@keyframes rwdcur204623 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur204623 0.25s linear infinite forwards;
}
