@keyframes rwdcur109529 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur109529 0.2s linear infinite forwards;
}
