@keyframes rwdcur76495 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur76495 0.16666666666667s linear infinite forwards;
}
