Luy8RiV2KrkzO3bs8HMzKVrOczVQvYdMTExMrZxKN87J0BlpzzExFXXiO5ap16Y777wzdT1Ta6e8aVk11Fay6pxqs6jgU8Fff39/8pxV8bTObcIOZew4rWpoWrXQtOqjsSzbNZp3NQqym93+E9k899xz7tRTT/VLQLGpyruqXqvpANALdM5/85vfdB/96Ef9GqD4Nm3a5C6//HK/hHbRkILz58/3S92npdVQrZpl1klVRRvRaBVPPac0SitUQ0VWa9eu9XNA8VElDwCKj3sbpFGsYpM0tRrqFVdckZSaVZtOPvnkJK0ezzjjjGS+XmF100qURpGxOtepxPJRD67Ght7o6+tLHtNk2a7RvAEAAIBWO/fcc/0cUEVaBNkK6uDmwx/+cPI31LnN888/75+pXynoTPJR6Z2x/beSvJUrV1ZMo+0lzifsFGdXlc53smzXaN7oTvz6hl7z7LPP+jmgNzz++ON+DgB6l8UrmqTlbRbVxu4P/uAP3H/4D/8haVe4cePGWQ+dISq5U5vAkPK30ruwHWMoTCPhsZuwnaPGS1RHOgO+faSptZ1kSVMPhs7onK9+9avuM5/5jF8CABQJQ2cAaJe8DZ3R0mBRA+SraqqCut/93d91v/mbv5k06myWMGCMg0CJA8Y44DPh8cfBXKVgUaptZ7KkAQAAnXPgwAG3fv16t3r1ar8GKL5HH33UnX322X4JmBLHhS0ZOkOlieoBdMmSJUnbxIceesh94QtfaGqgKAoOdRCa4kBRFi1aNP28prRAUcI0cTCnXkuHh4f90kzVtjNZ0gBAN9GNs2qBAACKq1q/HoBpesnin/7pn7rf+Z3fSeb1C10jQ0R0G5VgDg4OdvxYqIbaOXv37nWnnHKKXwKKjSp56DU65zVczKc+9Sm/Bii+m2++2V1zzTV+Ce3S09VQbWxDUZXLhQsXJvOVXHrppUnpXzdTNdTR0VFKBXvcunXrkgnoBVTJA4Di494GaVoaLNqg81mNjIw0pbMboNW4oKKXECwCQPGpuYH6FgFCcVzY1DaLahOoTLNOBIoA0H3mzZuXtDsHesm+ffv8HNAbCBSRRcuHzqjk4YcfdmeeeeasOr2JSzLT9j08tmb3WNrKvNPQZrFz1H7ryiuv9EsAgCKhnS6AdmHojIwU6K1Zs6bh0sVa4yxKeFwmDtiypEnTyrwBAED7UPUavUh9ctTqXwS9J44LWzJ0Rqupq18Fihr7UAdhQaMeNbajqGMaUQCpNGofKeqAR+MvSpY0aVqZNwB0A7pUB4BiY4gkZJHLkkWrfqrxDyu1q7E0Q0ND00NeWGmkbZclTZpW5l0N1VA7R6+7qg0AvYAqeeg1Oue/8pWv0NwAPYWhMzojb9VQ9Z+iw+mpXQYGBiZHRkb8Un36+/uTfS0FYtP7rXUhS1MKzPyaqb9p20mWNGlamTe609q1a/0cUHz79++fvOGGG/wSAKCIuLdBGsUqNkkuq6Ga6667zs9NVUFVyV3R6T1kav/Ea8/UaxPnPBMTE1Oxp9NOOy11PVNrp7xpajVUtXEZGxvzS9XddtttSV3pRqqhWnXOgYGBZLgOtQHs7+9PnrMqnmlVPuOqoVnSpGll3tVMTEy48fFxv4R22rRpk7v88sv9ElBsqvK+d+/epMdqoFfovO/mqmEAikEjQcyfP98vdZ+WVkO1apZZp9lWQy0FYn5NY9VAG60q2sq80Z2oqgEAxUXVawCYoljFJsnloPwqtavF0oQlnTasRl9fX/KYJU2aVuaN7rRu3To/BwAAkH/79u3zc0BluWyzuHTp0uRRvakaVe8UC8Qsjaq7iobUULVQOe+885LHLGnStDJvAOgGd955p58DABSRxhYFamn60Blf//rX3dq1a923v/1td/LJJyeD0P/mb/5mUj+3mVRyZ8