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2%,3.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
38%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhc2XT2gcVRzHP783L5PJdneT1BA9lFKsWTyI1OJFbMGDR6WgHjx50bYHQQUv2qtU6akgevLWk7TUS1F6LWhRWrQUqm1slvxpSxVskiXZbGffvJ+HmUkmm81mU2LxB48ddua932d+v+/3zQz8D8ICduFN89mdZ+0X1yds6XEmN0AIRI1F2uEonzwh3Jip2dceJ0AElG9MyqR7IATVYN+A5cKdmj1/c8LueWwAZxb8rCaKNj3BsMVWgjcqhhuzNfvB+X2B+a8ABNgLjADh9IT9PnSMm1GDRAY8+KYnWfFXY+H405Pu150GMNmwQGk+YRoB3/CQKBgwZYMdCV4cNPwyV7Onf5+w5Z0GyMPebes0AjjwSx40PSEDgh211pbMR8M7LFKTpsMD3IrTCgBoU9GWX7tSwJQMwWiwd8DKhTs1e26qZp/aKQAHuEtNP4XkBGkVtK3rJkggBCMBthy8FcEfMzV77OPxR9eoAOPAbmAsgOrUhD0XtlndjGSXYCoGjGyc7cEve5KW/7ElHH1m0t3cLsC6CiTgcyHmoU1FH+qqHjpnm4rBDgeHhoTf5mr2xKX91m4XwBcg/H2n9SIACrqsG1pRDAkFu9tGNjIn9xuu1Gv24KMCuHpMnY6WapwJ0m0Ogaxa9kBm2ZOX99uwH4DcBQ7wP6/on6tCLEI0FY0180sPjtyyQ+bEPsuVu4eDntv5hgp81/CzDo03XOlBW4q2NyFQwCskijpFjBCU5fkw5P1eADYDWK3AshIvJEyPCbVO4WlLkRA0L4OCOsAp6tJWESsag0QCEUuNBTnfD8C6NvyVUB8LNgIAIIJvaFqNh11aYkAqQhxw7fpDfffIXHK9F0Aut3VOqMd6my62l0FBneLnPbrSJbkFqYirK1++MuNePzKXTPZKngMUW+AAd2VFp7ptPDIIfrGHHQeFv5WLh6fd6Zk2TQrbfC8AOgHONnw96RTiAPg41cFmoS1lzHDo1V3igVa/AJ4OITY8biFhttgGCQW/uIUHEzCekc/HgwNAnK3XM7pWAHD3E9Z0EJDWo73VculKw4ZqP8k7ATYKMTsrA4W7DzOLbRaB8iDhWj/JewG4n5p6CxEQ8HHad6kIjSGZXY74W4a6iLQkxCIXX5p2W6q/E4BC8hhw3zZ8PUaXJJT0n6q4y209c7DuPnznbvLpPwPclqogUTaqQivk6pkFf5wtN+wCdOE4BMqkL6i7geoPe4OjB4bM24tOb371wJ/6et7XyT5khoTw1JPByy9E8pwV4nttvfTeveTsvKdB6oC+IIoAFigB1WyUAzDHRs2eb+b9bbcmKpvB5s/9GGgCDWApO97Sft0A8q+kUlaJiLWnZdFSOUDePkd6x83sN+43eSdAcfGItTss2rP4Gl8UcA64reTdADZLUCypKYz8fHFsKzYzdOdr7rYX7jf+BQ/Q+EUnimr1AAAAAElFTkSuQmCC) 1 2, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
52%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEv0lEQVRYheWXS2hcVRiAv3PunTuPTieTZoi19KFpMYIiUikNomntQgquRShdKYiLijuFSne6sKAiXVSQbrSFSq0LcaOlCEVa2oq22jBJTAt9JU1S2s5kkrmP83CRuZlH3n1t/OFw7+Wec/7vf95z4f8uApC1wckXVn5zN3AqPmLf7oG79x4HgARcwAMyaUeNtafYk8IOfN+df/utzvRjAfCADJAdDk0xKxXJfLLT85xDb+aTZ4525zc/agAXSAGZH26rK1mpiCoRyVySZHuqJyHF+WPd+YOHu9vzjwoghsgcHdW+5+oxfEVUjXASkvSqtExmvffisOxa83DDIhuuLpAqaTvY5hnCcoiJDAhw0y7pjnTnipXOoS+2qzN3dzovPkwAUxsA7o3QXsknLVZbgokAaywAQgpkKsnI7XxPIvDO+6+JAyO9Tu5hAKjaMAAXK/bfvKcB0FVNNBWBrS8YmUpwOsq7I7p9TwdioNIrdz0ogKkBhIA6NmaG2jwVe4SoEqFD1bRIISiaFOdsYbVvM0eCbeLkeK/z7IMCKEBdqlDW6FsZd9psqy1hJcLUmWakbCXnbI4BU9jhWffivVflp309idT9ADRCmNGIoY5U3e/a16iqmsmHVrlhE5yzq7zbtO1d7Zh/br7svr5cANU4LvsMdiSbLY4mI3SgmvKh6T2CQZumKAqbIpv85WpP4kjf1mRhqQBNHjhdYiBOxFistkRTCh3p2bs0SBmHotPGuGzb5VlRvLQltXsxAFohvh22Q5mEUqJlsvY1OlBz5kMTLDAmPa4m8oWQxHd/bk7vnW+u26ocUKMh4YTR13JJ21UKmjGiSYV0JEIKhBRYa8FSvxqLUQYdGiqB5h4SK5LdUJ0XIPZAUx