@keyframes rwdcur104719 {
0%,16.7%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.8%,21.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.2%,25.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25.6%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.6%,43.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44%,48.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48.4%,52.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur104719 4.1666666666667s linear infinite forwards;
}
