@keyframes rwdcur21541 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 16 10, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 10, auto;}
}
div.testarea{
animation:rwdcur21541 0.33333333333333s linear infinite forwards;
}
