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0.5%,0.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3klEQVRYhe2WTYtURxSGn6q6dbt7WkdcBeNecOVCwZUuxMX8ANGdoC4SQgiZTdCVCzciLhQRXahrIREVdGQCQiDJRgRBwzD5MCPix+j0THfPdPfcr6rjIrH7gqhzr9Oz8iwP5616eKtOnYKSce/YmJTV5kOXET04fkDCkSoPT+39ZIjCAH+cPCzBhoA7j+aojob8fWXXJ0EUApg+861UNlSYfPAKWzNs+XpCBaOamevbSkOolRY+Pj8uugo3f/sTMY7xS5N97bO7O0TZeTbvnlnxeoUA/rlyVKxV3Ph1CqUd31289Y7u9f0tImqeL7bPF4L4aPHjH09IoGHi9ykkTfnm3E/v1TQfbRKCFhu3Lq8YYkWFTydPiw402gKVjC93/tDXtf46KNq0EF6Cb3Dt9jKHv59dXYC38fz+BVGh4+F0j7H9/0G0Z74SbVpM3m2y79DPhe9AUKRYanWwKc3uy37Oh+uABBNmRfcuAVCpgalCMJC5sI6oZbxNhg8Q2xEwjsxU+rmeroMkpDoaPkASrkN0RpoDiMx6MBmpWRo+QMfUEOOIVM6BYARUTJSDGhpA21RQRoi07eeWTIVAasRiP6BcJYAlO4LXQteE/VxL1TBELKs1cKChLRpPL+dAU9exytEz1eEDzKsADSzmhuiCrxOQ0fHh+4WrBbDgLVoLHT8AaKZVrErpurU4AhR4xWJONic1rHe0ZQ0AXicWAohzr+6cqxKQ0HWFx0BxgLlUkEQgHnyAZj1YsWR+DQBeJCAC9cz1c69isJISpqX+twXvQCcB79HZwIFG5LACo+VmUcFhlBlU5pFoALDUcQSiCbvuA8pVApB2igQeSQabpYuOVAuUdKDYwXUiVDdmczXXclEGHU/ci0sBFHKATgRWmJp+wu4zV+XfRoNn7QSMZ2F2oRRAsd65fE+MUoh3aONBPD7LwHj8kT2l+rCwSJ/9RRAP6v/XyHv8+Fi5R+BzAG8AeWYyA7kKu+kAAAAASUVORK5CYII=) 15 15, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe3XP4gdVRTH8e+9d+b93T8EC9FgpWxrY6uFWGyTThAsLNIIYoQ0amFnkUJBRMTKTkEhQiQhsholnSSNuMiixCRiotk/b9++9/b9mblz5xwL9c0DWd2Z7NvKWx7ub+6HM5e5d6DiuP7uqlbNzg5bJfTd+89prdVg/eNn7htRGvDDh6c1Wo744toOjaUaN7568r4QpQA/fvSy1pfrrH27RdxyrJy6bKJly+3vH6+MMIedePPTs2qb8PmVn1CXc/adtWn27q0nVOu7PHLy9qGfVwrw84XXNa4ZLny9gbE5r7x16R+5O9sr6nWXRx/cLYX4z8k3r7ypkYPL32ygIeOlc+cPzNzZe0hTejx2YnJoxKEm/nrtbbWRxcZAI/DwyqvT3E7vBc1tD6/3EDpc/GzCmdObRwv4e/x24wM1tZz19TGrp/5EbPVf1Nz2uLq2x/PPfll6D0RlJmu9jbiM7vDetJbKAuAxLpRduzwgmCaiDWQmNsnbiE7w4ucPGEoLdTmp1guAaZOLJ9Vk/gBfW0BtILgCkLpFchcIbn/+gOCWyV0gM61pbRK1yE1KOoOaG6Dv2hgneFssNnR1jDbxGs8fsB8vIlYZuea0FswDjEhIzTF0oGObWISxbUxrA3uC2DjU9ecP2M0jLDCQ4hDtyhIRylAaBwePCtAdCTa2DBOZ1vayNrHJGeXHAOh4wAuDmW/Oji4Qi9LX1oG5IwNsdwPULOk4LwA9JVpsMQqVbnflADsTRccBJsUFaDMRYpSQyr8kjwjw+whUoe2LDmztpcSLSm2QzR/QGXgQwfqiA51+QuyVpeExHEapd5hc0KQA7Pcyor6nNjiG41gHGRoJmhWvIBvkZFahWgNK/heMEsw45WR75rObBBgJ6TitBCjVAcYJxMrGxi889cYnemu7w919D07obnYrAcrd4V67rs4aVHJsJKCChABOkHNPl74PlgcA9sxVRQXsX5tOBXlvtdLi/w+APwB2RlWYHnlM8wAAAABJRU5ErkJggg==) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhe3XvYsdVRjH8e85Z85927t3I1vFpAmChY3/gC8gKdZeSKeQIgGxSEDERiwEQbC3shCbIKZQcGWTCNGAYggJJLIkmsQXEnc3e937tvfemTlzzmMhuXObbHYme7fyKZ+Z38xn3njOQMm6/NmSlM1Oly4Tuvb5ManUa1xfPvrEiMKAX744LtGBiG8vbVJrVfjt6otPhCgEuPnVW1JdqLJycQPbMDz7wrKKFjS3fn++NGLXgDvLp6Xasnzz3Z+YquHtj35QAEee+V55a7ly/0gpxK4Aty+8K1Gzxtfn76KrmtMfrqjp7c8dvqKwlksbi4UR6nE73PnpA4kMLJ9fRTLHm+9/+cjMz52DEtPl5afGjz3urgEAf934WHSk0RWglvH0oXcmuV+7r4vTXUayRkabC2fHvHd8fW8BD+v+vU8k057V6yNeXfoPcat3Upzu8uNKhxOvnSt0PICoyM4pczhxPOis5b3QJJBiTFb03CUAUidQI0zFEj+HkzFpSGcPGIUGwXicVCe9WM3hQkoq8ewBrtLE64zM5IDUzONMhjeD2QMwi2A8QTUnrThq4FRCMoWaGaBn5lEmkOr6pDc0VUTqOLGzBwzsAkHD0DQmPasO0yEjU/UdknsEaLsIrWHk86vt60VqKsLsxzvwz1ihFfSnvritcIAI2A77cAe2BgFtNdvjMOl1XBOrPEPf2CG5R4B2DMSBfpL3Nntgmy16aWX2gAftDKwmGfoc0PZEDoYjv0NyjwCb24JIBsN87K+PAjYI2dRjmRng7z6IwFySX+1GO8G2hErPzR7Q7qYgAZ3IVC/GpkJrsA/DKEkNygckzgGDjiPqpVT6+zCOpe+QKCAufwSu73FaoNwNKPhfMIpR44RD81ODJ8lgGEhGyaNzO1SxaTiOIRNWb/7BS6fOyN21NvcGKZjA1vpWKUCxNdwbl8VohQSPtgEkEHwGJhA+faXwerA4ANDHLgoS4OEaUALhzFKpk/9fAP8COWZPrIweFI4AAAAASUVORK5CYII=) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhe3Wz29UVRTA8e+99/2YaTsTKkiCumHj1r9AE4iL7giJhh0LYkJCYNGENO7E6MIYUePGFaxN0BhJwNSN6JKQkBAg8qtgQ6G1w7QzLTPv5zksDPO6EfoefV15l+fd8+7nnntf3oGK46PLU1o1d+OwVZJmrh5SL2hw8Nr7r4woDTh1/YjGnsfCr8vQCHj3zr5XQpQCfPHXcZUw5NHsEuI7fn77orFei3fuVz+OTQNO35tWCX3mLvwNznHh5J8G4I+9543vt9i7cKASYlOA03c/VrwGt87PkVvLuelZs/H5lbfOGd8fY+dSeYR52YRv732meHDj4k1yTTl77Mf/zNmz8qGukjCc/OWl7900AOC7+a8Ua8ksZPjMvHFilHd49XNdtRGPdY0OfYY/PWDxyO9bC3g+vl84q7nxGFx7wszUtAE42vtaV23MyuxdfvvgTKn3QcmvYFx30NQ2vZXBKDYhbcakSctNlF0bAK/M5Ka2aGDxCApU3maojkTG6weMySS5s4RaLDZudpJISKTbAJgIdpNZQ+hao1jL7SJzbdbcfP2A5qBBbh1hEo5iY95uYjMkdJP1A3oLDuM7kn5xd0PZQdML8bVRPyDq+GRiGXbdKNbsGKKJJmEcvCBzywAWtaCDogL9+5bG6wbXcy/I3CrAE4O1EPeLWPe24K3A+mOpH5B1BbWWbL1YLFlMWe8bni7m9QMGHQAh3VCBfFlJfEF71VqCUoD0n4wcSxYXu82Xc1IP0qfbUIFoWVHNyCl2u7YopL4SZdtwB4aPQBUG48Vuh0sxA1+RIK0fEHUSFEFsUYFBJyL2layd1A9wsUOMEOiGC7eWYr0EG2T1AxqaEqtgtDiCIM3RVKnaFpdqSAwR1sS89mbxM3JkNBGyOK4EKFUBiDAo8zcf8Ol7P+jDuQ7Bw4QEYb3brQQo1cOd4rJaZxDNSa0gCLlkpAjfyP7S/WBpAMAn9pIqQsy/l04RvpSpSov/PwCeAblLQrtQd1A1AAAAAElFTkSuQmCC) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhe3Wv28cRRTA8e/M7I+7sy8/IImUH00aWv4CKFAKlxRIoaKwiCKFNJFCFJo0RqIAIQGRkEiZKKIAIVkiyIgioYyQIllREhHshPwwse9s39l3vtvdmXkpLLzXRPFuWFe8cnbezmfezuwMlIzjNyekbO5o6DJJH906LmFU49jssVdGFAZ8fHtSkiBg6ZcWUa3JW/fffSVEIcCFe6dF4pilmUV8aLj2xk9KB03efPB+acS2AVNzZ8TFIY9+/huM4bezvyuAG0cvqzDcxdGnk6UQ2wJ8+td5IagxNz2P05rpMzNq9PkfR75TYVjn9cUPCyPUyzp8NjclKoC71+7gJOPKqR9emHNw9ZR0yBjsvfTS924bAPDFoy9F6wB0gCXk3KETW3kfdL6Wjk75R3q06TH48U+eTU7/t4B/49unV8Upw8Zsi3MTpxXAye4l6eiU1Zm7/PrexULvg4K7YEx2U5cm3dX+Vtu4b9LwdZpmvOjYAARFOtdljBqGgChHuXEGYkh9o3pAw+/BGUMs+WBj6jVSv8FQdgAwHh3AakVsmlttTbMPazLWzVz1gPp6gNOGeJCnNYL9JCohNnurB3QfG1RoSNfytRsPatQbMaGPqwf4bojzmqxrttrqbcWwAXG/8A4sDkjbenPjbuQVWJvX1A4ozAiqMkC2rFAasrW8rXPfo5eht+CrB9gVj2iN6+WDmdWMXk9hV1z1gGEbwGNHKiAtQYceuuWuBMUW4ZLFoXFJPltpOWwAtr8DFUhbgojFk8+2/8yThUJqd2ANJAsgAoOxfLbDxYR+KPgo2wFAO0XwiM4rMGgPyULB7kqrBwSJwSlPJDlArWfoIMVEtnpATTIS8SjJP0GUOSSTkQO6WBS6kAhDlErYczj/72ssNTw2SUoBClUAhoDw+M5DPn/7e1mYbxM9SUnx9FZWSgEKnSDfcFO0UThxZNojeKy3pHgu+HdKnUaFk77S10XwDNlcdILnEz9R7ij8P4DnLr0+zaz2qt4AAAAASUVORK5CYII=) 15 15, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4klEQVRYhe3Wz4scRRTA8W9VdU3P7OzkBwlIopdcvPoX6EE87CmngAchh4UQlIQkKIsinsSTwYuCHsRDIGBQL4IJm1OSYwgIYVHB/Da72XVnd2dnNzPTP+q9HEK25xKy3bH3ZB2r69X71KvuroKK7fD1Ka0aO95slaDp399V32jyzs3DL40oDTg5N61JFLFyaZlGs8Obf7/3UohSgJm/TqjGMauzS4h3XHz9vLFRhzfuHquM2Dbg09tnVGLP/G/3wTmufXTNAFw99J3xvsOh+VOVENsCfHbrYyVqcu/XOwRruXRm1ow/v/HaV8b7CfYtfVgaYV404PPbXygR/HlxjqAZFz74+bkxB9Y+0R45w71fvnDebQMAzj74Rq2NwEbkNJg5eHQr7mjve+3ZjEc6oMuA4S9zLE5f+G8Bz9q38z9pMBGDm4vMTL1vAI6vn9eezVibnePykbOl5gOIygxu6y4yLI/WBlt9k9ImZUTuJsrmLg9oaZsmjghfoMIkQ/Wk0qofMCG7Cc4Ra5GsbfaSypCR7kAFJv1+cmOJXWerr+P2kbvAxlhfbYBW3xGMIx4Uv48Jt5/EZsRuT/2A/j8OnCNdLwBx39FqWXzq6gfYDU8Qi2wUyVorhlEL4kHpL7A8IO9a1IIZ24L+LUvzFYPr7UAF8hWDsZD3i77RA6G/ApsLUj8grApqLbJZJHNrGWHTYPqhfkDaBRDCWAVYVpwXzHq1K0EpgPybI1hCMrba5UCIIDzegQrky4pqjlKsdrgoBK+k+Q68A+kCqELSLlabLiU89oo2svoBWTdFENSOVaA7IvVK2JXWD/CJIxjBawGwGxkuSnGNvH5ArBmJCkaLLWhkAcmURqX0Ja/lyghMwu5X47EJcloIeZJUApSqgDIClId/3OPrt37UhTtdGg9TUoTN1dVKgFInyDmuq3GGoIHMCoIQJCdFOC1vVzqNSgf9YK+oIox4+tIpwgmZqnYU/t+AJ9Y1PskQHQKnAAAAAElFTkSuQmCC) 15 15, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.5%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYhe2VTYtURxSGn6q6H32nRVGJOFECs3HrHzAKwYUgWWQVSEggLoMuFCPqViEQg/4D10E0CyWOEgRbIR8yEAgiQqKOTjLOOG33dM/0x/2oOlkk3B4Xat9rulee5Vv1Vj2cU3UOlIx9F+5IWe/a0GVMH0//JhUTsPf8728MURjgwI274sUeS79OE6gK75/7440gCgEcvHVfQglZnLmOEZ+rX+xQuu+x86tHpSGGBjj88wPxJeTxTz9gMNw6c1QB1E5MKd/6TH32dymIoQCO3/5TKs7jYe0y2mqunz6s1q7PnN2ufOWzef9iYQj1ug2nag8E7XHv9lVShIsnv3ypZ/Kjpiw3oFfb+NpzhwYA+Lb2RDQarCbrwLEP3819n3+9LMttzdMFod6C3vwlFn45MDTAUCU4uuc9dWTPdhVlwgTwzflreaojTxEZxUb5kUffb1BFLgfwimyuipA6ePqsmWvrtCPxIItMkaPKAURKqPgvmqrK0rNCghs9wETmcJkhZPDYq1aRKEfflWsFhQAmqwE20zz2B+neWjUEiaHrjaEEWyMD1rApHLyzyQmPIFa0wzEAhK0VjAoIkjTXtoQGFQnz/hhK4K+00E5jOqu5ti1S+H2YCwv9vjwKDSNdn4Hl5+jubK5taHeYqni8Y8ZQAtV5DroJvXauucYc2tsEq81XOP8nANdvoEXjkkEJ0uYcyu9iO/XRA9Cu/9tu4kEGpDGN07uQ1tLoAbL4GToDG8e5ZpMl6F7B9jqjB5DVJTIRJBlorrmAZD6um40egNY8iGA71VyKVxeRnk9qgtEDJN06TkCywe/tr9SR1CcJ148ewKgYh0KCQddLZYVEeWR6DBlII8HFgl0z+ayfIpJCufuLdcK+hthThFu25VrmgZuAOI1f4Xx5FMpAX4NomJ29x3eHdkv9yUMS9xcugUarUQqg0AS58wmitMGK4FKNE8isw6XwwRVXahoVNt38VIsTyP7rBU5g36Vyl78NgH8A9e9DJ9xTDagAAAAASUVORK5CYII=) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhe2WTYgcRRTHf1XVPT09G3cTIiGrQchFT+LFazyIh1z0qgfxkKMIEomiKHgQEUSIhyjevYgfhyS4GvQQPYWgKCEERZNNdM1mnXZ2k9n56O6q9zwIMxOCZLrDzCnv1v+uV/Xr/3tdVVAzDn5wVuvmToatk/T0xz9p0zV44p1zdwxRGeDQp+c1yiPa576iQZMDL/92RxCVAF44/osmmrBx/hROYlZee9DYQcQjz6zWhpga4PDKRY0l4cqPX+JwfP/REQPw3bH9Jg4x+w/8VQtiKoBXT/6uTYm4dOYEViyn3j9sJt//8Nk+ExOz+6GNyhDmdgPeOnFRsREXzqxQqvL528//b87yw5u6lcFgfddt550aAOC9k3+oVQvB4nvwyrP3jfKee3FLtzYt62tK1oHB9S+4tnpoaoCpSnDkyQfMS0/tM6koLQPvfvj1yOo0NqSRYdfiN6z+vGSqLA4QVRm8YJQSWG9vjrQdsVA0wLdclanqAaRWaTYhmvjGxThQWKUwMnuAnbGAdSxE42bfs2CIC8EP620FlQCWdzRQb1lKxnbvvcfR8o5udw4l2JNaXIjYmYxrsNyKSHNDO5kDgLue4UwDV/THUInDpUornkMJ4v6v2CC4/p8jbTk1xENucmVmAHaYgVqsjB1wN66yt3kvS87PHsAM/wFjIb8x0qRzBaIust2ePYCUHaxaxG+PtHJwGhMeJfTmAEAvQwDKsQMa2sjgWzRkswfw/m+sh+DzkRZ8G4qIUPZmD6CDNl4Vneg36V5DyxgZzqEJ6V8FVUJ/YSTlgw20H1OGxuwBikGGKKiMT/FhL0PzmMIvzh7ARTkiBp3Y9Uq6FDbC2zk4UCaKFEqwY4DQKFEtp7xb3RqVruVDA7k1JLvvH2negaSQT/wZVaKSA0MDauDy5Qt88uZjmq1domisISV0tju1ACoZd/YN1BhHEEVKiyj4IEgBjx+TWkWonHT6dasi4Iv/nkXg4NF6i98NgH8B2T8/QEGscnQAAAAASUVORK5CYII=) 15 15, auto;}
