@keyframes rwdcur146100 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 14 26, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
}
div.testarea{
animation:rwdcur146100 0.5s linear infinite forwards;
}
