@keyframes rwdcur34772 {
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:rwdcur34772 0.66666666666667s linear infinite forwards;
}
