@keyframes rwdcur90727 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe2WP2gTcRTHP89eGkdx6+Jcsjk5ZBEKLkGhEBJw7VxnoZsi7u5CXZxEECydMpXSLuKmDoJim7TgqdiS5K735zncr0na9LzkxyXtkC/84Hfvx7v3ed97xx3MNNNMV1mNarn0YbUWaJO7k6pxLeO8LjgOLpvaxLkMgBoAB1yny9OpAjSq5RLoIgAx0OKx7nFzagBAvbdT4Bj4yfY0AWpDkUMW9SMPJw5wxv5BKfCHV7rBfF4AaZNdT4lDF4civm4BIdBhQSoc2gKkPYKe/S9fvB4+9YEjoAPc4EA/o7YADkCjWn4HPEhCatYIKgAe8A30Byq3kHEBTh1YBr4kWzEr0cqj/8xcaAAUaI1begBg6c12DNwG9vsOZDQjJvuU1wPdoGQFYCC8BEJ+Z2aJYYzo87Z5LxU+WQMYCBe4A9KJ4pi25wPgHp3LOj8iyV1Wxy0+BGAgvgJLJ0EQh1EIwN82tH5BFKdkxjyRCt9zATAQu/OFwopIfw66J7Dvgh/0isIcUATguU3xVACAe2931otOYV0l6MXCCJouHHeTa51zwOe+VPBsATLfW1VVeZZytgYyaJOFsv4HJq6R6C9yIY/u4Qo4YAWQV/cjA4iI6Foe5SwBJg0xllTV+tt/kf4BzeuhE+afqE8AAAAASUVORK5CYII=) 8 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVRYhe3WO2hTURzH8c9tk7Zoh6pTQUQQodSpk0MWoSBCUBBCC67iWGfBTRF3V5e6OIkgKE6ZpOgibipUUNQ+wFSxJU3SPI5DYpI+QpOQPob+4MC958+5v+/9nf99cKQjHekwK51KjL+fmSqGBZf2yqNvl/p0JBaT8TosiB0EwBRYMiTn/r4CpFOJccIYqGDRnfDDyX0DwHT9KGANv8ztJ8DUtpllY+GDG3sOsCn+ZgX88SS8MtArgFadPQ0jiaTh48OcOsdKrQdzYgYVwhuUsG40SlruFqDVFtTjP3/r9vZqAatYx4il8EnoFiAG6VTiBa5Vp0JttKE48vhK+C5EZ0SdAvxP4Do+Vw+j2qhq/vGj1qtLNYCAxU6tG24gnUoMYZ5wulEKToyeNXHl6c4r+1TfEXAMWReipI+dANR7YPLZXB4TRL/bwg4oa+xY1stOzTcB1CAyuEi0Xq5UZPMFkFndsmpri1SvMtOp+TaAGsQXTG4Ui5VSuQT+ZllcoVxpsbLiXpT0rScANYh3A/H4zShqNGNug58ZCsW6Kf0YBA+7MW8JAJefv50djMVnQ1Ssz5XKLGRYy1XPQ3+MgqtRUr5bgF2f2xBCiB60qN0lao6pC+32P7Dnaot+pxR6cfccggQOHKDtCJu3oVfx00UCvTTvWCGErr/7rfQPqOWm037N8e0AAAAASUVORK5CYII=) 8 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVRYhe3WO2hTURzH8c9tk7Zoh6pTQUQQodSpk0MWoSBCUBBCC67iWGfBTRF3V5e6OIkgKE6ZpOgibipUUNQ+wFSxJU3SPI5DYpI+QpOQPob+4MC958+5v+/9nf99cKQjHekwK51KjL+fmSqGBZf2yqNvl/p0JBaT8TosiB0EwBRYMiTn/r4CpFOJccIYqGDRnfDDyX0DwHT9KGANv8ztJ8DUtpllY+GDG3sOsCn+ZgX88SS8MtArgFadPQ0jiaTh48OcOsdKrQdzYgYVwhuUsG40SlruFqDVFtTjP3/r9vZqAatYx4il8EnoFiAG6VTiBa5Vp0JttKE48vhK+C5EZ0SdAvxP4Do+Vw+j2qhq/vGj1qtLNYCAxU6tG24gnUoMYZ5wulEKToyeNXHl6c4r+1TfEXAMWReipI+dANR7YPLZXB4TRL/bwg4oa+xY1stOzTcB1CAyuEi0Xq5UZPMFkFndsmpri1SvMtOp+TaAGsQXTG4Ui5VSuQT+ZllcoVxpsbLiXpT0rScANYh3A/H4zShqNGNug58ZCsW6Kf0YBA+7MW8JAJefv50djMVnQ1Ssz5XKLGRYy1XPQ3+MgqtRUr5bgF2f2xBCiB60qN0lao6pC+32P7Dnaot+pxR6cfccggQOHKDtCJu3oVfx00UCvTTvWCGErr/7rfQPqOWm037N8e0AAAAASUVORK5CYII=) 8 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3ElEQVRYhe2WP0gbYRjGf297iXUoSqEUF8kYMhQ6iEOWgmOoUAgJOAnO7oVuinR3l+LSpV0K/pkyFaFL6WYdhJZqEsGo1JL/l3s75NOcpsclxyU65IEPPt6P957fPd8LdzDSSCPdZ+XSycS35UxT87wclMcDn/OsYFmU2NU81l0AZAAo8ogqq0MFyKWTCdA4AA5Q4I0e8WRoAED2eqfAX+CUvWECZLoqJ8T1OwsDB7gRv1sKXLCp20TDAvCa7KxHHapYjFHXL4ANVJiSFCdBAbyuoDt+t+rAJVABJinqDzQogAWQSyc/A/PtkprVgyJADfgJ+huVaaRfgKsEXgMH7a2Y1YNsA6BAoV9rF8Dcpz0HeAEcdxLwgRDTfcVbA90mEQjAQNTaEHLu2yWGsUWHt8yWpNgPDGAgSsAsSKXlOJRrdQBKl7e6bo9I+ynL/Zp3ARiIQ2Cu0Ww6dstmY/0Df8pQOIOW49HpsCIpfoUCYCC+RiORJZHOHFQbcFyCevPaFB4CYwC8C2IOPpO2Mz/z/lkstjjx/OONhqeT8HgcNGohDfuVpNgaCACAqqqseZy9BXHHFEB+/wMDV0/0/0shjLeHe5DAnQP0HKH7GsKKHwIkEKZ531LVwN99L/0DX36coNm4b0MAAAAASUVORK5CYII=) 8 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur90727 2.6666666666667s linear infinite forwards;
}
