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0%,1.15%,100% {cursor:url(data:image/png;base64,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) 0 2, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxElEQVRYhe2Xa3BVVxmGn3UuO7c2nnQGK3ZM0NZaB7BQbKeo1TFjHRlGGy3TTEQgFAikg2AInOSc3IDkJCUppaXYam1l7GXKpTMM/GhRaoa2NEEEapq0VqJDwNggoxOJabKTnJzXH5uck91cSPSHP/Sb2bPX5Vvf+671Xdbe8L8uJqMHpdngG4QUG3w2JA9Csg1Jg2DZkDrojKdc7ScNQpLttP22o2vZsGk3ZtoEAGZ1ov8UPNkGa8BZb9keHjgUmxKZuNLcNjQp+Id+rCGRaoO6G6mPfHUMwAu5Pvn6PaR5vfhtL996tfeaJFwK9zShiXZu2T6eWB81AFtz3teVr51nV9EiU7asRcYvan4+L27rV/fPUor8pMT8eOVl/uHWCYn4RncmAv/pakz4oSatf/oD7SnIMQOf62ZX0SIDEHn+9rjxyPaTSm2fyTefzzIAZ787T9Y1wsIzujMROICnO409BTkG4PruFPbMu6QDSdKzd/5dT2xpEUBZ5d2m6Cp4w4+bdceh35lkO0bnXbdoSgTGAw+Gjwug5qXZpvre89pnpFv23s7Hu24k+VaY6bmBT5/8AkfvkX628U9xIG+3nx31zbr5aItJ6u2n5+bMcUm4CHw02otrj8nfmxqf/+xrs7ACkDYLepZ08J1WY7qyz2FZYLzixsbPALAr74I2lX/RlAQXGoCkqCFpaAjdVDSGhCsGRoPvfggD9wJQm31R4cZM40sFfzosbjeGdmdNl9XDql8b88rnJR/w+I/atPGxrLjjdxS2anfGAGW/eBEGo5OfwOg8j2R3xNmGGzNNxYoW9d/xNzwWNITOxOfKt91pAP75sSvEBsGTMhC3V597XiVPzTX/mPMB9PQTtQfH80JCNjyJtjyKAEo3nxBA1ZL3XcdWXfR2vF9Z3qRQ9euqDZ7Sy2nSwawhAVSve2dcf9uBtepPWz1hQLLlUVRWyxiF8sIzrrFQcbOrv89IL18vHZ4pVW/5rWuusuYNVZU1q3b5e+oLrFXvdatc82Nc4LehbI0DuLHuVScDnloQ92lp+QnV7VxoNtc1agRc6eBLhfu6jKlocFxSv/ycALxX0tgWWWg+/MoFYh6I+tx1wUVgpLabmDMceCcTgIqlrQoHmwQg3zAAj4SyzTMzu2UFIDUVcv5qTG114mSCz91qAKoaHPKRgkUm6gF5XZBuAiMXS82z8w3AtpdmG4DqF+ea2vovGQB/X1JcP6MvQM/sLu7rMgYgmuyQi1Se0sMFbQJ4+MH3BFBb+LZisRix6PDEBEZutQ2PH3Eq2xrHn5XfSwRiTf3dBuCx+9vlsSD/xCfN1nonYNXnBaBs+12m9Ok5BuDKvL8AMGTFGB4eJhodm4pxebIAPbMCVea+q2CwSZsjr7kCJrz+tEMs9JYADs1QfL5660mXbmTD2THBfDnwoC5dt2LiLAB4IQ8dyBknE/LeFUD5KidAQyVvaXtFs2qCpxJpud4NWrf0984JBpt0OX2lLqXnTw4OcCAHHVmMCn+yXwDbFrfHF5WE3oy39xlp5BkNHg6fUPladyrWffu8LqXnqzP9GrsHOLIYHf06Kil+U1VLW9w5vS6xw4MpTt4fvinhhoqlrfF27Tc6XGs7re/