@keyframes rwdcur109917 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur109917 1s linear infinite forwards;
}
