@keyframes rwdcur84355 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur84355 0.33333333333333s linear infinite forwards;
}
