@keyframes rwdcur126981 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur126981 0.8s linear infinite forwards;
}
