@keyframes rwdcur181661 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur181661 0.66666666666667s linear infinite forwards;
}
