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0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxElEQVRYhe2UQQqDMBBFX4KL0k0P0SP0CL1Kj+UhSykSxNouMlMhFa0wcTUPgi4i/2X8GsjEYs0xFsuEAERu79dfu9twAhLQWwksnbgMPwOHTc+YCbThIvt09GavoPkRaMOVacwjMMh9J9fBKlwFShJwB54SNkqwSlUX6CX8IaFV2r8koGNPsqoyV0Adu/lp1wVy23umAlan+Qbl7zyS257YSSCIxJH8k9HGdxi3fUkgioROY9grvMTs9+o4juM4juNs4QOawjxTA6JnwQAAAABJRU5ErkJggg==) 1 1, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.875%,84.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhe2XX2gcVRTGf/dmdrvOxk1ik/inqSa0klqKFBsLVvsg8aFIFVub0FawwoqixQeh1AcpRYoUn/piFXGDgi8qrdaHSh9SRKgghYilwUqpmDRtKBIam67pdHZ2xoc7Nzs7czfZjcGnfnBh/pw597vfueecOwIFGRsm+LFRLySvBmUACqIFcMPhA1hVBgtBOXBCB/UTqKAZmAU8TWC+FccnXwVkGvomScAG0tFnVl3OCmJDaKelbywEFWRQ6tnaX5JAQfRTkdlHyeWipHPD+8Uh75+LP7IMZg7wN1CkEis3QqpRAhW1hEiobSLghpPPhJMudvdXCBREG5BDSW9FfHkmAlp2Jxz/FX7Ej0P1oo0EtOyLWW0tAjp08Qzyqwmo3V5VKJaQhNGfNfdC5blE7Xan1gdLDRGSsFE5quXS1UojKl18NZJYXGmAvIg40Gp4icnzfgmAIdmGDtFzP9m0bziItHaA7CQo/4V74xhnXvuAsW+K1BlGXd10njsk81wihAxzuBmllEXH45/StGwfoqkbIWyk1U1m+T6e+uQIhpI7HwGNWmxNtTyNsLYCMPZtnuOPPsHE928DkG59PiTaMIF6bHSoJIE3BkB2ZS/T511Sd+fUMkrXw8lNKZ5AXUZGzPxxiNY1X9HRt589xe2ksqsJfJfxE4doYBM20laj8HFvTBGUZwBIZVfjl2YYObiLH3b/THIjLzGB7ef66Nh4EpD8M3lKeUrl6N7WT89AKy9de5ed44P0DOraXxPxl8l8z3YlSbf0HkaIDFeGX+fUlrPsuHCN1jWv0P7Ym2wubCKdW49f2sKfX59ggdIuq67z/k3y/m2e/KgLnW6bjt4HQFCenbOT6fUAjBz4BXA49shhipc/ByCdU++mRoaodL+aSlcTCLxfEULSM/g+a/c+yLOn+1jxzFEAvNlLc5aBNwnA01/u5d7NNqt2Zyg7kwRBZZXND/Xz8J4uFkhHEbm22DXxMtmuoYRVEMD4d28wvG0YKDLw+wu09H5s9OjdmsS66wEAbk+f4Yt7BlAHHGNrb6q6Gz1ykZ6Bq1j2CqTVTlAuUrp5nomT73H6xR9RB5Vb/PbhKCu3XsCy22hKdQKCsjPG9dHPOL7uAJ0br5DpvJ+z77zF1Mg0qtKWgWA+BUDJZUeG3qQeqkEVw5VI1B7RTUzHWfcSHQpd4nWHTSBOQDemNNXVTB9Mo2dCk12cQLS5GetCnECUiKkFx1PJ9DdlsvtfzhZ3cAeLwr9/5jx8mVow8QAAAABJRU5ErkJggg==) 1 1, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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93.75%,95.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYhe2WMU/CQBiGn7s0hBQSY1xMJBrjZtx0wlEnV40Dgws6+Tv8B6KD8E9k8Rc4OBlXBjeDWGstrcPd0VIqSnJl4k2+UMjR97nvvvvuBEoyE3mKMmFFApCcx8N/jW6LJcAHAlsA02acNd8CyjP9xxpAW+zqcSb11pbAmQBoiwOSNEdAqJ89/RnaMjcAWfnAGzDQZpE2NlCFAwTavK9NC6n+aQAm7b6OQpVXgCbt1mf7N4Cq9oCkAAuXMzJS+1yiqt1nTgBCQ7ioJmMq3mO82tP9ooBWrCBMNsIJ82b0DUBHLmN5iYyp2d95L5UIYWZfJcmONQCj316YLlRXm1s9C2YZY5ZqrgCFagGQPQsm93ulViiAHHtuRu80oy/2b2qoxuRQb60CEA+9FFhBAHH4iBCSzdMrti/XOerusXbYAiD0XlIAVm9EiT5fO1RqdcorDerXjdHvcQy97i1Jl7Taio0k4HL8dEZ14wLH3SGOPMKPZ3r3d3RPHlCXlD6qG1qBEJnvJVS3M2EyFGrTAZav5VkAczCVdKQBglRYUxYgDZJ3BM/ljrDQQnPVD5okjUGkRxh9AAAAAElFTkSuQmCC) 1 1, auto;}
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96.875%,98.3375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur54696 5.3333333333333s linear infinite forwards;
}
