@keyframes rwdcur146097 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur146097 0.5s linear infinite forwards;
}
