@keyframes rwdcur236732 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
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}
div.testarea{
animation:rwdcur236732 1s linear infinite forwards;
}
