@keyframes rwdcur2222 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur2222 0.83333333333333s linear infinite forwards;
}
