@keyframes rwdcur63105 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur63105 1.25s linear infinite forwards;
}
