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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 4 7, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmElEQVRYhe2WXUiTYRTHf+++TM0+JBSEEAqyixTEwMCLQE3DhAjpplKvpMzY/CDCUpNZTBOcmQZB1ERBbFrklYIgEoGLCDSxuvUmojSpbbrNPF1IQpvbdM4R5B/em4f3nP/vfc55zvvAfy+LKVtkplxkplzabmQJgMVcLDLbJTLbJW0NRRJRIGNNYWQNvSWzXREFUEXSbD1pvBe+ztuDxfjbISUUgLUgiylbik4dYndCOvMLTroHJqg2Dq6XVAAMJWmICLICu6JUtD6ZDAnCJ8DxqV1iUyoDJZLhngpOF3dxtzITZIW5BRfLK0JHz/tNQ/j0QEy0dkOBE0PXudVuI2G/wp44HRqVgr44FXxLFLCpQ2pCjUaNTqvmw1gDZY1viI9Tr0EY/oaQ0T59QAgfgP6ht0EBoqO02B1unIsupkfr0Jts7ItVsTdOh1ajov5qBoAMPiojJyuFcWuVXwjFYsqW0rMpAJi7p6huea1Y2i5JaVHm6trjMaqbnnvXVcatVSiKQmyMliidlmO5d3hQm4l9CWrNNkb79BxLSeLd9CwFJQ/BT2+EdHQCQQCMWw3YHR4UFQHNYWuDSDl53oyI4HB6cLk9AHybuodnWfjpWApqHi7JuLVKAJkcuSlzU60y0ntNWK150LEeLjoZ7qngYFI8Sy43GQUt1F3J4IfDHXQ2hONfIO31haQdTeTzl+9kFLTw1HicpovzxMQlUnM5BzZzDDdr3t+cjiFvhpfDE+Re6ATA6YI+2xFMZTFE69R0NJ4LCLFVybPmVO96S29rvrzoPCPuj0axmIv99kPYemCdXPJqwIDnFxxOPkDyifrt8N0Q2Npz25DnsxM+94Ew68+XyuD9fBZd/l/YbnnXP2Il2NGOdvTv6zcxeQFdSe2ASQAAAABJRU5ErkJggg==) 4 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 4 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 7, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 7, auto;}
}
div.testarea{
animation:rwdcur171417 2s linear infinite forwards;
}