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0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 18 20, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIUlEQVRYhe3VwWsTURDH8U/SdYkhxlhLkOJB9CKI+Ad481JPggf/WfEqeFDoQRBBpdYipdRYQ1pCXLIe3qy7WihpKnjJwGN3Z9+b+c5v3r5lZStb2cpWtrKV/WdrXWRxyV08wTZeoIs+cpxg1KI4K0Z2EQA8xhaeSTD3MMdL7GO/5EOL6T8HKFlHB4/wFU+lqjN8xghDTMoE00bRYnZhgDJJfFMK9hx7UismkXhLUmI/5kwbawuMK5D2MgBSr3sSyEjq+64UvBvJ7+OhpFJPXWyGQRSxNEAHt3CInUj8KSAmUis2A6YdgMMA0fCdH6CsASpZv0TSfgC9kqrcxht/9rwfUJCV5MvsgVwCP5BUuBowO/gYMEWA7UntaFpPUgiyZQE2IvDbuL+B6433mVTpMECblkUB8+rhvNbs60b4DsPfwTVJhWlch1IbZqciUSwEUKaEvUi6GYluR4J5jJ1Ikse1qrJaO6qShn/GAgpE8o2YW82vvu0ejuJ5HMmqUR1U85h7FPfjgDjBYBEF+o3E1YYq1JstD98wntsRvJK9G/6edDCNYu0A7UUAOo37Qi3zBA8i0DQA3uN1Y361Ucdq1aYBmcPaWZlD/it/uX/iMu7gUsTI8S3eFXiH7+E7xg/1X3EthU6FnalAi3l52j2Tqq+kbUeFx3HtqvfMesDtStKPY+3vvIu04ER9ejXtUH2SThr+nnRAabwfSBXnMQ7EF/ILPyueKyIogWwAAAAASUVORK5CYII=) 18 20, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 18 20, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 18 20, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 18 20, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 18 20, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 18 20, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 18 20, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 18 20, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuElEQVRYhe3UP28TQRAF8J+Pw7JOURQhK6AIQUCAUArKfP8PkIKKAlEECBGyiAXGOJFl2RQzl7s2Gzpumv0zu/PevJldBhtssMEGG2yw/91GpRd3HOAU5zjE2Yibu8apC8ErvMFxblUlce5zcYpNzk/wqSR7ChVAg5UAHeN0xxLzEetd+BtdgqtR+P8ZgQWe5fwRLvESJzvWmPWIVpAEL5N4k9jboibMDN/iHbYCdIKjXC/wIce+3SShn3muWIEJnupKMMVz0ZgrXKTvfe9OLVSbYa8lV9qEe0KFiShBLVSo8STjHmA/CY5z3SZ8W5pSBfRAWrtOoH3dC3mFea4PhTqX6auxLlVg2QOBx3ghVLgQJXktFJrqlK6FYm0CxQos8SPvH2fQFT6KOh+lr8EXoUwl1Gif8OaWxV1tFJmeJ8gmySxwlfuN6PJpztd5pumF2aC+Tw+sxFPbZrBNkliK3hjnuSuR+VbXrO3rGT8oQd7F0OAhfmfAX/iTIHtC3Wt80/0VRI+0/8OkVIG6F7QS2Ux6/kpI/lV8Opskuc1xnueLCVS6eq7wXcjeJNjnBJvlui3HQleOBuO/seh2YLR2Ji8AAAAASUVORK5CYII=) 18 20, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe2VQWvbQBSEP4lFCCGECcH0UEIJOZTSn5FT/j+llFB6MCYEU4QxpgjhzWFmkWoKteT2pgdipd3VzrzZebuwxBJLLLHEEktcGRHyCGHu/9mV4AXwCOyAV6AH2gwOl64xm7mjATrgBqiBPVBH+J6p/6+Rz0WOUAFPKPseuAUe3NaXrjObgEE2Bn8G7k1gjZS4KK7ZghJ4QUq0wA/kia+ZSP0/AlHNL+ATcEzAyAtFhDtkxMZjLbDL4HS+1qwqiPAOeG8AkOE2wAeU1B74DGwR6Akp9HwOOFmBKOkrZLYG+ag3SOFpHz2nRArlJrz193wCBlkjuZOJgwkFpMbK7fHsv+JfECi9UOd3ULYF8kXa8/PDqP9D37QytPkCqv3W3QXaioAyL4AvI6Kg7fkGhAiVnzJCmKpAmt8iKV9RJVQe6xlU2CCVtijz04hUnp6pBMZl1Bnwp7+LUVuO5pUmkPv9N9UnEcjgFAWcQFJbuw1ImVsGNRqk0NEJdONE5phwb4BUjrkJpMy6Uf+RoVRfGEx48DrT7wLfcjuTT4unbUhSY/AVOhXXDEbFhFcw8yjOoIsyYo0IHZDZ0t6nK7owRvBYMyJbAYc3XiJ0O5YBwXIAAAAASUVORK5CYII=) 