@keyframes rwdcur194546 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRYhdWX32uTVxjHPyfNshRBZPQPGB2yWoUhlLGxtsrc2m6XTnZhy0Q6EHqxabvRyXBdqKVTidQLO5AxRLZRtmouHVUksP7IhQxGh5YK4rX0qpDaHznPdxfvmzSptSbpvPCBkJNz3vf7fM/3+XFO4GW27PhM09IfM03bwYhuk0MSKQK0VAsQqfbF7PWZw0Ar0Lw0NnWkWhxXlfNUJoZ0H6PeeYHpoTP21Ha+t1opVnUKiC8Q9U7BTyfqkU5WA1WxAtlUpg7xANMuZwITzgOmRWd6I36sZaESvGoUSCDtQrD+EUg7MQYrBatIgWwq04CYxRQNdg/OBF757xymt+KfH7hXLmZlCogkUtSJecR0uHMQ0xjziKgzkpVAlk0geyNzFGkfohu0F1PGGWCAlMG0B9NxTA0ro+mucnGf24hC2ZNI+4A3dxx5dxngyW9T+djjBPHuVgOuroymx5zp/uqlO5149cV6D20ZjmcqkE1l6rKpzGXELNLHiMSOTwLnABRyIByH9mrPwWVMCUSHE/+snb99eW34Vl3ZBLKpTCx7I9MbllpPkHDMO3Gt5MF8AoZENqxdwzSHEcXoceJBbnDiq1xiIrbRX0kVZK/PHMZxAVGfLzEXJNkkpoxTfufCGQcxNYVE7uKVxougM4LzegdTczAH5Dump7/mbPt4CYHs+EwTkCTo7bhCbVOoc2fh3IadF8a+qCR90dxmY2PSmU5Fzn10Nxo6jCAFCZkPZ0igQMaKiGzhvBCS/HqedOmGIigIf0kIlsamPkWcc+J1SlWYRsUhAGdqxdQUOv8bUzqUPiSlt52nmUKjAkyPMPprhjt+3zQHAJ78OhlDnER8i7QzcMocZnvj3QcK6bbyYzqJ0RuqcDH25ft9+bXc0K0IMItXY0h2EWMYaaRmqGO52N9TVVDb2bxa29V83pl2O8+VsL02YHxW8uB6+326CkQXpkZEDukKYnfN2fYfNjrflEDe4sdaHsePt5zAtN95TTivgZXRdKGMnF+PufPrfSA3OBFDGsC4jdgfTbSfqBlsf/wsP2UfRiuj6S5nSmAkMP2CuOBMvWFyXnRr+hpxFCmBGIx+13a1HNyKTsPVS3duIjowzTljAak5yHhNOuM1TI0YE9GBtvZyMSu7lHr1OfEBRkNpTwizXeQQfc8HWreKjuNY76F7eP2E39BwCrWvn6Pft/37wggA4HXGmRbDaxiEbdaZFp1xplK4igm8cvrDBbyGAhWCEIT3guGtsv1/IwCAMRIcLKECpkdII9VAVUUgOtC26jz9RfHv36zJvHDzp//8y39zc2o7GNv6b+hMp/Kn2ktr/wHoz5BaEyQcdgAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194546 0.4s linear infinite forwards;
}
