@keyframes rwdcur17374 {
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20%,39.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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}
div.testarea{
animation:rwdcur17374 1.3333333333333s linear infinite forwards;
}
