@keyframes rwdcur250529 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur250529 0.5s linear infinite forwards;
}
