@keyframes rwdcur87486 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur87486 0.83333333333333s linear infinite forwards;
}
