@keyframes rwdcur35390 {
0%,14.463106796117%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
14.563106796117%,29.026213592233% {cursor:url(data:image/png;base64,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) 4 4, auto;}
29.126213592233%,43.58932038835% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.68932038835%,72.715533980583% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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79.611650485437%,86.307766990291% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur35390 1.7166666666667s linear infinite forwards;
}
