@keyframes rwdcur87442 {
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20%,29.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
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90%,99.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
}
div.testarea{
animation:rwdcur87442 1s linear infinite forwards;
}
