@keyframes rwdcur242208 {
0%,15.9%,100% {cursor:url(data:image/png;base64,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) 18 21, auto;}
16%,31.9% {cursor:url(data:image/png;base64,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) 18 21, auto;}
32%,47.9% {cursor:url(data:image/png;base64,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) 18 21, auto;}
48%,73.9% {cursor:url(data:image/png;base64,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) 18 21, auto;}
74%,99.9% {cursor:url(data:image/png;base64,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) 18 21, auto;}
}
div.testarea{
animation:rwdcur242208 0.83333333333333s linear infinite forwards;
}
