@keyframes rwdcur105771 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur105771 0.23333333333333s linear infinite forwards;
}
