@keyframes rwdcur63122 {
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:rwdcur63122 1s linear infinite forwards;
}
