@keyframes rwdcur211712 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe3WTYhWZRQH8N+5TYPY29tUIoNGRYmLafBrIaHeFrnoS4pWtbAgYaCgVYtWhZsg2iTVKmiVgREk0aZP2ryT9EEuSqFUYhrMxlILHYZhmN7T4rljluPnvBCE/829XJ57zv+c8z/nPFzBf4zolaFOZj/a6KJdR4x1MgfQjxN1xOx8/1W9IoBWY28r9o9mPoubsQnPdzKH5/upbyEeO5lLsKZxtC9YAsGxZC3GcM9Kth3gKPb1lACGsCp4AjOYxnCXyWA6qJOpgxzGofkMLLQEv2I2GU+WJQNX0+4r75sqnr6KdvIwPuspgUZgd1csD1o3MhhMttBlzyAruowN8TheLJ/PxmWVoJNZYR1uTx5Mjk3hetb/zmTFxFEEfd/xavBlsghT/7Z12W3YydyAoYqZLhvRDmaDG5Lx5tgvWVJfYaSOeGxBBJrIFyuO1gevdNkbdJP9SpofUgT5CAYxVkfMnMvmRZWgkzn32lYGC+xYzprD5dvreA834RbsrCNO4uSFbF8wA82EGziD8IaKkWRFcmQRm67FcUY2RrzRyazqiHkFd8kEmpS3lCiXYLZi1waGT+FHnOIFfIQvzjVuz4ezStCku6VEPYu+KH3dhi47R3npVtyB/Tx3qtT+sDL5FkYAraCVhcA01iVrg0+SZfgDq3+ib5yRLvdjJSYu1fm5CFRZIppR2mdFsKp5fp1FbH3J9400X8OHdcR0rwhMNs8JzATvYDm2NKRGmwyN4yn0n6/NLopAI7ZBVMFS3Ntk4c3kBA7iY7yLqSxnZusIDanLxlwGBoKlyVBSX8eT/fiNa4Jvgh3Jy8niKJp4ayFRn4m5ZTSTZaffFkxO4jhHgs+TzUvLmWeUrbe7V875OwPTwbfJA8mWP3kbO/EVpiYQRe0DuAvv94rA6UE0mjmQPFqxusuuYHOWFftDlh4/gT11xFkbbSE4fR/IMuO3d4uojmRpva1ZZvuhOuLTXjv/B4EGuxXFt5WpdgAf1BF7e+14DmfOgWPYjm5wZ/Bzl/uUa9cVXMH/F38BV1kFAPzvgNkAAAAASUVORK5CYII=) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur211712 6.6666666666667s linear infinite forwards;
}
