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0%,3.7461538461538%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
3.8461538461538%,7.5923076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8ElEQVRYhe2WP2sUQRjGf+/cXoJ7sx6XwCkpAgEFsbHwA9jYWNmIWNlYBPMNFGxS2yqIhYWNnX/wswjaGTwkojk8N6O5253XIiae6xU7kyXX5FfuzPs8z868OztwQiRWWLXCx3mZr1y9IPrq7inNDIOjaEmEef/yOdm+fy0FYK9Qbj9xX5KSM18jAphA86VLa/L5wBxgMRGer6d90+ZbGqgHAStghdMXV2W4eT01s4ompXLrsRuh9HLwjQawBosyNEJiF6EoYOyh1P1x1cOpHhjlSq/RAAAWEsBjSNfO8uPhjQ4ApVduPnIuVzp1taZJ6k7MoQDIhHFRTg1ImE6V4KbxJX4ytcMSqVOpr08KiREmCwYmerj/Ra60Y0ME021QK3gFloE9QavPcw3XisYCdkaIGOKaZ8rcCtpUmNpM98BRzaP2bZbpsfbAXL8CACuUVPqnVFo/A35CB0SfYFVakXWxAWa9aZRWYwHEkHSALFAz5ELyHUjZN/jHpCWwYOCXB1U8QpZ7XKMBOpCIMHyxkdp2a3bZvZeO9wPNdj15Xd3ay7ULhSrd9WduNCn/P3sevHZ8+KTdEPOgAH9C+B1H785TtzMu/obYfOt4t6XLuTIK0YumByy12H6zkeqV86LW0D8W4yqZYWANK3MxP6EpfgPmf5ncwiBPFwAAAABJRU5ErkJggg==) 15 16, auto;}
7.6923076923077%,11.438461538462% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+klEQVRYhe2WP2sUQRjGfzO3Mbg363IJnhBiQFAQGws/QBobKzu1srEI5hsoCCGfwEIEsbCwsfMPfgY/QkArIx4S0Ryem9Hc7c5rEaN754I7c0vS5Fcty7zP8+w7784uHBGIUSwZxeZhmS9cPq/kxe3jkmh602ipAPPupbNq6+6VGIDdXLj5yH6OCk59CQigPc3nLp5Rn/bNAWYjxdOVuKtn+Bp76oFHB4zixIUl1V+/GuuqolEh3HhoBwidDFyjAYzGIPS1IjKzkOcwdFAIiIwtdcAgEzqNBgAwEAEOTYzw/Y+AAhFsJrTrapWJ6i7MIAdIFMPFk3D/+p5fIcK1B7a2ziTeQ+MK3Ki0wzpQJziAAKNh6Yb3izxOUPnpFBbfr4nS8CZdmyqCd/E8sKuQyfuZTNsLDwxgKkKEEDY8JXOjkKbC1CYtXU9rHrRvVaYHOgPp/5fUJrQDBRPzUwitHx4foX2CT7BJWoF1oQGqnjRIq7EAShO1gcRT0+eH5BsQs2cwZtJScEzDTwciOBRJ5rCNBmhDpBT9Z6uxmWlVl915bnnbk2THkdXVrd2uHchFSFee2MGo+PfsuffS8u6jpD7mXgF+h3Dbls6tx3Z7mP8Nsf7asvFB5jNh4KMXTAeYa7H1ajWW5XNKjKZ7IMaTJJqe0SwcivkRTfEL2cOZyb4w/6UAAAAASUVORK5CYII=) 15 16, auto;}
11.538461538462%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15.384615384615%,19.130769230769% {cursor:url(data:image/png;base64,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) 15 16, auto;}
19.230769230769%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 16, auto;}
23.076923076923%,26.823076923077% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.923076923077%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 16, auto;}
53.846153846154%,57.592307692308% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.692307692308%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 16, auto;}
61.538461538462%,65.284615384615% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65.384615384615%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 16, auto;}
69.230769230769%,72.976923076923% {cursor:url(data:image/png;base64,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) 15 16, auto;}
73.076923076923%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur247845 2.6s linear infinite forwards;
}