5cRwwWcqarNO40W6ctKtTTH3ILWpkZhTrQmEBPu0AIEtkExhUXbkX644U8EAM05cFZ5Q5ubWMn47MXSVfil0KicjhnUsqExM24pmT5+svrlX19VVVZLoA63ieKTz7h0qpBJiTWWKJSOOeGwpU4KxKV85PR+/uHJ39lusHNmzSy4T5WHgLqVDm8oYSYRe6kHILy3MoB3CR4GeMfu1P9HfBpaPMLARhavGBAlZQdErKehHHS6Uk1e6eaRJOG9WvCwoEeb8dyAGKIxkQ0Y5EepKEInJRDOI/rmyCmLFs2hFupeXOhubLluQnisq/7hagRiOlS09WFGxGAmIJUYBa0fC6AWaX4Wzksxps4nkNYjgB4utOwvUuRXzF3X16f1UxMiBP3A9AEcTXQ5SlrhxFgjMWzmt6NinVtQX+xqn58ZU1oCivrENKBl57TpHPq1OYT9ufFlEO9DFsh4tip0chc6Eq7azvdiOc7A/XHhD38xt8cD62Vn2+k/511wbu+cAu+C/l2baak/emjv8QHY6Fd1HqA1nbvMn1EzwGrgNy2nPfU/o3eV2tTk2MHb/LZJ9fsIPUzpNvm4n74jNi0oR3v7B0uHCjafqBMvQKWBSCZPqJnaxBZwEtJjG8IqTeV+Gcm9qCqKazUhs8iDajR4kaJc8Cn/qmWvpkJSyOAS3MnDWvrlqx8LoDYmrjYQ2YfWgz1EDQ2MtUyZ0nSGoJY5lLQeHyH5n+KxndLVg7wH6cieWfDMxSbAAAAAElFTkSuQmCC) 1 2, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvklEQVRYhe2Wz2/cRBTHv57xeGyvs5usnfRntoVKCY1K1UpwqcIPAeKEkIBDuSBAUODKjRvi1gviL+CCQOLIDa4IKlCggIqUljakbfqD0GaT7GZ/2OP5wWF3mk3SpJvSlgtPGtmyx+995r3vmzHwvwHkucNjLz8+dsD9T4J7LvWyHJ9ySk9PHhx/8oEDCKkibXDGD/zDLnO/fWJi/ItjB8d2PygACmBk11Bp3Gj92FB5CJS5j6o8P1EZjsVIqfTT9cUlfT8BCIComWUXjDGo1WrwfY5yUi76QfCxz9xfJyfGn76fABRABQYmHoiOi0yAui4497qDj+S5fGM0Lj+yN4l/uLJQXbkvAK1MmEoSv6C1DnKRg3MOSikIJQjCAITSQzLPT+wbjtORUunne1kWYq9CqRlCCJRSqNfr0Go1RhD4iJNy0Q/8T3zmnp48OHbsXgFQADsB8Hggeogz95AxBlJKEELheQyO4wAAHMcB5xwe93bIXL45mpT3VZLk+7mFavvfAowA8As+HygGwVNad1YupQTzGFx37f5EKYUf+A4h5GguxFuV4WSJUvrLcqN51wAJAK60zncMll6xAMYYGGPAGAOldM1HjuOAMQY/CEKj9Yuh6z5fGUmm5m5Wb9wNQBkAF1Jib1x+FkBkX9pSMMbgEGfDx4Q44D4HY2w0F/nblSQu7InLp64uLMp+AQgAAUAC0EKqGVtza61mE2mWwhizqROPeygnZS8shB+4hPw+OTH+TL8AFMAAgBCAV44Ku32PHe0NZu8ppRv00GuO48DzPHCfl/M8f200Lu/ZOTT4zbXq1i1LAGh0sqDr7fSP9RkAgLSdIssy5Hm+qSNjDLTWcBwHhahACCHvHAjx6lbBAcBFJ/0SgPx7uTazbziW3edrrNVsrWbArIpUSgkhBITIIYRAlmaglCIMg0ZNmR+3BSCkTKXSc47jPLy+5kopaK3RWGl0gmUCWZZCSXVrTnf1cBmbbmXZ66dmL1/aFgAAmcn8vO+6GwA87kEqhRvzt+80QimiKNLK6M/OXJr7cKWdLqBT3i3NasAC6FYmzhNCNkzknKO+XN/UURiGkFp/OXVh9qOVdtroJ/jtAORSo3l2/STqulBKo91qbepICAHPpUcAtACkdkH9ANjgAoC8WV+5CjiN3kk+56gt17Z0JLIMWuuJI/sr+7G6t9zRbAZuZcEYI3MlZ3oPIakVsjS9ozNtDHzu7e03eC9ArxB1W+TnrA56a+84DgjdqI9bzhwHWunZfoNbAKwDkI12etZmQCqFXAhw30dxsCSLxaJ0GdvgiPs+CKVTUzOz09sFWFMCAHJ+uTYNQDLPQ7PZRFQcAOPeuQt/zb9/bXHpZCEqtLp/Sp1Np1BAGAbztWbzXfSpfmsUgOleXQAeAE8qpXcNDR5izN1NCZVpnn/+28W5k400W1xutq63suy7UiFiYeAzzvmCBr66Uq2+9+f8jYvoU/3W7MbvonMMFwEMAoiS4sDOShK/VF1Z+fryzep0N1tuzwA6am8AqHdH2n22bQACwO9CROicjrZFbU9bUG8dQAurvd93+1nrPXRsMOvYPut1ale/Xrxpz/22rPfsvV2KbT1lzxw7gLUCvqtf9X8AQNkkazCZAvgAAAAASUVORK5CYII=) 1 2, auto;}
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}
div.testarea{
animation:rwdcur74165 1.6666666666667s linear infinite forwards;
}