55%,55.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6klEQVRYhe2WPYhdRRTHfzNzP97bt3GzfgRXgxALsROsbLQQi5QpBLsUKSXNShALQUUhEAJCQAQ7uxR+RMVoEMSPKkEUogmi5sN1Y7K+m5dN3u5792vOsfLetZC8e8PdylP+Z87M7/7PnTkDLWPvsTPaNndr2DZJz737g/ZcxDNvnL1jiMYAB47/pEEaMPzxMyJ6PLn86x1BNAI4+MHPGmvM2rlTOAk5+fIjxqYBjz17qTXEzADLn1zQUGN+//5THI5v3jlkAL5+e48JfcieJ660gpgJ4KWPftOeBFw8/THWW04dWzZbx7/7cLcJTcg9D681hjC3m/D6iQuKDTh/+iSFKO8dfv4/c5YevaHrCUyTxduuOzMAwNETK2qx4C3lJry4/4Eqb//BdV0fWa6uKsl1mI7f59rKgZkBZirBoX0PmRf27TZ9UeYMHHnr88rqfmjoB4bFhS+4dG7BNNkcIGgyeWCVwsDV4Y1Kmw+FPIJyzjVZqh1A3yq9GIIt37iz5/GRUgbSPcBiJBjnmA/rn33XwBDmQpG2uwoaASzNR2hpWYhru5d2OAalYzzehhLc1zc4H7Azrmtw/1xALzOsxdsA4G4mOBNi80kNFTtcXxmE21CCMP0FWwpu+kelLfUhSs2/XOkMwKYJqMVq7YC9dYVdvXvZ4YruAUx6HayF7FalyegyBGNkY9g9gJQjrFqk3Ki0Iv8Ws/E4fvNs9wBMEgSgqB1QP0TyL1G92T1AWfyF9eDLrNK8H0IR4IvN7gE0HVKqor7WZHwNLUIkLbsHYPonqOIng0rKpmvoJKSQqHuAPE0QBZW6i6eTBM1C8vKu7gGcyxAxaFTfegVjchtQ2m1woOgpkine1AA+KlAtoOW7uNGzPDWQWUN894OVVjqQPmRbTkaTaORACqiByyvnOf7aU5qsXiSPVpEcRhujVgCNOsiZV1FjHV4UKSwiUHpBCnj6TWnVjRonffWKVVH4x3FR2Huk3eb/B8Dfos4/QS5JO9MAAAAASUVORK5CYII=) 15 15, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6klEQVRYhe2WzY8URRjGf/XR3TPM7IQPYyJy4eLVv0APhsNqjKdNSDiQwMVEOUgkxIsnY0zUGD158MINE4UDRsgSDoAJMcTEhCgxIrtZvpZ1ZncHhmW7p7ve14tO7wXYbpg5+R6frqfql6eq3i6oWdMHLmtd78aydUx73/9VGz5mz1tXnhqiMsDBD39Tn3m6d84Qa4M9r1x7KohKAIc+/kMTTVhanMVJxOkfXjId63nz5fnaEJsGOPzpdY0kYWHuRxyOi2eOGICTF3abqShiZvftWhCbAvjgs7+0gWfuz1NYscyeOGw2fj/+yy7TjCJmdixVhjBPGvDRF9cVPFd/P00elO+PvfNIz74XVjXvw3fr254476YBAD7/8oZaLFYsUQHvHt058n2yv69Z3zJYVAY9mFs/wbm7B58twH917Ovb6oJh+eEV3js6bQC+evueZn3LtdVZvjk7U2k+AF9l8NaWYnK4ubg60jptYW0I7cJVXbs6QLup2AbEG1ydVsCtK62hjB9g2xbBBkcrKQ/79pYhGQqttF4rqATwfDvGFJappIz7uSlHp3AsDCawBUlzDRcscZKVUFs8aWbYmkwAwIV5nBis9EZaJylImjHNaAJbEEUDrAjOr4000+yRpG18ktYCqPQzsqYHto91D0stvYRvLOFcvxZApQQMy2AtyP2RJo0VuP8TIgvjBxCzglWL8GCk5fEqJokI0dpjnM8IgNBDAEyZgPouEkeovzd+gML9jRUIWl7D4LtgPYEJJKB0KYyiG46u5HdREyGhGD8A3AGUkLdGSiZLaBqRm3j8AMPQQwTUlBGkWQ8NEUPpjB/AJRlSGDQuu17uBwy9p/ATSCCPFVElUAKEOEclh3rrV+uEqUCmhqT14kgrLEgDsiJ7jPPRVSmBNIAKzN+6yvFvX9Xl7hxDfwvJYOXBSi2ASm+4ny+jxjhCUCgsIlAUgmTw2utS+T1YGQBg9rxVFeDfay8Cb0zXW/z/AvgH+70uSPT1pKwAAAAASUVORK5CYII=) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe2WvYtcVRjGf+dr7p2ZnZj4BX40aWz9C7