ropV3bQIAx7+Mmha43TC6NI8UpoY1zhHvXPWHcQ2Xrjut4rpfqtOTO3VwgKYF6Owc1HYbKil7XaG1v0nsMufcpIYa8hJXcrjqDf3Zn6eLngfUwZKpEwBouw39MQt1zkDFO46NWVxcd0yVuU5ghgrPqLTmeCJVVzs1oDOQrwsZK9SRvmx64CPSOQNdzkA9FupjmSLZHfroPTAioQ1OGm7ce8gJuBtWOuCB5ZOCT+nT2QYlmZVIIkoMi+dM2brTYsBLZO98s2nnK0o79Sl+uD9CDBH1wLDXkDW0b3pfxZNJjHxFiREDYsgBuvoe/YyMZXJwev8F05FefqDxwD/B/n/L3v/lvyr/Al1y9FuU88NhAAAAAElFTkSuQmCC) 0 2, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0ElEQVRYhe2XbWyVZxnHf/dpz0tbXFsYsmWBmogZhhFSC+o0SiyazBAiQZSxurGuQLcW66T0lPb00NL2UDjSEggpLk7nzMbGspiJ02nQhYZysF1LLbAXRQct3TrRwYRCT09Pz98PT3vKQ19o9YMf9EqenPu+r+u+///nerufA//rYtKvopQwJEYgKQyJYfBEwBMGdwRcYUiOWOtJw3N3BNxha+wMW7auMGzZj5k2AYBP9KD/FNzaY0iWB+dgEmsOXZ4SmbjRorNoMvCUfieuQeHqN8Qu/55g4MtjAA6tnyHX4AxS3Em4BjwsP/T2bUnYDL4UQhO9eUokkYaCqAGoXf2OPrz/HHtLVprK9Z1yJ8coP5gZP6spb6lcssKa8NEAn3n19IREEm+eTAT+1AaMb3NImxu7daBgjen/1BX2lqw0ADueXRw//EBDm1K6ZrNsX4YB6FiVJWc0NqkHHDdPJgIHcF5J4UDBGgOQmZjMBw+8L93dqQ/X/V2vHTglgM1blpjcYfAf/OikMl9pN56+G/RkztOUCIwH7i0/JoCq5xeahpXnJRPSN/fHmHPxEsx3M/OjPh74ZTpa/q5eqfxrHCh60UlNsEnzm981riEHVz85PgkbgVuzvXjnUTn7kuP677/aC3e5YL6DX307FXN8gflFdgSiEdQ/wDdevgbAwZwulVUvMX7vMgPguRbFdT2C5hRN6AkAcp9D+U+jokZshjuzuwWg1FZp4R9turqqNkv36Q4ps1M/9b9p0+/KP6Oasjek9EIptWAMgTE5MFLngewLcePy1+eZvQWn9Y/sdHA42eNvj+vKqpYYgH/ekwJXh/Akh+Pn7fnWeW17apG5tvhvEB0iGhua1AEUNaKSBuvtt21tFkDlmndsrKtKOuLzivKQvJXHtK+8VfpYi6LzOwUQLDg9rqvDafm6kZY/cRhKGpBvJ2MMKp5ot635ik/a5jIhaVarNLdddWVv2AkHmlXtb9HOR97SjbR8XU/dZNOPCYEzDL6NFuD36l4TQO3BrHitbytvVqD+frM18LpGwElLAo8DczHLlNUttcow908CcF3zsL3mc+b6si5iDog67O9nIzDS203MWk47PQ8Af84ZVXhDFmCiFcc9vmxzJaNDpCXCHTHMe0tMMNASP73kmXsNQPkuK0cCeV83UQfEHPamaCMwcrHU/thqqzteWGgAap5fZGqDXzAA7rA7bp/WZ+hd6sZ0WR4KOwcBCFa1Klhw1sqHDW8JoK6wQzEHDMneGceEwBOGon1HBODbaMVz++rRRKwOft4AtBeeE54od59zsGP3cQGY/gQAvFWfNd7G+wzA5cXvAzDoiqGBKLHoJJXQuAk9vR5tX/umvN6QtgZ+ZwuYv8iqeV/ZCSsc97TF9fU1LTbbwJZTY5L50p0b1Zv+2OTN6Ll16KVVYyuhKsdqMP7hBPWXnlC9/6Tqy1vjtreC7l7/tuXBkhO6NDNPvbPyJgcHeGkVOrICPfHDwwLYseJcfFNp6fH4WCYkmZCUYJVk7ZMWeGVFs6oL7aUYXHVBvbPy1DMz9/YEjqxAv/kKKi0+rsqcTtuG6sLRfqCUFimjXZo7ulaVcyY+rvtal21vz4yH1ZX6yO0JABz7Igpl2cMQ/Opoa/YPE9lXaLl4/6Y/j3tweUGbSnb9Vu+5c9TteWhq4AChLHTqPnR2ASr1NaksfzTBqlePDzYie3NGr+TSiib1ONaqO/FBXXA9OHUCAGcXoL9koJ7ZqHj30TGbi2uPqnqdlZi+ojb5A01xm9rHrR7Qk/aouj0P6bxz7fTAR6RnNrqUjq66UBgUXN6lW++BEal48g8C8P7k5/rg4xt1cc4Gdd/5mC7c8fCk4FP6dA6D3CYXSUSJ4eJnxv94mxhIoOaZTLOl/tdKaZ3Ldw8HGHI6rMedQMaVZ6f3VTyZxHhUUWLEgBgihogO/978RBFDTgcZgy9O73/BdKSP72g88Ls4/G+d93/5r8q/ALTVB6RtQfduAAAAAElFTkSuQmCC) 0 2, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFuElEQVRYhe2Xe3CUVxnGf2fv2XQyCbmADAIV67SCM9oWR4epM9pSb2VkSrXjJAIpIQSCwU5IskkIu0kgt01AGWRqx0tFnNqO1zKdkUYqUEhFoFMK1HGgQmOqWDolhRA2e/ke//iSJcuysPiPf+iZ2dl93/ec93nO857vPd/C//owBZdQbgRcUciJgCsCvij4IuCNgicC/qjtzxm3vVHwRsAXdeCN+chVDv54HqvazprbJgAwewjdLrgnAt6YizvIxx/343fmk0su3oQTTxQe7j6YFRkHwLkZmFuB+8dtfwRGS37O5iaMlXgZhvupah80S0NvGK/lxpdw4YpZHKi8X1krMDEeGECZdu6PwtY1pO1q69OH9GTlgqQ/vPs3mv/bVjzDo7iuRHHFLO7dO5hRDddkIxP49P5TBJ+bawBaVr8q16iP4E8/ZcI79mvKFR8ATz09IOdbBaxcdI8BCDce04NHl+CJW9kr8JXfo+vBf1BhzwktfU2hnfcm56tmgfAXcWrqZ5n73hHM5l8lY5vDh9RcZ6tyZv50+UYtZpw6f0MVHJONTOBrd/5aV2d/YAM/ViBVPyCmzIS8Kcy9fAJGLxFd/Y1rNU/EafneXgF89Mg/jHcsweWSghueiRQC1592gNqePdq+9FHT3fZ5M1yzX0z9GBTPwISeNT+ZXc2zBU8AI7gTp1HZHG1bd1wJl2hf96Bp+NluAfgiDtyWExV/O41Eiizlu9AE+LY1mPWhP8g55iaWd5UtjV8yWn6nrJJ5OHt2p8mplffIioHzmb8kY209A/IP+Vm/7ZNGhWuFJczF76esTTmEk59zgN7QQwYgWHrcZu7JxxEfASAcOqC60OcMQHPjfvG3x3D485K5+h4/q9r6O6+BWSJmbn4gqdmB6rYggLZFp1Pkaqo/kLTbv/PnNCljS2ZJ5XME0BE4mhLvqrftSNEajRatTomlnIGJDgcwMv8dADoWnrWT9ti7DVYfVst3P20CgX3JRBeXzJHLNcrpWb022a77DUBv2RkBmMtuWwS/G7mdmRVo7kChjWTsYA1NfxTABHhXYJc++NqHpcWFenP9GgF0dw1kXH9larWGS6oyd8jQRtRVj2o796h55TEFgrbsgZr0pBsa90pfNtLXP6TXA/Vp8c6+Q0lfa+8