@keyframes rwdcur200819 {
0%,12.94347826087%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.04347826087%,34.682608695652% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.782608695652%,56.421739130435% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.521739130435%,78.160869565217% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.260869565217%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur200819 0.76666666666667s linear infinite forwards;
}
