@keyframes rwdcur28004 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur28004 1.6666666666667s linear infinite forwards;
}
