@keyframes rwdcur211688 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur211688 0.26666666666667s linear infinite forwards;
}
