@keyframes rwdcur19272 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 6 16, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 20 8, auto;}
}
div.testarea{
animation:rwdcur19272 0.33333333333333s linear infinite forwards;
}
