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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhdWXvU7DMBSFz3Wi8hwsLGVgR0rFzCswsKCoEjtLaFR4DRAsMCIWujExM6UgJB4AqTNiimIGMDKu/2Pxc6RIjZXe8/nE13Ux6Zqm5g+7+CUxIloH+FkgBDdc4QAA8HL/CICfekIII1IuGSwM4Hl2h+bihgVAkGFMBXHCMPHhaucgBMJWWJeKGyAAQjd7G4yA0IIwdSAgCd93bV0jSwCeEF7xWkDsABEQ0a1oBAiA6NWKVgBPCB2QAHEql2+KqkRRlW22Msg1z7LPHXM2peHCA0ROwtg5X0ZFVWI0GbfHg40cALaO9j/GD8eb0vOvHuYyBOBIgmo+50/Xt1jbHrWUsXNi2d6UhpC+HNL3Oqk1vt1TzeccAHjXnSjmPwKQA3jjXXdpME8l40RygFaJZQvFXKjv7J2yGegSiAGSZ7/UFc59INJUNk9SL9V6iK6TAsDv5/gvKvrAqdTQSrfn6yT2dnWsl7mvdAn4Fk2RXnRRL+PYReiKP92BJKKw8wzQRy6A4Hfu2wUuyaZBMw+NyfWP6P/pHXB9wDb078v3AAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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