rAhguqdL7Jasyl8A3XoK+xi+asY9cpKvVlj1RcjWN7GecI3DHNCgson/qorS4GfEA0BY+KPe7OYS27pPl8CDd5IrYUoN2VGYuwYY6eycNjXYptOIuHW79sQA6N9s7bu94JeP696ZV6UJxZWYGOyrRD5fZBEKlJ274NLSuOiKAF9pflFbcZYOHbfDuJ4+lzN265G07V8dBAVworNA/C1fc/Jbc9U30/GLUuPZPKRNbJtnBlUfSknQ3XgMPNr+aEg+X/1UXiqt1vqji1lf084vRC19NLUPHFwbTFr5RUSY94pYW56ql4VBavKfyZIrvfNFqDU0pT5vnuN7hi4Fn1P698VsnVF8/oKaXZyY7WvN4Q/rE8ItQPBNy82nvtm++0LrDSYD35w3R1jmgYM9+ASQ0RiLbF7Z9C9DAfbYKVc/8UgDru15S2+PHUztcR3pHDC98O+lr2v6SAIbylmkwf1lWb0gADNyHXpuHTt5tk6jt3KOmwLVW3PHQubRk21e8lfQFAge0bufvBPBOTpkG/aU6m1uaPQGAk3ejM7PQULFNom7D3rQEDRv6b5h0U+XrNri3VH/3LtM5//KM4DetylAx8sTBdwU8UfCB2fTomxr++BC9mx42G1cd1tj0S3QHF5q+mqOK5IrmzvnmfFGF4pExrHgCJSxmxX6RESerYxEBeU05kohj4WGnAagN96uvbmEyx78KnpC8LmJGKGEx890f3TJ/1n8kLJYrjoUFWAgLER//thAJtwM5DXG/G8vlyAr8tghMHiOUaTL4xGcaz/1H+f4//qvj3/7W1Cd58C09AAAAAElFTkSuQmCC) 0 2, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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66.25%,67.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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71.25%,72.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGR0lEQVRYhe2Wf2xV5RnHP++95557W6GgoRadA0HGkFkcIMOwaRjMBUxMjFspLVTnjxGxDEJbSn+CLb29pYPVDao4NhyYzDBddMlm5qazgLZISxmhI6AosNWM6RK07e0995xzz7M/Tnsvh1ux+M/+2J7kJOd9n+d9v9/zfX7kwP+6qTv6psu1hobfElTMjxZX6AYEHAOJJdDicQK2gQwa+GJRdAOCJgQN3DgDQkPvJT9DXTUBgCUf3ipaTKHifjJMjXG2D5/j4I8JumESNw0C8SjOQB9+w0CPSRp4yAA9DiET9Bgse2V0ZJJB9/RMkwzTx3g7RMjxocf9ZFh+grYDcQs7GicR7UdF++Hi72muuzsNYF+hJoGYIsNKEIo6LHnz80l4Ago7b5GA5Sdka4y1/PhNnUwriG77kJhQteJtBdD0yEn519fP07J2qap4sFuUBpE9c5J3vbrIJ5lxx1UmDnN6PpuIdunCMUyUrRF0FAlDCFkBfFaCyrx21dLcJZEXP5XKvMVKvtpPy9qlLpl9KeCysrck89iXuPeNKQqg+zZEt6+sgIeAbvrISAiYFpqlSMQUtYXdLkB/kMq8xQpgMCtEQdP78tfsqYQ6TzFpmsnvym5X27Z9K0Um/LrMqf6OOjMZ6c1Gbvp4ZBV8HgKWhRbzk2HqBGKKSOFJ1fTjdgFYvyVXbS8+Ld9+SeTIhFn03TqVSVngWzCDI5mzUA0iq5Yel+RdF8ZSXt0m086jdBv6dORy8DQCIVMnaClULI5mOjS2tolmBJP+PXOnYxhg2DCv4xiv5Sn1vTPHuDkLpl4Pu785C4DwonPSuGO+ag4vVAChKOgmiHo4jYQnBYG4oFs+dEvjyR+cUrAQgNai81L8/GQV0iDhCAdW+tSB4TPjEnSsVGruPpGJ18F3C9ul+tc3J+XeVHBCItkxGnc8g0i6CB4FAvEEQdMhw7B5ZsX5ZHTx85NVZWWn3Bj9N/2W4snyrqRvQ+k8BTDB+ISQA0xNKdaw5AOpfyFX9c39EBHBxhkpCykr2TVG6nZOEICGuncEYNsTpzy06yqPJtcNjUekYXu7bH7qqNz+K5GZT5sCULPi+Ij5NnhQBika0QdA7Y5saWq5IS0gvPGoZ29z7Tue9df2iMzeKzJlp0h5sde3oeZN2Vh6SGofOCmDFMkAKz1+TwoyTPAbUL/eBazZ+boAVG+dm8xpZFuH1G2Zrxp/6XZH7nMiIQ0GLTi7Rqnm1vkKoO7+dwVAuziGrdvvUgOL38dBsC9rBg8BvwW66aA57nZWz40ANBWfkIbGwwIgusul6tEF6q5nL4ruwEAUTj+mVFnZW8nbN78yXQFEWt0aaSm+T9kIzpUI6DEHfdCh6qezFUD5rpkKoKI1V9VU3akApD81Tz7Rx6P3XeD0auX6shIuuZJ22VRwQgDq8v8mALVFx8T5PAKhGPhNP1W/+KNbiEOpaH70dPJUdbUrccFT74kRg471N6gN9QcEwG+45Bp/skDVv5CrAD6d/w8AnGsSjETAY7vXXSv7iidI5LGTsmnTYalp+osnestQB0SaOwRg8q5UY5eWHvLE1qzqTkP6iOVygfwrMAD2r8qRlx/KSQuKrB6S9EcuidL6t2VdY4esLTmYjC1b1eU5V/fASQHYuO6QjAoc4LdF2fKHgmwp+flL7hzIfy95qKI2BeYPi6gG9wGoeMIFL686KNU/7PQqd89ZuUC+9LIsjYDv8o2Q5RDot8j8YCLhh45L2f6vpKru48zk68QxMGkcjNHdddPTd6iKguPS3Hi3Cu+ep8KLziXBav88ZcQO+ExrWxiS9jt1r5yLz6YmYIX7tdtXD1X4/adGvLni8S4pjbwmvSyTv5M3SnSg/RuadN+G9MxAKmoOSm1xStKtj4wMNmy1976b9JdXtyXBz/H90RMA6MnV5cyMTOmdfp1s3vFG2uGSpj9JVb5bmBtWd0pZQ1uqVYdmwBcGH7beaePlo5nXS/9NORLNyZHIfWel/JJp5yG0xh3NxXtfln+q5aP+8lH9OsfHjhXdXI5j29iOQ1D2qurHu4S4n/Bzs1VJy6tyzeEvs+Y3YRwgIQ4OwiRevLq/4iuZ43tYbCeBA8mJNlzZlz7De6MBvyoCl9oAK2Uk8Ins/0L3/d/+q/YfRBom/rsM6Q4AAAAASUVORK5CYII=) 0 2, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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93.75%,94.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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97.5%,98.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
}
div.testarea{
animation:rwdcur76500 2.6666666666667s linear infinite forwards;
}
