@keyframes rwdcur253864 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 10 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 10 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 10 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 10 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 10 3, auto;}
}
div.testarea{
animation:rwdcur253864 1.6666666666667s linear infinite forwards;
}
