@keyframes rwdcur116612 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 28 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 28 0, auto;}
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}
div.testarea{
animation:rwdcur116612 0.4s linear infinite forwards;
}
