@keyframes rwdcur211687 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur211687 0.83333333333333s linear infinite forwards;
}
