@keyframes rwdcur172287 {
0%,11.664705882353%,100% {cursor:url(data:image/png;base64,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) 23 40, auto;}
11.764705882353%,99.9% {cursor:url(data:image/png;base64,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) 23 40, auto;}
}
div.testarea{
animation:rwdcur172287 0.28333333333333s linear infinite forwards;
}