18 20, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 18 20, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 18 20, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 18 20, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8ElEQVRYhe3WwWoTURQG4C9hDEMINUiRKkWqKCgI4spNn8RX8m18Dje6cCEIRbSGUmtpSwwlZFycM51JLUjSLOfAcJObe8//n/P/907ooosuuuiiiy42EBX9dfeuvTGBn1S8w37F8Npvg4rh/8gVtwC/h7fYx2+cVnzGHDtahComPaYbJYA93E2gAs/xEAMc4wKzJHS/4qC3KQIVWwn0E+8T8Cm+4DX+4EOCHyaRMselWNcDO0ngOz7mXIFx5ryTgP1cK8n8Eyt3oIphF6OcGuATXuJZzs9yfpHPrLcpAqKqsTBhHbtC80shx1e8EhKd1MRv8sA6Eoww0VS0yDxn+IVzvBESEO7fw/2bkq3UgTzTI3zDqTDjXLh/JNr+IvP+wEESKEWXjm5FoLV+ISou8jnOsZ+AtRwDzfkvKorrXliVQFuycWv/TGg9aQFu4VF+nyfhrbwxr+RZlcBljoWoriY1tCzDYa59IMx6KC6qXSFdnWe4kgl70fppC7wQ5qq7UYhu1FfxuZBnJDpSYru1f/VT0FuuYFsjw6mo9CjnHrdIjpPYMMlcnYh13wUTUc1UFDFvkRol4FT4YpZrytbnuiMXaxHocVkF6IXmyh20xtoLZxrTlUn0REhZoLzN/4G6pe0cpcYPdWeWjqLmBl2g/xfg83uxjHOZwQAAAABJRU5ErkJggg==) 18 20, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 18 20, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDklEQVRYhe3WT2sTYRAG8N9uY4yrFNFSSrWllFIERS/60fx04kG8CYIHD+JBlBbRUEsMMS0xZj3MrAk92U2PGXiXff8+zzwz7+yyspWtbGUrW9nKrtBqujXVZfYUS4DBAbbwUQAf5PS3gvf/c06nLQHs4Tm20cNrvMu53ZpjjDEtmF0pgZoyCRwleIm1nF7Psfs4zfXnGBZMlyZQ08W+8HyAV+LgcY7v4Hv2G+uJ/OhfVKONApvC43G+D4Wnx5hkGwqF+gsYEwHeX5ZAT3j8WSgwwAfcFqrcw7Mcf4GTXN/Dds2oWFCnDYFhgo0xEp7fEmo8FLeizLlDbOBT7r0tQnGC04LBpQkU9OsA7ybIXhI4zP5XkYjNlaxyvi/C0BCZ1nRa3YIigNRxEJHxFc6wi0ci8x/jgQjHS1EvCOVLVGUbAgs2E3HfxxMRgqeCWONtJdTZSVKNlf8ebayOpKqEGndFSE5EeHpJapagI/zCnQvklypE6wtDR/gtitEoG5H9ffNrWyW5YRIo2yrQVD95aCcP7IhyPMi5zRx7m+s3RE5sCDWmbb8F3Wy9BTJjXBOxfyOu47lIvkmumQp1htnfakugib8EHgiPfmbrJdCXBOuKUIzMS3EXVdtvwWLoToXUxH2vcB0/EnxgXvnKBXIwW3MJy3+Am8KLG+J/ohYJOEmgM/NQnAvC5/iTe5t38BdnsZPlPdoXXAAAAABJRU5ErkJggg==) 18 20, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 18 20, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 18 20, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhe3V32oTURAG8F/TZV1LKHGp9o9QqoJK+xLiC3jjM/oi3nupIIJapJZaJYZSw7IkXsysKcULk166A8Nmz54z3zffzJnQW2+99dZbb73977a26sE5A+zhDAc4XmN65XuNzXy9xNnfwG5CoMJLHOEjXuWnC9xLn6HBBtokO0tCMzQ3JXCA5/iAIU4SqECZW+tcu8RYnGtwinb9BuDP8AJP8vlUZPU9AddF5jVuY4SfGWJdqD8drABe4DC9FH2wj8cJ+EWUocy1R6JMW9dCVUSwZW2UPsZ9IXsp6vteNGIpyrObGAW28RDnSXCwKoGutidJpMExvmXwfdEPU3zGA6HSD+yI8myKvlmJwMSiu98KaWf4lIFnIrvOd5JQk95ZgWppAmtczKPO+yKzVmS3lX4u6nskFJJ7RrnvIt/3MFtFAULyWmQtg8/ydy2ybnJ9T5TrtVBvIGbEAOOlCczjUVqUYSgacihknYrmrHN9ImZAlcSKBJ+iWIrAPIDrDFAkaJ2EpuImdGqc57E2v2/jDt5ZDKLmnwnk7O/AK4sG28iMf+FNBp4k6EAMnwZ3k/BE9ELLcrdgeAV8lBmfWvzpdNerFNOw2zsViny1UOmPLTMJu4w2r6y1GbQbLF0ftEKZ3SRRin44uR502VHcSd+drRJwLLLsGrPGLSF3m+uVUKwjVMBvwiqJ6TcsCuAAAAAASUVORK5CYII=) 18 20, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 18 20, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 18 20, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 18 20, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 18 20, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 18 20, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/0lEQVRYhe3VwWsTURAG8F+2McRYSsyhFPGgqNWTFw+K/4F3/1fPnvUgngQrFCkSaikxxBrD0niYWXctKG6keNkPHm/fy3sz33wz80KHDh06dOjQ4T+j9y+X12zjDGPsosQc8x7LSyWwZoInOMa+2uG7/J72gtwf0d/Q+QA3hQIPcA/vG/beCFUuhwBGWOEI5xjiftr72LSdZHdyXeR8JtJVtiaQBkd4ikfp/AQfcC2d7OE4a2Qnrw6FKhVOsNpq6bzALdzBMzzGN0xxNR1cz+iORJq+4kruNzHEomhDQEReiAIshZQrEenD/P6cRG4ItcZqFZooMGybgqqoTnMuRU6f53qCQxyI4jzMM+XvCLRSoBcF9wkLkcO36rdgLiK9m8an+dueX4u9L5QcYbBJF5Rp/FUarySfJpEZXoq3YDfnSRLui7RUWLatAems6vGFUOS1iPoYL9S1MVOna3zB+Qw26YLbooK/p5ERvoiH6FSkYktEfqDu/bHomPM8v0S/bQq2L6zHSabCTER/msT2hUqlUGSe60Kq8dcE1jEN08gwx0BEJOdF7k0axFbpZ6bumup82aYGqqd0mRFWDpZp+KThYNK4t5Nnq1Rs57klVpv+FyxE1VckqrdeY2+QY5XOlnluIlI317ILSrXc0mHVVqucq9T8zLFanZGIvmiM4Q81wYeMJdx1TQAAAABJRU5ErkJggg==) 18 20, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe3VW2sTURQF4C/DOIQQQpF6K6VeqBe8UfDv+m9891FQRKUWraXEULTEEjI+7H2aNA+SRl+EbBjOnMuctfZaOzusYx3rWMc61rGO/zlaujn2V72j8xfg29jAmSDyrsO4pULVYdLGOP3TPfWK4F08wi6u4iXqlh1BYJBnhi2nGOOkw+SfEMAmhjjGSZLYy/tGwpK+UOh9ftO0HC+SWMmClgfYQpNLA7NkxgncoIcDvM71cSeIn8elFUiPmznwaYJsi6x7uXcr729wlI/WxayryxJIgNqMyKHwuRaqDPAi57WwiLCNqJWqpdcyWJXApsh8IgqvwfUkdSIKcDfPFqLzym3kXrNqEVYJsiMy/oJrwoJCbJhkatzDm1zvzd3TX5pAe5H5Fp6YFVpR8jvu4qPoD1XuF9vmfwFd1EtZkOA386OpKKg+nuaR2/iV629FTUyEKjeEEsNMgJmCSxfhxsJ8kCAHOX7GFdEP4Jkg/S2fRtREncTPlV/WgmZh3k3yReayVuzZEVmP8DPft3M+MdeelyUwdVGt0u32RIMZJUAl1Pkh1Kjx1awf3BHd87RctKwFpwvzQqDsdfE8STTYz70B7uf7fFGex7IKjBKkVP0Ar0QTui4kPxSZHyVQJZQrdTEW2Z+ZWVotRSBb52Eb4OUfbx+fktBjPEywiVnXKz2hm+c/JBGF5G+rGnok8eXv7QAAAABJRU5ErkJggg==) 