@keyframes rwdcur87446 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 9 5, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
}
div.testarea{
animation:rwdcur87446 0.33333333333333s linear infinite forwards;
}
