@keyframes rwdcur86317 {
0%,24.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
}
div.testarea{
animation:rwdcur86317 0.53333333333333s linear infinite forwards;
}