18 20, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 18 20, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhe3VzWoUQRQF4K/boQljMgYdQwwhKApKHkLd+SC+oG/hVl1KXAhBgsQwDEkIw9jt4t5ihiCR6Shu5kJB18+tc/qcW1WsYx3rWMc61rGO/xzVbZI7nmGe7Ryb2MAVJlWM3RiDW4Af4C0+YoYXOMY3XKLpmFdB5u8S6GhwHxdChadChZn46xo7mPoXBBLoEu8wwUu8WZoj7Phj9CJQoeOzUKLFKxwm+Kdc1soa6ILMMPGuMK1Csf41kCQa7Ak7joX0m0KVo4qrLuaW1djEsON7xazuA95F2xbSv8ZRkvgixmc4SYK/s6LO9b0VGIsi2xHSXuAkgc9y3203F2DT9SGQfhbvn4j+OPcaYCS8n19LHWReUb3GqI8FpZgO8DU3Ok3Qu9gVakzESamTVCE+FOo0GPWxoMF+bnKO99n/If76wxIwoVS9lFvUO6NfDYyu9Yu0rbh4RglYinGaxMpfT7O1cGcV5C7u+a0EKFaM8RwPE3CQ8/fye0vkbSRelet+ol61BjYsCuzM4kquheePRGEe5vo9PBb+F7UL6Qbbq1pQC+kuhQKtuIAmeJBr5jk3tjiGY1Goy7GL2aoE5sLjQYKe5neb4/sWT3Mp0vI4NRbvBKHmyqdgnoklWovzXl5CFgqVu6HNVo5hIxX4BfNZflWg0r8qAAAAAElFTkSuQmCC) 18 20, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/klEQVRYhe3VzWoUURAF4G86zTgOwxDGEIOMIf7gxp2IDyAuxRfw8XwSxZULcREFdTOLICGEMGgIcQhpF1VNNxlFpl0JU9DcS91L1Tl1qm6ztrWtbW1rW9va/merKCuKiuEVf79iVDH4W4zePyR/hJd4jU18wGkeF7jAZa5HvViXrOyYvMRjvMBHzDHB/fw+4XsCOsF2xbffse0EANuC5RvcSRBP8BBHmOI47xbpG+D8aqCiI4AhDvEZP3ALtxNYXfZx627fH8h2rcApZrkucv9UMF9kwpPW/X76QRXEC1x0BXCUAQ+F/gvBtMRz7ONVG3CPRRVANrWIdwLQizKfQI7gVOh/IJpvJCQ4T4AHmXzraqyuFagnYVfoPxXdX/fGSJR4gVmPyyqYL1mnJkzWOwlgT7Cb4S6e4T3O8tuqGnmWbKND8lrHYQKY4Lro/EN8xVvRoAMhQaF59IrMW2KjiwSj1n4PNzLoVIA7FvrPM0mZ4AaWx7G/kgQ5PnWQXaHxOEENM8kkzweZ+ELzRLeTD1CsWoEig+xkgFkm2Ml1V3T+zbz7TshSiOmowffrgCv9jLLzHwjWk9bROEFcaiZhX7wX8/TXBCYaGVd+iPqC6aLlK0VTjnANPwXb2r+pqUItk4xz1gXAqaaxxhnwnqasc1GlbXzJe/UYHmtGv8T4F5yYeYDs1KAfAAAAAElFTkSuQmCC) 18 20, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 18 20, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 18 20, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 18 20, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhe2VT0/bQBDFf16CZSI3SlGgCCji0h56qPj+HwWhHqooXKiFopBExtg9zNvuJhApMZQLHmlle//MvHnzZg2dddZZZ5119tEteQsnDWRACiwTKN8FQAMOGCrwFdAHfgETYKrvGpglUP0PACfAIXAB/ARugN9avldw9JxsYsa1BSDHh8B34BtQADPNrccYbnLSigHRfwkcY5QvgQFWjgxjILYygfFLvnptAAA5VuMSA3OnUWOMnGq+0phsctQWQIVRnWK0n2NZO0wT59o3x3ThGsgT27tiO5egMdAnPNdPDytLpfccY2KM6eMeuFkXYxsR5hvO5cBI7ynWGV+BHxhbIwFfSaYNgLhsjqAHv9bHmDjQXKXgGVE3SMiDNhooFSQjiA19+0zPsK64xS4ldCa+kPqAawNgJuexDpzA+E7wV/NUQX32rjGQS62/qgtGclIqaIGp3jsv9BwozrUA5YSy3e0EQB0w0uEZoded5qYaNXZJebCFRq65f7fjrgxcEIRU670SGH8nzDUmCpQS/gtEZwGO97aN3FjmX6KpBaGnG+xPuACegEcs46HWXrI9oLcVgMayOMLEFFsJPGAs+BL8EYBPwGdgX6DWgVTAwbYlyHlOIxjFGaH/a41U3/1o35KgF989xV9yV3b5BgfB4wAAAABJRU5ErkJggg==) 