@keyframes rwdcur41203 {
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20%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur41203 1.6666666666667s linear infinite forwards;
}
