@keyframes rwdcur251186 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur251186 1s linear infinite forwards;
}
