@keyframes rwdcur73964 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur73964 1s linear infinite forwards;
}
