@keyframes rwdcur101371 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe2Wv2sTcRjGP7UO7VgyO5jBCA5JiIOgBm64aB0c9B+Qgk66NVRxlhSaLZ0sFPdyHaQ04okH1xCEIkkGCXW4DOJYShFEXM4h3nk/3tx9r0QczAPH/Xqf533e9/3el4MZZvjHmFMJcvdws4h2h3C9rqZ9PoswhRfh+6PnmegSlFwCrG68VO5Cs/5IWVe5A7pWVYozLVtVEoBzmaKBWqVArVLISpuegWlD2cCtq5fnAA531gBYcrZjZ9OyM80/kwEYz/ckv8Lhzhon+RWWnO3Q+SxQcttoGf4XcPzjGF2rxpKblk1uIedznj25r6SdGBRMDPD08T0A6s2tkAnTstlYfQjA+uZuSCPNyMTPsNEyXC9hFLmFHKZlo2vxyuMcw00yIa4Br/L1zd1YRR7S9oUgN9rJIGLOGi3DLZbKLN+4KBI+ff7C12/fQ89My+bB3dtcuXRB5LQ7Iwb9njiOiSNod0b+ddCMl7xWKfD24xEw7sar12/8dRDlJ0EcwaDf84+gmJdQ2gl1rUq9uRWKj+pIEDtQLJVjz9qdEfOLf5J7ZqQ4SWeSicQOBDG/+FMUCELXqrz/8C5VK9VAtANJAhKi8VJHEw0M+r0QSXVXk+KLpXJiAaLw/oHjBo0sn+bHLxT/iLpDOL3mhAq5czMv5hIXoefYI3eHv18Ms/2CpVWfiEbLcPcPHDdpF/ubfF/kzOQp8Gf4P/ALaov2he5cajAAAAAASUVORK5CYII=) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwUlEQVRYhe1WPUvDUBQ9SoeupeAotEsGh7Z2qSiBlKbo4mD/gBTqpFuCFWepkG51slDcJQ4i+JEhEKSLStspdqng6NI/IMRB83iJafLSFrrkLEnIveecd5L7eECECAvGUlBBo6Va9VQlFGnXBIy4ipOjSiB/LBQzd+Z8Hp6GaveCr8NGS7UAoH64B7nZZiZVpBrOL24AIDCFiS8bLdXKZHMAgEG/h/WNNSZxTTeQjCdB9/qZWJ70IpPNYdDvkXsb5TyHcp7zNUGL072hDLhNhAWLeKAB2wQAsuqX62PPusSoA003oEg1R9/UBtwrv3/+gKYbGKerxERi1CHXcbpK6vx4mA3QBDZJsVAiJmxR+6rpBoqF0r+eIASOoTvKna0U5GYbosA7xBWp5rn6qceQNgE4v+nqSgxXtw8QBR6abmB/dxufX98OYSB4DwAYdkKbxJ2GKPCe9SyrpsFcSOPx9d2inzXdQFM+mIor8CecJF7Oc2QKRIGHpFxavo3zMECLAyCjN4uJ0AnY4k9vQ5LALGA24P7ugDMBYLoUQicwbyzcANPoWHf4jZXxRNQ1gU2ZjZvpSNY1/27M2Y9gESJEcOMHNC2+nXkJsfAAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACH0lEQVRYhe2Wv4vTYBjHP3oOd+PR2cEOVnBoSx0ENZAh1XNw0H9ADnTS7YqKs/TguvUmDw53yQ0iV2nEQK4UQUrbQUod0kEcj+MQRFzioHnNjzfJm6PiYL8QQpLn+32+z/M+70tggQX+MU6pBHmv8fKI9idwpaGmfSaPMKVn4efp01x0GZRcAmxsPVfuQqtxX1lXuQOGrinFWbajKgnA6VzRQL1Wol4r5aXNz8C8oWzg+qULmetq2U6u9c9lwE/QHUz58PIRAKvubuh+Eii5bbZNsQMOvx9i6Bqr7i5HxXVxt2yHwnJBcJ48vKOknRoUTAzw+MFtABqtnZAJy3bY2rgHwOb2Xkgjy0jiNmy2Tc9PGEVhuYBlOxh6vPI4x/TSTEhnwK98c3svVpGPrHMhyI12MoiYs2bb9MqVKmtXz0kJHz995svXb6F3lu1