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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPUlEQVRYhcWXQWsbVxDHf/PeYoTJQRhjliJ8MMaIUHwoQSklhyDcNAQRTDH+ADmltgk99FJ6KtTttRTsluIPEEpPZgmKMSaYtLWdYIIw6SLUUIQOwpjUpEYWwbvTw1qJIpxqJVvOHwaW3Tdv3sybmZ2/EBer1mWPL6nqNSqk8LWfZ2oAGJGQtNRIUcGVFQb5jomgGmdbabvins1S1B/xdIybApcEUgIDQOJ4TR14DlQUHissK+SkyJh8xo1gLbaTb2DNJlk0m0yKsmKVmqOEMaXmRDqToiyaTdZssjPjns0yZw5ZMspBB4Zb5cBRfjbKnDnkns3GNT7NlARs2O4Nt8qGVaYkwLPT7T2fkoCdMzLcLDuOMi3B2yOxZpPMmMMz9fykSMyZw+acMK8O4Ot9PiBBpn1hdI2MwDgJfL3/5gfPZpmU0yVcJ4k5Kdq4iigCJV1gxkB/75x/hX7gtoGiLkQv8naICemszk8rNUeZEGXVupac+ZYUl/moh3ffCgf4BzDS51DVaz1NvAaeA2WFEvBEo+dLTDhUSPHpGR+gDlSAkkJBX5JXwyB13pcyKQpckd/YYZfPw18cfO1n4BTGQg6osM9TrbGthoc6QEUTDEuBGuuM8IgH+gDY41dt1nQBhIsoBae5I3TmqzlKANvABvAHsAUUY+j2AS+drsy+RvRDvmPSjJJgSBIM8oKMlLnAGOao0G4DIScBd63pugeEQBX4W8FX2FAoA1fkBcNSYojfuRF8Dey1aLpAVfjC/Msdc4FUlwc4CY0kfKawo7Cq8B4h47LPsPi4rOPzF7eCJeF78ycZSfNhj0uxMTEVaSpDeWpwZYXH2k799BgAxgWmBL4x0WjnyqohyTzLGoXtvFAHPAWXecP1YJec+Dw8hyg0sK6QE5+rwW5U/aMyyw8h1M7BeA34KYQxmYXmsXzRbNJHhlvddaTYWArhiC1mwsvQ3P9G5GO2qbPVw6vYUihQJy2fnLzAs1d7OpRGk3Gb8Xz5XY7lzZGYOWNi0tbzVjSo2U1R8l1Qs3w8ata+/3o2S0kX8DRN7picDr+FnJaPyal3XOejMkvu/8lp/B9A3g6xz1ex6HmSea4Hu3G2/Q8zbd8jOID2RwAAAABJRU5ErkJggg==) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143293 2s linear infinite forwards;
}