SQFFtaCGtlsShCTBPQYGUTwUYsRBBMkUKRFAnCQiIrKaKdURCCJBLd6Aaj2ZlxZtbZ3Zk79973tdE7W7jZvTfOVL7lc89zzo/nPefcAxVrcemqVvXuLlvFtPTadxqHGseOXbtviNIAy298rz7xdNqf06rFPP/Mj/cFUQrgxFs/aKQRG+1VnAQ+u/SUaVnPi0//XBniwAAnT69pyCPWb1/E4fjq8usG4OMvj5pDIbB89E4liAMBvPn2TxrjubW2gs0tqysnze7vH337pKmHwMsPbZSGMPsNOP3OmmI8129cIs2V858c39Nz/LG+pgM4Mzqy77wHBgB4793b6q3FYwkZvHLq8cL3/ksDnQwsW78rW124ObrAyt3l/xbgn/r0wzvqckNn5xonTi0agDOvbupkYLnRX+WDL14oNR+UPAUPNJVWXdne7Bdaa0GoN4SFliu7NgC+zOBmXXEx1Ha5Fpo5bqQ0JjJ7gMMNweWORjTd7A82DTsToTGudhWUAnh0oYbJLK1oGvfDLUeaOdaGc2iBrw9xucVHo0J7pOFJEsORaA4AjnWcMVh6hRZHI6J6gyjMYQ+EaIhVwYXtQjP1LowbmGj7Hs69q9QxtLYLdoD1O1NNvsHHbZzbrARQKgFj/wAs6J+FJvUepF8jbn32AGJ7WLWI2Sq0NOpj4kAeqrWgFADaRQDMNAGtdZAooGEOLch8GyuQm6TQ8tAB78mZQwJqOmRW0V1bV/K7qA2IZrMHwP4GquRZs5AS2UCTQGpqsweYSBcRUDuNYJx2UQlM5NDsAVycIKlBw/THk/ohE+/JwhwSGDvFiJLqFCCvpaikUG39cjfhcAw7mSFETxRaZkFiSLLkHs69q1QCW2PwCjd/uc7Zc89qr3uLsfkVFNr93v4T/EuVesOtXkWtceS54sQiAlkmOIHF56T0e7A0AMD5K1ZFwPx97EVgabHa4v8XwF9voyWCvwTIjwAAAABJRU5ErkJggg==) 15 15, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3ElEQVRYhe3Wz4scRRTA8W9VdU1P9+xsjDn545KLV/8CPYiHhZwEQRAJkosxeAksIXrwIiIEjyaCl4CHEMRcBCPrKXoMgjBIUDTRlWR3487uzP7I/Ojues+LTq8HyXbHnpN1fF2v6sOrqq6Cmm3pxE2tm3uw2TpJr7z+vbZ9i5de7D0yojLg1JkfNM4jNgdf0W21Ofncz4+EqAR4a/lHjTVmrb+CV8+n158xizbizWd/rY04NODs27fVh5jVtS9xOG58u2wAPvrmuOl6z/Lxe7UQhwKcf+cXbRNxZ/ULbLCsrJw1B79f+O5pk3rP+WP3KyPMwzp88N5thYjerevkQfn8szP/mvPuEwMNQ3h/fPSh4x4aAHDpw981shaPxRfw2rknZ3mXTw61GFrG68qoD73xNa5snPpvAX+3ax/f0ygY1kc9Tp9bMgBX39jRYmjpDVa48PXLlcYDiKp0XuwoNofR+mAW6ywI0wzSwlWduzogTRTXBn8ga6ET8GMlyaR5wJFUiIIjicvNfrRjGGdCOqn3K6gEOLYQYQtDNy7L/XjXIYWjuzeHJXDJLi4YTPygBKSGMLU8Fs8D4O/inMG6YRmLd7FJgvHT5gE+2cOK4FplBUyyBZPkH1VpDGCjPojF+lEZi3uY1OP8avMA47bAWTC7s5ik21BESGu/eYBE21i1iC0ny9sDTOYJ81gCTB8xgC0roPEmknq0tdM8oPB/YAWCKXd8iDchiwhmDhVQt0lhFTlw5EU30MgjFM0DxK6hqoTQmcWm3EdzT25bzQP2sz4ikGv5kJoUfVQ9mS42DwhuSiGGqZYXT+73yKKI3M2hAju54kTJQgkYaY5p5WS1pq/4LN+bwIOpoRU/NYuNC9gXGE3ncBfsT8Ar/PTbLS5efV63+nfYye5iBTa2t2sBKr3hrtxErXGEoDixqEBRCE7g1Rek8nuwMgDgkxtWRcD+dexF4PRSvcn/bwB/AuFdKk+9C5pFAAAAAElFTkSuQmCC) 15 15, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe2WPW8cVRSGn/u1sx+WIwMiSkKTJqKjowMhoHBHg0QHUhokRBMpsigQDS0FHb8ACQmQEAFHJhQGKRQWAilBCGQnMWSd2N71rnfXuzuf91AEZt1k45l4XfGW79z3nEfnjmYOlNSVxTUpmz0sXSb0zRu/Sq1aYe3VG48NURjg2sXf5JS1fN+6ynylyvoLjwdRCGD13T/kVBBwbWeFunE8u3xBWR1y57nV0hBHBrh+6ZbMu4Dlv76lYgwf/HhZAZz/4XnlXMbW+a9KQRwJYO29DZmrWpZvf02gNe+vXFKHnz/z8yvKOdh58tPCEOpRB25+eEsslqu/L5MmwtIX7zw00z3zubA/YmH81iPrHhkA4M5Hf4vVGoNAOubs0oU8t//mddH7EXJ/AO2IL8c/cXH74+MF+E9bn6yLyhJujNZZXHpNAfTefgCw0v2F17+7XKgegC1yWBoxJAnd+7u55+cyiAWTFipVEqCWQlXA+tzLGjEyjvBxMnsAXw8xWYYEae6pRoyPYyRMpySPCaDydIjOUsxcmHtmYRMjXcygVP9iAOZMDUOG2ggmBc7WUZUIM7w7e4BxrUfFKLJqPIE6HSCqhuy42QP03QCtPUMzzD11rgY2RG0FU5LHBLCn2xg0Qz3KveSpPtV6FbNpZg/QUXsoNAP6udf0HZ6oWgb2YPYALd/BaU3fT5o1ky5j5djLhlOSxwTQoQ0eeocmsCUtDryjLb3ZA9xNd7EaelmUe82sxRDL/klMYFdaSCoMDv31W36bkTh6/gS+hPe4hyBI1si9ZrTDgjj2ksrsAbbjB+9AQyaL1G7YZiyOYTw/e4ChiVBeYWVyB61kQD+2kJ7ABA4SwXmhnk0AelmCk4TGlNw0FVrL4xDSSHE6OJd7SQojD6MompJ8uApNIAlBCdzc/JMXP3tJbrc36MRNrIdBp1MKoNgOt+bEKINkgvYZePCpx3mIXvaF98HiAIBebQgeSP9dwTz4xbhU8/8F8A9STk0mChFpcAAAAABJRU5ErkJggg==) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe3WvW8cRRjH8e/M7N7ei53IVoIhQZHSuKVOAQVCyAWiTZciRQpAkYKiKEUqojSIv4COLgWRkIBAlMYGRRFuIqFgIZHExnJi57x353vz3b7MPDRoLxKKdbvJumLKn+aZ56OZ0e5AwbG69L0UrX1x6CJFD84uS6Vq+P2Dm6+MyA14eP6eeN6Yn3bvUa0o/nr361dC5AL8+dmqBIFw5/lv+AYWb59Vnh6z/s4XhRFTAx5feiCBL/z4968YA5d/uaEATq9cVL5veXr600IINc2kR1dXxVea79buoqzl4g/X/lPXXFwU6bVY2GlNtebUgMfX74uH4fbaCpIIn3x75aU1nVNvCft7zIWjqRFTTdz86r5oDRoL6T4nrnyY1e2dOyd6sIeE29AKudUfcX5zZ2rAVHfg1OUz6u3PzyipJVAXfv7ym+y81UwNNVPjbn2Oo3+sqzzNAbw8k6UhkGzR2e5kmZufARVjojTPUgUB9RboWahsZpmdbyBqhIvj8gHuWB2jLDIbZJk63sD5MTIclw+ovDmDJsUcmQDMwiymkWLa/fIBbr6GNhZ5AeAt1FH1CDMfHFD5mgBN08U3iqGenLd5I0D8GlL3yweEfh+0o2OGWRbN1QiCMeroIezAUx3ioenq/Szb0j2OzVbZr5nyAduqhUbTppdlT1ybLh5NNygf0HYjtBYGbnIHNpIOA+XTtMMDKl8TIKQLDnqMsmxdduk4n23plg9opiPQKZGNsmzL9uhg2TuMHdiVPpIKyASw41r4YkldUj7gGR0EoWEnzZ5HA3wZUUmq5QPCeAhO0DL544bjHr4kHIkLPbDzASKjUA5EKlnWTxxeDJX0EACSVBEXI3bSLLE+iQhQeXnhASMfe2xQkcfJYGGSpR64OtFhPEgYGxDH2sY67928IE/CDbbiMbiEdrvYlzDX+43Vj8QojVhBuwQcuNSCS3DvL+dbqxAA0MsfC04g/fdz7MAt3SnU/P8B8A+jnEQCxtScywAAAABJRU5ErkJggg==) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC80lEQVRYhe3Wz2sUZxzH8ffzPDM7+ysN0da0VYRQ8OLBP0DsQTzkai8FD4V6kiKFiqgnLx6E0nPPXgQPCjn4q6jgD6QSKC1SgtCaVWOMm2z2R3Y3OzM783y9lJ2AGHbGbE59jl+ez/O8eH7MPJCxzU7PSNbsxqazhP789p7k8oanRy5/NCI14O/jj8RxfG6t/E4+p/jn0K8fhUgFeHbyiXie8Ft1FtcI+24eU472qRw4nxkxNOD5T3+I51puvHyEMXD64UUFMPXglHLdiMWpqUwINUynf889EVdpZubuoOKYH6+ffy+3vH+fyNoqkwurQ405NOD5hcfiYLg59wDpww9Xz34w0/jqC2G9ycRSb2jEUB1f/fJYtAZNDNE6X56ZHuSa338nuttEaktQr3Gt1eN45e3QgKHOwN7TB9WeUweVFCIoCrd/vjTYb1UuoMoF7hQmGP+rotJMDuCk6SwlC/EbGkvzg5rdUQYdYnpRmqEyAsoNUGPgJbF4ooSoHtYPRw+wO4sYFSNlb1BTn5WwuRBp+6MH5D4vo4kw4wnATI5hyhFmtT16QDxRQJkYGUsAzmQR1Q4wO7xNklsEWDYtXKPo6GS/zS4PcQtI0R09YMVto7SlYbqDmj9eIO/5qPFtWIFFXcNB09Lrg9qCXuPTUp6uZ0YPqKomGk2DzqA2b+u0cFi2nU2SWwSo2x5aCx2bnIFKv0FHuVTj7ibJLQLUaIGFNXqD2rys0LAuS9IaPWA58kFHBHGyAm/jdZoEtLZjBVakjUQCEiQAW8eViMgGmyS3CPCGJoJQipPJqkEbV3rk+ttwDWthF6ygNzy+an4bV0I+CVP9hbMBAqNQFkSSWLtvcUJFLsr0wk/5O+4XEBsicTJZP3bpiwC5TIB0bF+jAsNubzKpRQ7YIkGwDQ8SfANimXtR4esrJ2S+9pLXYQi2T72+lgmQ7uTMHhWjNBJbtI3ACjayYEPs4buZTmHqkL7/jWCB6L+PkRXs9I1sV+D/BrwD4QdEms0sWYUAAAAASUVORK5CYII=) 15 15, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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95.5%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3klEQVRYhe3XP4hcVRTH8e+999333szsZI1N0PRpbWy1kBTbioFACgMhEgj+CwSRNAoWNhZBAmKjpRZZUMkfNpV1iCwJYVFiEjGJu5ud2Z2dzc7M+3eOhTpvQLLum+xM5SkP9zfv8+bdeecOjFnXX5/TcbOjZccJLR47qmEj5tbxw8+MqAy4/dYJDWYDrj5YI26G3HnnlWdCVAL8/N7bGs1GLNxbxceOQxeumGCf5f65l8ZGmN0uvHv2jNoIvr/5C2oLzvywMMw+/PRlNdrm4Ln7u/68SoBfP/pQfWD4bnEJYwrenb/0r9zj84dU8zYHzrYrIf5z8d3zn2gAXFlcQtOM099cfGpm4/MXFOmw//3+rhG7Wvj7V5+pDSzWA2HOi298MMx15t9UKx00WYZ+i/kbfU58ubK3gH/q0aUv1PiCWw96zJ38C7F5+ZRa6bDw0wZHPr5WeQ8EVRZrswEuY6O3POxJfQbSFFfLq157DEC9BjYGX8aKegP1fSROJw+QZh0XFGgcDXvmuQaSpGhtMHkAszOIzTH1EuCeb+I0x81sTR6w5WrgCrZNCUhqdUKToDPRDsk9Aiy7AcYJXZuNoCIirdFXP3nAlg8QK2y7coS0TY2YAT0zhW+gZQWL0rMl4I7tcsDEbDo3eUDbKBboIiVKAjp0WZUp/ArWRbFWeSLl9N3IPN54tosp7IEWOQh0KQFravHi2dQpPILHuQFbkBTlI1grHAGwPdKbGGBNCzRX0HLmrEiCVyWXKcyCPxAUpVGU7/3VJMNrjzDbIbhXgFaagwh25ATYGiR4LdiXFpMHJC7ESI5qOOxtZY4gdYR5tbEyFkCzCBXQkZvNipBMBQifmtupqv0vGAgmUQ5GzbKXW5CYJJnCJmQgoMrSb4949duv9V5rhYepB0lYX38yFqDaGe76gjpj0aLASgKiSJ6DpMhrxyqfB6sDAPvjZUUE8r/f/SLI3NGxLv5/AfwJYfo+248nqNQAAAAASUVORK5CYII=) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur71636 3.3333333333333s linear infinite forwards;
}
