@keyframes rwdcur127650 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 25 9, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 25 9, auto;}
}
div.testarea{
animation:rwdcur127650 0.2s linear infinite forwards;
}
