@keyframes rwdcur236735 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur236735 1s linear infinite forwards;
}
