@keyframes rwdcur79746 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur79746 0.8s linear infinite forwards;
}