GX6e9v/qD8Gi9RHekM+PaRphl514uhMwC0A0NnoNdwzqMXMXRGZ+Rt6IymBosqPVuyZEkSEC1cuNC9+OKLySD06uCl0QCpmjBgjANFEx5bpUCtWppKwaLMNm/kh6qhUhUVveLAgQPJL86rV6/2awAARcO9DdLEcWFTg8VVq1YlQWLY06f1VPr88883vXSxXdTLq3pujYNF9A4uqOglBIsAUHw33ngj13mUaWmwqKEh1I4w7rim0vq8UAnm4OBgQ8NdNBPVUDuHqhroJbrOqKbGOeec49cAAIBm6OlqqEUMFlUNdXR0lOqjPY6SRQAoLpWm33rrre7qq6/2awCgN8VxYS57Q20nlSYSKIJqGgBQbAoYgV7COY8sCBaBDObNm+fngN5wzz33+DkAQBGpzSJQS9OroY6Pj5d1ZPPAAw8kndzE64eGhtyHPvQhv1Qf66U0NjIyMl3dNUsaCY+/nh5Ls2zXaN5paLMIoB0YRgC9hnMevYj+GDqjp9ssfu5zn3MPPvigX6ptNsGiel7VsByxMBDMkiY8dpMlqMuyXaN5o/uoZ0jasqBX0BsqepHOe2qRoJfQHwPSxHFhU6uhfuELX0iGl8g6NRooyl133ZU8apxFHYhNYYlhrTQqeRSVemq9gkhRgKkhPyrJsl2jeaM77du3z88BAIqIQBEAyjW1ZLGdbJ+r7W+tNKo2u23btqSE04bFsIH+h4eH3fLly5N1sSzbNZp3NVRD7RyqaqCX6DrzyCOPuH/5L/+lXwMAAJohb9VQ9Z8iqekpD0ZGRmbsc9q+Z0nT39+frCsFb37N5OTAwECyrhTk+TXlsmzXaN7oTmvXrvVzAICi2b9//+SGDRv8EgD0LsUqNkkue0PdsWOHn5tJkbBV8cySBsiK9ooAUGw0NwCAcrkMFjVIvqizGAXAU0HwlDvuuCN5zJImj+xYmNo7nXjiianrmZiKOn3zm99MXc/EVNSJ71imXps0dEbaeqbWTnmT2zaLMRsmY2BgIOk8J02cJq0NYVpbw1iW7RrNu5qJiYlkaBIAaCW1j96yZYu77LLL/Bqg2Djn0Ys2bdrkLr/8cr+EdtFQgvPnz/dL3acQbRbT2gOqHaDWqV2gZEmT1oYwbbtYlu0azRvdibYs6CVqv3XDDTf4JaA3PPvss34O6A30x4A0ilVsklxWQ7344ouTxzVr1iSPYoPvL126NHnMksYeb7vttuRx+/btSWmgnHfeecljmizbNZo3utOePXv8HACgiE477TQ/BwAwuayGqg5q+vv7/dJhWrdz585kPksaCY/dhAPnV6reWms7yZKmHgyd0TkMnYFeouuMOgm76KKL/BoAQNHoWq9hHNBeeRs6I7dtFuNgMA7mJEsaCY8/DuaqtYWstp3Jkgbdb926dckEACieAwcOuM2bN7srrrjCrwGA3lSYYLGd9AWycePG1EATvUG96y5cuNAvAQCKRMHi+vXr3erVq/0aAOhNBIsNUM+mg4ODDfVg2kxUQwXQLo888og755xz/BJQbPpu/dKXvuQ++9nP+jVA8emcv/LKK/0S2oVqqAWjaqgqVaL6KIBeQSkLeg3nPHoRTWyQJo4Lc9kbajupNJFAEaqGDAAopnnz5k2PiQwAOIxgEchApcsAgOKiXToAlKMaao7QZrFzGDoDvUTXmXvuucctW7bMrwEAFM3evXvdKaec4pfQLrRZbBMb0iI2MjLiFi9e7JdmHnCzh7doZd7oLtTrB4BiU8/nVEUF0OviuDC31VCzVAsMD1Y2bNjgVq1a5ZemZEmTppV5o/twAwEAxaUObmhuAADlcluyqOEsdu3alUyLFi3yaw+zkkcNyr9z5063fft2t2TJkuQ52yZLmjStzLsaqqECaJcnn3zSnXXWWX4JKDaGzkAv+upXv+o+85nP+