@keyframes rwdcur106768 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur106768 0.4s linear infinite forwards;
}
