@keyframes rwdcur86821 {
0%,48.680487804878%,100% {cursor:url(data:image/png;base64,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) 63 63, auto;}
48.780487804878%,57.217073170732% {cursor:url(data:image/png;base64,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) 63 63, auto;}
57.317073170732%,65.753658536585% {cursor:url(data:image/png;base64,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) 63 63, auto;}
65.853658536585%,74.290243902439% {cursor:url(data:image/png;base64,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) 63 63, auto;}
74.390243902439%,82.826829268293% {cursor:url(data:image/png;base64,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) 63 63, auto;}
82.926829268293%,91.363414634146% {cursor:url(data:image/png;base64,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) 63 63, auto;}
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}
div.testarea{
animation:rwdcur86821 1.3666666666667s linear infinite forwards;
}