@keyframes rwdcur19107 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur19107 1.6666666666667s linear infinite forwards;
}