18 20, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 18 20, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 18 20, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 18 20, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 18 20, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 18 20, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 18 20, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJElEQVRYhe2VwW7TQBCGv7jGtdw0uG3UoqgKVPSEkLj0wIkLD8Ct9z5XXwLxBEhIvEDhwgGBhELkQkpCsILVxhzm367LhcSpxMUjWfbObPb/55+ZDTTWWGONNdZYY//ZWrd1UAkJELRgqnWMfMDM+W+NgACfAiOgC0RACrwGcmBXvhy4BApg+DdgWBM8Ao6BEwEUwDuFcyDDCM7ly4AJsC3CqxEA9oEXAs4EeijAn8BjYBM4Bz7KP8XKQmllCVch0Aee6fcvBfBGsYd6z4E9fO2HwLyEjogEqxCYAq+AHibpGfAB64ED+cGU+Qy0sT5IMNWurS6BEXCKlWIGvMUyigT2vAKaYtlHWB84C4C4LoFvOjjX+hGW2Q+s5gXWExvaM1TMNWWip7YCEZbBRESO5P+CZd0T2BhTKwIe4Btxpv3B2rLIpZE+FPldLMsu1vVPgLsCGgj8jsCvsLLs6LkCWnUU6OAVaGu9ic34vmK/RXAgcnEl5i6mBPgULIOs+U0F2tF3CPwSSKTDEbk+sCVfWNmDvtsLK6CrN8W/+8B9rJ4XApniO30dkz/BLqRc4DcwFyKgP5ZUy8SxF1hX50yA94qFer5i5YgVz/G34CUQLKpApwLufjwQiTE+81zxbW5OyR7WrG3t/Y6Ncv5PAqW93D53uRTYmDm53be7dAr8OLq7Yt1ljVeou+wUuP0jTNa4Eiuw7OaK94B7WOYhplSmeIpNRfYHor2NHror4WQAAAAASUVORK5CYII=) 18 20, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 18 20, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe3VW2tTURAF4K9pOIQQYy31QqmoWERBUMELgo8+CP5hxXd/gKiI1LtUCLGWNIYaY+PDzCbx8aRPQgY2O2dnn1lr1lwOS1va0pa2tKUt7X+2Kc3j+mgcA7yFB1O6U9qL+llZ9MUkcRNdtFd4MqWzwjDJraPCGH1MBNFKBH6Ew4UJTMPJOXSwj6vYTrDXCdZKAiMME/QfW4jANLaHuJ5HDdzH+3w+SOAhDhP4hVChRD/CcNEiuoLH2BQKjPIMdnBHqLKLH7iQRN7OEe6itVoXeRqgj3BbRN3HT5zCWSH7Nj4kuQ2RqlXRNSfxG7+wWotAtt0NXMJWHlfoZYRVktrFaSH5NaFAH99FbZzBHxzUbcN2Or2Hu6LS94Wc47zzHHv4nKCVWRfM411Ep24NtIScPZH3UTotLTZJ8KdJ7lYS+yoKr5XvFFuvS6ApInolUrCeZ++FCi/xSaRglHcHCdwxa8tJ+qutQFNEP8YzXE5n73Jfw5v8vy3q4oso0IYoxK5I2xhHdQkMhJT7ufoil8XPRxHpQKhQ8r4hol/Le42826s9iKbRYlu5iiKTOeAyaPbyfNMsBQ2Rmr6oi8NFBtGO2Zgto7XK5ypJFZkHSaJ8EySJQqhahEBxtpu/q3TWnAOvcB7fRKS9OXKlG9YKm7rWyb3M+qJGIdfAiQRrifyXFh0lgXauxl/0C4tScuPt6gAAAABJRU5ErkJggg==) 18 20, auto;}
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}
div.testarea{
animation:rwdcur46728 21.333333333333s linear infinite forwards;
}
