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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAgElEQVRYhe3TSw6AIBAD0JbA/Q/MAjeaiHFg+Bg3fQkrwRYCzDkXGFJKtL5dSinmegAg2f7HWaAarVJGgdfRKwcA4aWQa+e7VAVmwx0bNcXVcJK8H/VombgS3irlnRsA323/ypbg520fPoEdSGIgd3+BWbE/xWflKYqIiIiI/OoAvUU+/OG/QboAAAAASUVORK5CYII=) 1 1, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABA0lEQVRYhe2TP27CMBSHfy+JpUQEpfKAVKYMiK1C4iRsvQsn6TE6tafoFdichSzhb5qA3KWVSIWD47jqgD/Jk+33+57lR3VdSyhgjJFq7wcppfI+ABBRe41vgcZqk1IIXF235ADAuyKk1bktGgKm4RqNKgn6hhMRXT51V5mgT3iblO5ZD9D77X+FleDfv73zC9iAiNAh176AKcHtI3r0GUXHv2I8hkkcL/ZlOQ4ZQ8L5TgjxBiC36NbK8nE0Og7CUD4Mh/JpOq2jKFqYFDKdgudJmobF4QDyfVRVFXDOPSFE50K+ocDL+XT6nM3nq01RfKzz/D3LslcAW8N6DofD4XDcMV/Rq2jDt/jyRgAAAABJRU5ErkJggg==) 1 1, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABCUlEQVRYhe2TT0rDQBSHvxeTEkihJKCFQEMJgnRTN9oL1BPUa3kiQegheoOA0nU2QhbPjYItnXQyiW46H8xm/v2+Gd6TpmkUA1EUiWntB1U1ngcQkfY7vgUORpuUQeDkOCcHEJwQsnr5UBwIuIZbPNRI2DdcROT3V3eVCfuEt0nZ7g3Artr/ikGCj6u98w8MgYjQIXd4AVfC81vs6NOKl41rF5TA7dHcDnjvp2ObXpb7JI41HY+1yHN93mwU+PiXcGCfT6d6k6YKaDwa6f18rlmWOVWhSxsGD8sln03D03rN3WIBkwlJkrjkOwlcv223r4+rFbOi4CoIqOuaqqpenAw8Ho/H47l4vgA6Ll/5mkbwZwAAAABJRU5ErkJggg==) 1 1, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,45.455555555556% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur188319 1.5s linear infinite forwards;
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