@keyframes rwdcur87830 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur87830 0.5s linear infinite forwards;
}
