@keyframes rwdcur238318 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur238318 0.5s linear infinite forwards;
}
