@keyframes rwdcur38000 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur38000 0.33333333333333s linear infinite forwards;
}
