@keyframes rwdcur37306 {
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:rwdcur37306 0.6s linear infinite forwards;
}