CW0S96qoeo/RYfTU17U2t+BgYHk+aGhIb9mcrIUuCXrhoeHk+UsadK0Mm8A6LT9+/dP3nDDDX4JKD7OefSitWvX+jngMMUqNkkuq6GqlM4o+rUppNI86evrSx5FpZEyNjaWPGZJk6aVeaM73XnnnX4OAFBEn/zkJ/0cAMDkMljcsWOHn5tJAePu3bv9UjEp4Gdq//TQQw+lrmdiKurE9YaplyZVC3vf+96X+hwTU1EnrvOdmfIml20W1UmMOosJexe1YxgaGkoG0rc2jcPDw9Odk6gb+G3bttWVJk0r865mYmLCjY+P+yW006ZNm9zll1/ul4BiU/vo++67z3384x/3awAARfPcc8+5U0891S+hXRYsWODmz5/vl7pPWVyoYFHzNuVVKQBL9l9tBSWtfWDcjjBLmjStzBvdiXr9AFBsf/EXf+HnAKB3KVaxSXJZDVWldop6NSZSJUojYfvAuB1hljRpWpk3uhODkwNAcWnojEcffdQvAQBMrquh9vthKSSuhsrQGQDQuL1797pTTjnFLwHFxtAZ6EVbtmxxl1xyiV9Cu+Rt6IxcBovqxEZBWMwCMxMelwnbOUqtNBb0DQwMuK1btybrpBl5A0A3UinL+vXr3erVq/0aoNg459GL1q1bl0xAKI4Lc1kNVaVyKp0LKZgLA0WJA9+0QC1LmjStzBvdJ/yhAABQPDQ3AIByuSxZbDe1jdy4cWPHAwaqoXbOzTff7K655hq/BBQbVfIAoPi4t+kMqqEWkDqrGRwcbGi4CxQDVTXQS1QlTz+QXXXVVX4NAKBoNIb0ueee65eAKYWohtpOarN48cUXEygC6Bnz5s0jUETPueeee/wc0BsIFJEFwWINChJpZ4iPfvSjfg4AUDQqTf/Wt77llwAAhmqoOUKbRQDtomuN2lUAvYB2uuhF6ouDjp3ajzaLHaATfdu2bdNjLBob9iI2MjLiFi9e7Jdmvij19FiaZbtG8waATmEYAfQaznn0IvpjQJo4Lsx9NVT1VKpAMc3o6Kifqyx8QUSD/WvQ/1qybNdo3ug+999/v58DABTRxz72MT8HADC5L1kM9z0uWVQvphqPUZPGZoxZyaMN5r99+3a3ZMmS5LlK20iW7RrNuxqqoXYO3Uujl1AlDwCKj3ubzshbNVT9p+hwesqTlStXztj3UrDon5lS65gGBgbKtisFd8m64eFhv6Zclu0azRvdae3atX4OKL79+/dP/uEf/qFfAgAU0Te/+U0/BxymWMUmyW011N27dyfVOlVyVwrM/NrDVJJnFCHbFFKJn/T19SWPotJIGRsbSx7TZNmu0bwBoNM0dMbVV1/tl4DeQHMD9Jrzzz/fzwGV5TZYtLZ/Gjg6zY4dO/zcTAoYFWjmlQJ+pvZPuqCmrWdiYmJiyv+0f/9+d++996Y+x8TExNTMKW9y2WZRndqsWLFiunfRtN5QFUyq5DHsgdSO09JZm8bh4WG3fPny5LlKPauGsmzXaN7VTExMuPHxcb8EAACaQX0CbNmyxV122WV+DVB83/3ud90HP/hBv4R2WbBggZs/f75f6j5lcaGCRc3blAfxvqa1D0yj55VO6SWtDWGWvLJs12jeANBparN4ww03+CWg+Djn0YvojwFpFKvYJLmrhqpSRaPIV5MNnaHeRy0aVsme5sP0sbQ2hGltDWNZtms0b3Snhx56yM8BAIro3HPP9XMAAJO7aqhWBbUaHYNVQ1UHOBak2XEO+WqgDJ2BrOheGr2EoTMAoPi4t+mMvA2dkftxFiWtLaA6sVGgFguDRwmP3YTtHC3oGxgYcFu3bk3WSa3tJEsa5MO6deuSCegFBw4ccOvXr3erV6/2awAARXPPPfe4iy66yC8BU+K4MLe9odaikjuV4IUU8IWBosTBcdZgLst2jeYNAJ3E0BnoRTQ3QK8hUEQWhShZbDVVfdUQHWHJYidQDbVz1EveJZdc4pcAAEVC1WsA7UI11AJSZzWDg4MNDXcBAAC6G1Wv0Yvuv/9+BuZHmZ6phtosarN48cUXEygC6Bl24wwAKK5O15hDPhAs1qAgkXaGePTRR/0c0BsUMAK95Oyzz/ZzAABDNdQcoc1i59C9NHoJ7bcAoPi4t+kM2ix2QNrQGSY8tkq9kWZJk6aVeaO7MHQGegnttwCg+O688073yU9+0i8BU+K4MPfVUNVTqQLFNOHBigbp12D9oSxp0rQybwDoJA2dcdVVV/kloDeMjo76OaA3ECgii9yXLIb7HpYs2mD6Ngj/9u3b3ZIlS5LnNP6ixmHMkiZNK/OuhmqonfO1r33NfepTn/JLAIAioeo1gHbJWzVU/afocHrKk5UrV87Y91Kw6J+ZnBwYGChbVwrcknXDw8PJcpY0aVqZNwAAaK/9+/dP3nDDDX4J6A3f+c53/BxwmGIVmyS31VB3796dVOtUyV0pMPNrD1NpnvT19SWPovESZWxsLHnMkiZNK/MGgE5Tm8WNGzf6JQBAEanNIlBLboNFa/vXazc0CviZ2j89++yzqeuZmIo67dmzJ3U9E1NRp9NOOy11PRNTUSfuKzsz5U0u2yyqU5sVK1ZM9y6a1huqSvHUNnB4eNgtX748WReny5ImTSvzrmZiYsKNj4/7JbTTpk2b3OWXX+6XgGJT++gtW7a4yy67zK8BABQN9zadsWDBAjd//ny/1H0K0WYx3tes7QPjdFnSpGll3uhOa9eu9XNA8dF+CwCKL7xHBYxiFZskd9VQVapoFPlqUmmdqPdRi4bT2gfG7QizpEnTyrwBoNM0dIbViAB6hapeA72E6zyyyF01VKuCWo2OgaEz0EzqUv3KK6/0SwCAImHoDADtkrehM3I/zqJUagsYHpexdo6mVhoL+gYGBtzWrVuTddKMvAEAQOepB+D169e71atX+zVA8Y2OjrqFCxf6JWBKHBfmtjfULOLANy1Qy5ImTSvzBoBO0o1zWOUfAFA8DJGELAoRLKrET4FZWg+jWm9TpUCtWhrlOTw87JdmqradyZIG3W/fvn1+DugN+sUZ6CUnnXSSnwMAmEJUQ201dVYzODjY0HAXzUSbxc65+eab3TXXXOOXgGKj/RYAFB/3Np1Bm8WCUZtF/cJOqWBvW7duXTIBvYD2WwBQfLfeequ76qqr/BIwhWARaADBInqJgkUNI0DHB+glOu81bAwA9DKCxRyjGmrn/Mmf/AlV8gCgoKh6DaBdqIbaJuG4hZLW06gNexEbGRlxixcv9kszX5R6eizNsl2jeQMAgPag6jV6kWqQnHbaaX4JmBLHhbnsDTUOFGXDhg3JeIuhLL35hS+IKJ9Vq1b5pcqybNdo3gDQaXfeeaefAwAUkdosArXksmRRAZcCLyupC4PHcP/Vi+muXbuSadGiRX7tYVby2N/f73bu3Dkjn0rbSJbtGs27GqqhAmgHquSh1+ic/8pXvuKuvPJKvwYoPnpD7Yy8VUPVf4qupqc8Gh4eTva9FJj5NVNqHdPAwEDy/NDQkF8zmeShdcqzkizbNZo3utPatWv9HFB8+/fvn7zhhhv8EgCgiLi3QRrFKjZJ7gflV9XTFStWJPN33XVX8igqyTOKkG0KqcRP+vr6kkdRaaSMjY0lj2mybNdo3gAAAECrnXTSSX4OqCz3waIFZXLHHXf4Oed27Njh52ZSwLh7926/lD8K+JnaP/HaM/XadMkll6SuZ2JiYmIqxvTrv/7rqeuZWjvlTSGGzlDwp7aBYj2dxu0axY5zaGjIXXvttdNtGoeHh93y5cuT51RSuW3btuk0abJs12je1UxMTLjx8XG/hHbatGmTu/zyy/0SAKBI1CfAli1b3GWXXebXAEBrLFiwwM2fP98vdZ+yuFDBouZtyqu0NoIxPac0SitpbQiz5JNlu0bzBgAA7UU7XfQinfdATLGKTZLLaqiKeDVt3rzZrymnkr0saSRsQ5jW1jCWZbtG8waAbrB161Y/BwAoohtvvNHPAZXlshqqVeccGBhIbmiqVUPVegvS7DiHfDVQhs4AgHIMnYFewzmPXsTQGZ2Rt6EzchkshoFXyIJHCQPIUBg8SnjsJmznaEFfmLfU2k6ypEE+6Ne31atX+yWg2A4cOODWr1/POY+eovN+3rx5fgkovnXr1iUTEIrjwlxWQ1XJoUrnQgrCwmBOJXdxGgV8YaAocXCcNZjLsl2jeaP76CYCAFBcBIroNZzzyKIQvaG2mto9bty4kTY8PYxf39BL9OPIQw895M4//3y/BgAA9II4LiRYzECd1QwODjY03EUz0Waxc6jXDwDFpe/Wr3zlK+7KK6/0awCgNWizWDBqszg6Okr10R63b98+d9JJJ/klAECR0E4XAKbEcWEu2yy2k0oTCRRBoIhec8899/g5AEAR0bwGWVCymCNUQwXQDgwjgF7DOY9eRBObzqAaapvEw2dU6mk0PLbZpEnTyrzRXVQ96eqrr/ZLQLFRJQ+9iOYG6DV03oc0cVyYy2qoaeMsagB+DdYfCg9WlEaD9YeypEnTyrzRfXQTAQAoLgJFACiXy5JFBVwKvKykLgwebf9tMH0bhD9Mo/EXNQ5jljRpWpl3NVRD7RyqaqCX6Drz4IMPugsuuMCvAQAUja71qhKJ9spbNVT9p+hqesqj4eHhZN9LgZlfMzk5MDCQrBsaGvJrJpPntU7pJUuaNK3MG91p7dq1fg4AUDT79++f/PM//3O/BAC9S7GKTZL73lBV9XTFihXJ/F133ZU8ikrzpK+vL3kUjZcoY2NjyWOWNGlamTe601VXXeXnAABFtGfPHj8HADC5DxYtKJM77rjDzxWXAn6m9k+nnnpq6nompqJO3/nOd1LXMzEVdeI7lqnXphtvvDF1PVNrp7wpxNAZu3fvTtoGysjIiFu8eHFSiqe2gcPDw2758uXJcyqF3LZtmxsaGkrGT8ySJk0r865mYmLCjY+P+yUAaA21j96yZYu77LLL/Bqg2Djn0Ys2bdrkLr/8cr+EdlmwYIGbP3++X+o+hWyzKHEbwbT2gY2kSdPKvNGdaMuCXqL2WzfccINfAnrD448/7ueA3kB/DEijWMUmyWU1VEW8mjZv3uzXlEtrHxi3I8ySJk0r80Z3Gh0d9XMAgCJauHChnwMAmFxWQ7XqnAMDA27r1q2p1VAZOgPNxNAZ6CW6ztxzzz3JtRYAUEwvvfSSO+GEE/wS2iVvQ2fkMlgMA6+QBY8mPC5jYzOaWmks6GtF3siPdevWJRMAoHgOHDjg7rzzzuk+BgCgV8VxYS6roarkUKVzIQVhYTAnceCbFqhlSZOmlXmj+3ADAQDFRnMDAChXiN5QW01tIzdu3FgWjAJAUT366KPu7LPP9ktAsalkcf369W716tV+DVB8t956K+NIo0wcFxIsZqDOagYHBxsa7qKZaLMIoB10nfnSl77kPvvZz/o1QLFxzqMX0R9DZ9BmsWDUZlFVU6g+2ttUukxVVPQKSlnQa3TO79mzhx5R0VPojwFp4rgwl20W20mliQSKUJU8AEAxzZs3j0ARAFJQspgjVEPtHKpqoJfoOqM22pdccolfAwAomieffNKdddZZfgntQjXUNgnHVjTxvtuwFzEbi9GEx19Pj6VZtms0b3QXqmoAQLFp6IxPfvKTfgkAelMcF+ayGqrGWYwDRQkPTrJ0gx1vs2HDBrdq1Sq/VFmW7RrNG92HGwgAKC61WaS5AQCUy2XJ4rJly9y2bdtmDJRvxzA0NDTda6l6MdV4jJoWLVqUrAtZyaMCz507