w99YNLp4/K+V0ejPGo6F0ORJ3Qac3E1cQfvJ6rSSm39A1Xrx6o8RXMjAeDcXliwF0B1ORHOCouC44hq7RaO2E4qM6MkiHsFypxt51ejOWVv4k7w6mYhdE42Q6SSZSOxDE0sqPWFw0uaFrvHv/NlMr00C0A0kCSSdgNF7W0VQD49EwRJJNr6z9svhypZraAekBsX/gekEja8fFXx8U/4j6Ezi+7IYKuXmtKM0lHULfsU/uT35/mOT7BcuqPhXNtuntH7he2in2N/lC5MTkOfAX+D/wE9uH/YGfL7bNAAAAAElFTkSuQmCC) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBUlEQVRYhe1WTUtCQRQ9r1rUKsRf0NvYTsUCoRKMNGxZ9AeEWtUusWgdz9Dda1XQHxBdhYEuHryijYi6EjevXxDiLtpMC5vHvO8ZE9x4NjLO3HPO3PvuZYAFFpgzJJ5D5AVEhPRjAOwU+LhXRIgRubOuh7dC4W7gcgkAV+VH7ixUCufcvNwZyKRTXOdams5LCQBYEjoNIJuIIJuIiIbNzsCswW3gcGszsK4tTReqPyDYBaL15YFQCSqFc4maCBnPlr1pbg9wtKGi1sz2u7k8kYBJS2bSKYSMZ4zkvEXc7fy/DBBCHP1feqjj6/sLmXQKLU1HeDWM64tjJ7kkBfL7fgOKWiOlh7q5ZkW85gJ7XlFrJCgLjk02hXZRimZnaFm3NB3lqzNfM4B7SRx/NN4MAgC53Q1Xx1Q8m4igXS1iJOd9TQDA6/snAOBoT3boOUrQ73Utv2wGWHEApjgwKUmh8mQxYc+AGxwGorG4bwAVb3aGZhd4IYjL1YAdNH3Laz+OPbs4zcJ+8iBQ2NMATT3gfYN2tQjI+cAM2Pnc4DkJWXGWpF0tYvv03hSnE5GdjDyXoPDsgn6vawbnxvJkk/NF9DEAxknDNEN5uLsgGosjGoubN1n//tsc8D/BaCwV9yqF60fIBvd7Xe4HJgtFBWEvIQxFrRFajmnReDOIfbLaMfcX0QJzxy/O7deHJ4rkvgAAAABJRU5ErkJggg==) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhe1WPUjDQBh9/gw6SmcHO1jBoS1VENRCh9afwUFxF0En3VpUnKWK3eqkIO4SB5FWGjEQSxGktB2k1CEdxFFEBBGXOGjiXXJN7qTiYB8Uepfvve9933c5ArTQwh+jjSdIP4MuIlqoAqMJPu1OEWH4tuh1bVOIzgKXSwCI7+5zdyGVWObW5e5ANBLmipMVlVcSANAuFA0gFvIhFvKJ0ppnoNngNjAxNOA6V1lRheYPCL4FovPlAZfbZFoy34DHt0fmgZQVFZ4uj7neWJ3j0nYMIhMDwPrKLAAgkTqgTMiKit34EgBge++E0nAz0nAEybSkGwmt8HR5ICsqopGwrXI7R9KdTDAPoVH59t6JrSIDbvcCybV2koTNWTIt6f5AEFNjfUzC7d09Hl5eqT1ZUbEwM4nB/l4mJ5uvo1IuMcfRcATZfN38T5oxksdCPuSKNQCf3Tg6PTfPgZXvBOYIKuWS+SPFjISsmzAaCSOROqDirTosMDvgDwRte9l8HR3d38lzxRp6tEM8eRdtcSydRiYcO0Cio/udWhvJe7RDcy8aCePy+sJVy9WAtQNWgZvjNTO51QQrntVRRwOVcokikaf35ngNw/M7VHKrCTLeHwg6doB5QWSuNJ00MvXs/XzA+UVUqALPIxpVyPS4l5mLeQgNxwa5UP16UBX7BHOr3hHJtKRnrjTd6Rb7Tb4p8mNyE/gt/A98ADb99gOBa9I3AAAAAElFTkSuQmCC) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur101371 2.6666666666667s linear infinite forwards;
}
