@keyframes rwdcur28882 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur28882 0.46666666666667s linear infinite forwards;
}