d84Y7L/SNpJlu0bzroZqqADaZe/eve6UU07xS0Cx0RsqetHXvvY196lPfcovoV3yVg1V/yk6nJ7yoBSAJfs6PDzs10xOlgLHZF0pWPRrDh9XJWnbpOUdy7Jdo3kDQKft379/8oYbbvBLQPFxzqMXrV271s8BhylWsUlyWQ1VJXU6lnAoA62Tvr6+5FEleUYRsk2heBtRaaSMjY0lj2mybNdo3uhOVoINACgmmhsAQLlCDJ2hdoCq2ikWQO7YsSN5jClgVOc4eaUgman90/3335+6nompqBPXG6ZemlQt7H3ve1/qc0xMRZ24zndmypvcD50R9ng6PDw8HSwqgFSHMmEPpHac1q7R2jSG21l7SEuTJst2jeZdzcTEhBsfH/dLaKdNmza5yy+/3C8Bxab20ffdd5/7+Mc/7tcAAIrmqaeecmeeeaZfQrssWLDAzZ8/3y91n7K4UMGi5m3Kk1IgOL3fYdvASpRGadWeULK2fYxl2a7RvNGdqNcPAMX2N3/zN34OAHqXYhWbJLfVUFWiqJJDUeldXFKnkj1Fxps3b/ZryqW1IUxraxjLsl2jeaM7qVQYAFBMGjrjoYce8ksAAJPLaqjhMBRDFap0WjXUfj90hcTVUBk6AwDSvfTSS+6EE07wS0CxMXQGepE67+PH8PbL29AZuQwWrT1gGmujqE5sFKjFwuBRwmM3YTtHC/oGgjEdpdZ2kiUNAHQblbKsX7/erV692q8Bio1zHr1o3bp1yQSE4rgwd9VQFQRWChRDKrmL0yngCwNFiYPjrMFclu0azRvd55577vFzAIAi+tjHPubnAAAmd8GigkAFYZWmMBiL01YaKy9MEwdzqq6qNpFpqm1nsqRB9/vGN77h5wAARTNv3jx3/vnn+yUAgMn90BntoGqvg4ODDQ130Uy0Weycm2++2V1zzTV+CSg2XWe+8pWvuCuvvNKvAQAUzSOPPOLOOeccv4R2oc1iwajN4ujoKKWCPY56/QBQbGpucNFFF/klAOhNuW+z2G4qTSRQBNWTAKC41MHNt771Lb8EADCULOYI1VABtIuuNaoqA/QChs5AL6I0vTOohtomaUNjpO17eGyVeiPNkiZNK/MGgE5hGAH0Gs559CKa2CBNHBfmshqqBrhPG0MxPDiJlzVIvwbrD2VJk6aVeaP73H///X4OAFBEH/nIR/wcAMDkMli8/vrrk0eNm6iINyxRVIc04aOCSj0/MjKSLCtgU6mkZEmTppV5oztVGnYFAJB/GjqD6ngAUC6X1VA1lIUG3Nf4h8uXL0/WLVu2zG3bts0NDQ0lndLEyxJvlyVNmlbmXQ1tFjuHoTPQS2i/BQDFt2PHDnfBBRf4JbRL3tos6j9Fh9NTXvX39yf7XwrEUpdlYGAgWVcK4JLlLGnStDJvdKe1a9f6OQBAEX3nO9/xcwDQuxSr2CSFGDpD7QBVYieNlNgBtZx77rl+DgBQNOrghuYGAFAu90NnqG3gddddl8wPB9U7s1RVzZImTSvzrkZtHQ8dOuSXgOLTtSlv1yQA+aNmHo8//rh73/ve59cAQGvMnTvXLVq0yC91n0JVQ125cuX0fsdVO4tYDfV73/uenwOK79ChQ5M7d+70S0Dxcc6j13DOoxd1+/28YhWbJLfVUFWiqJ5FRaV3cUmdSvZkbGwseZTSBSl57OvrSx6zpEnTyrwBAAAAoBvkdpxFq3o6NDQ0Xc0ztHTp0uTxtttuSx61jbVrPO+885LHLGnStDJvAAAAAOgGuR46I83KlSvdLbfcksyHx2XC56VWGmsTOTAwMKPxezPyrtdjjz3m3vve9/oloNjeeOMNNzo6moxVCvQCznn0Gs559KJuv5+P48LclSyqk5dKgWIsDnzTArUsadK0Mm90F/1gkBb4A0WjTrg0hdLWAXmna7