@keyframes rwdcur163403 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZElEQVRYhe2YS27kIBCGf4/mEjlHOTdCxZnK8YEiBTZZZ51VFn2DmgVPA+6QHo3S0qQk1N0Ym4+/HuBeACh6WwZ932K/AEBV4ZzD8/Pzd/MMTVVV397eFGM1v930crmoMUZfX1/vElKNMQoAxhhV1buEzDaAvD9gY4xeLhcFoM65EWzd/qn9HnXu+74A0Pf3d3x8fKRudUIgYgAUuzyW1SqOZeka9JfL1xDQGKNPT08AgIeHh0QH7zds1oJFAp7fOiiO7GUJxTafx02Dng3sVFBXoPzmQUzwm4f15VrA8odxyRrQaciZQRoACN5b+M3Dl0nghLBaXy2i126z9mbIXxOA4eERzvrwcCcEZcFqPZjC7+ByHxtlWIp+p+p5sevTJBvGYA8XYs1GMCIGNgAMKEsdi4fvtbIedmaq2wDTZCXWULIBiJndwzEBItU9lVXhWavYuXxOwc2PelGcRh2oEwL5onS6I8E56e9ZrW9L1iTg1St1ZFWTbtWoSllmgkSo+l4ihpMecgZwSfXL+y2vuMdvQWO5oVJuOJamrYlHEdfcX2w2ixcguLpWowetGh/hUt0kpozCTGAmWLuGMcTJ9Tkup8tMxoiQ56BxXHOdiAMcCVgcRARbpWyA7FWczmKgRFxOGj6HHCVWGx599PY2AjxL+2XzUKZqrxhmdwM66Enq9nt6P7oGzGDqBMtq674EmhOmPRTMwdWJRvF32KFYZBg2h2NSBdaCtgV0uEXxgLbes9uCnrNbHJKycfcZ7tH5ECoUPtVJeyjNY6pryjQ8yHYHXSekTkjVSWwuNlEnNDwAH2LQCSM7xnYOUqCompROv5mCWukz2hIXAKDszU56V15T7gCRVpNWmlYfX6zySoWK0hgridTXNpwr3dmwDhIxiHgYtGujbNpTa+XiAeF0UiZAKHyO4ra2rswcjk5xRmMM9n3P/ULljJesgTv0p6G5fFJVU6/zDa2TP7k3ubwEueQ+Y4yKSFYt3YOxG5WpC5OhjQr1aUlZVptdmiwpvu/7Uqt87Xm1+Lco2JoaY3LDucLZopIjVXKizKgHzL/+qTFmeOHx8REAYK1dEtzLywtGah62Scy9OH3lRfpTSABIcGdbYf1GODP/V9/06yQYDjiJw5vn/Zt/Us9i527+nf2xH/sv7A8m6WsxikwfMwAAAABJRU5ErkJggg==) 4 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur163403 1.2s linear infinite forwards;
}