qu7aF4XVoaII9UyKKRA2Tz5s01z23VhuP8h8ldsKjegxSEVZrSArZKz5lqadQWUm0i01TbzmRJAwAAALSamm6pJNeaSaW5/fbbk8dGeu5H8RRinMVWW7NmzXQbRAAAACCvBgcHk1p6KkFMow4kVRsOEILFGlQEf/HFF/PrCgAAAHLv0ksvTR6tBDGkaqry6U9/OnkECBZrUJBI9VEAAAAUgZp0qeTQhqALbdy4MammunjxYr8GvY5gEQAAAOghVnJoJYmiTiS3bdvmrr/+er8GIFgEAAAAeopKDlWCqJJEc8cddySPaeOXo3cRLAIAAAA9Rh3dqCRRJYqiHlLp2AYxgkUAAACgx1jnjQ888EDSM6p6SKVjG8QIFgEAAIAepJJEVUVVz6gDAwN0bIMyBIsAAABAD1JJoqqiqmfUK664wq8FDiNYBAAAAHqQShJVoih0bIM0cyZL5syZ4xedKy36OXSbxx57zL33ve/1S0CxvfHGG250dDTprQ3oBZzz6DWc8+hF3X4/H8eFlCwCAAAAAMoQLAIAAAAAyhAsAgAAAADKECwCAAAAAMoQLAIAAAAAynRVb6hPPvmk279/v18C0Ot0baKHZgAAUBRHHHGEe/e73+2Xuk8cF3ZVsMjQEJUdOnTI7d69m9cHPePgwYPuiSeecO95z3v8GqDYdM5rGAGu8+gVnPPoRQydAQAAAADIPYJFAAAAAEAZgkUAAAAAQBmCxQq++MUvJnV2bVq2bJl/ZqYwzapVq/zaw7Lks3379hlptA0aowbD1V7rkNqAKt3mzZv9mnJ6T9Pe10qU1v6+Jv2NWPh8rX0EagnPeU1pdJ7Z85Ua1WdJE4uvXZqqyfKZAyqJr6/hFJ+zWc7ncPt6rsX1bFfvdwiQptq9RZbPRT2fnTRKE24Tq/e7APlCsJhCwdp1113ndu3alTTs1LRz586yLwV9eFauXDmd5q677prxpZAlH33AlixZ4oaHh6fTaBsCxvrZBc9ex0WLFlW9CNb6Atd7sGHDBr9Um95XnQP294eGhlx/f/+Mi7ouoOE5I/XcpAAhO3fsfNK5FX9J6zzXdcfSXHzxxWWfiyxpYmnXrrS/H6r1mQOqueWWW6bPNZt0/snGjRuTR8lyPjd6La5nu3q/Q4A0te4tsnwusn520tT6nmnkuwA5U3pTdbWbnjrpe9/7np/rrNKHcLL0YfRLU0ZGRpLXpxT4JculD0XZ6xWnyZJP6QM1OTAwkMwbbaNtQ6+//nrXvD7dyN4Pe12NXkc9F7P0mtKe13tiz+s9qiV+X014DmQ5Z3DYa6+9NvnYY4/5JcR0zujc0TlkbJ2d02lppN40adKuXVJpOzv/a+Xby3TOc52vj86n8Bqd5Xy2czGU5Vpcz3b1fof0Ks756iqdX2n3l6Es512WNGmfJ1tnn6d6vwvQPfFOJXrvbBJKFlPoF8lrr73WL830zDPPJI/33XefK304knmzePHi5PGBBx5IHrPko197tm7dmsyjcXo/ShfPpDQxpF+U9VxsxYoVya9zafSr9LZt25ISYeWZxe23356cD/HfD8+B5cuX61OXzAPtYNciuzYZnav2uciSJk21a9fY2JifO6zaZw5ohNXA0blospzPjV6Ls27XyHcIkCbLvUUs7XMRy5Imq3q/C5A/XRssjuza4m76n//G/cZ/X9aW6ea7/03yNyvZsWNH8njGGWckjyr+jz+8oi+Gah+OOJ+Y8lU11MHBQb8GsxVWA5VVpS9yXXwvvfRSv2YmXfh0Q5D2/lZi54PaYqnqhU3x345dccUVqV8EQC06Z3Tu6BwyN910U/Kom1rRtSjtZlXb2rmZJU1Wqo4kfX19yaOp9ZkDGqHvyvgHiEbP50avxWnbNfIdAqRp5N4i7XMRy5JG9Ldrfc+kqfRdgHzq2mDxgSfuck+/uMsvtd5T+3a5b43e5ZfK6YO1cuXK6Yu/ftVpRJxPSBcAfcnpg1npFyOku/DCC5NfcWOq5x/SBUxtSJrxa1pI54Py1S/XuknQpPdZ72faRV1tAPR+a58pWUajdO6o9Dy8gQhLPjTYdS1Z0mR1/fXXJ+d8eBPRqs8cepuVjMQ/QNR7Pjd6LeYajnao996i0ucilCVNqNb3TJq07wLkV9cGizXOw5YofQZSWePe2d7s1MrHLgRLly5NPpDIzi5I9hqLLohxAKlfx/RrWit+8dWFMXxvNa919itcSBdfvdcjIyPJe22/wgH1sOtEfO3oxPmkz5uq3sWdJbTyM4feddtttzVUEhhr9FrMNRztUs+9RZbPRb2fnXq/Zyp9FyC/ujZY/MjCi92ZJ7Wvrv87Tux3573zYr90mIIPa3sQqtVTYKxSPmmsVNF+/UE2uojpNdZFzC5u+gXO6PXU+9aqUlv98hbTumrVRdSuRhdt/QoH1MOuD+FNhM7t8HxauHBh8lhNljS1aF9Ua2J4eHhGW7FWf+bQm3RN1XdpWDXONHo+N3ot5hqOVst6b1Htc2GypAll+Z4JVfouQM6VbrBVhjc9dVK39Q7U39+fvCalD5Zfc1gpCMnc+1O1fCrRNkNBT1f0htqY8HW09yFt0nNptF7vdS1Kk5au0nkSypKmF9EbanU6b9LO2/B80rVI53dMz9v5miVNNUqj7ePrnjTymetl9AyZjZ2zad+pszmfw89OPaptl/U7pFdxzlencyft/Ek756p9LkyWNCH9nVrfM0brlHfadwFmojfUgtCv4aUPk16l1KJ6tZFTKVbIiuTPO++85FFq5aMSx7DqpNgvPzQMzs4af4e/tNnreMEFFyTLqvuv98EmPSelC1vDbVCNzoe4faRonapsiH5xsxLPkNLMtioVeo9KUOwcDum8t/PJrkVxdSFdu3TOSpY0lajjGrWnUVW8tLYprfzMoXep/VbpBjb1upnlfG70Wsw1HO2W5d7CVPtcmCxpQlm+Z6TWdwFyrvQFXhZBdkq3RNr260jpA+LXpFMapTXxcpZ87Fee8JcY/YoT/5JDyWJt8euv17Dar8R6X+LXPqY8wjyridPa+2/s76WlqXWu9SJKFmvTuROe4ypF17rSF7ZfM1WiEl5P4mXJkiaWdu2qJctnrpdRypKNzk9NldQ6nxu9Fjeynf5umB4zcc7XFp9Dds7Fan0uJEuamP5WuE38PdPId0Gvy1vJIsFixL4MKk3xhyF8Lvww15OPPnDhc2kfZILFbMLXsdYXtL1H1S5wlb7otV1YTdjovQv3IU34fKU0IFjMSudoeD6l3bSG52V40xyqlUbrw3M+/rvhVOmzl+Uz18u4cc6m0nU5lOWct+dtimld2nW+1nahLPvayzjns8lyb5HlXKuVRnmnnfPaLvz74fdM/Fw4ce6ny1uwOCf5L6hWUVr0c+1XujF0733ve/0SQocOHUqK/Xl9uoOqOGnMTDruaJ2DBw+6J554wr3nPe/xa9BJnPOtp3NeQz9wne8OnPOtxznfXTjn26Pb4504LqTNItAAXUxpU4pewjmPXsM5j17DOY80BItAA+6++24acaOncM6j13DOo9dwziMNwSLQAA3IDPQSznn0Gs559BrOeaQhWAQAAAAAlCFYBAAAAACU6areUJ988km3f/9+vwSg1+na1MlrEgAAQDPNnTvXLVq0yC91nzgu7KpgEQAAAADQGQydAQAAAACoiWARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQhmARAAAAAFCGYBEAAAAAUIZgEQAAAABQZs5kyZw5c/wiAAAAAKDXlcJEShYBAAAAADHn/n+6/jFoDT/EbgAAAABJRU5ErkJggg==)