@keyframes rwdcur53127 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
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84%,87.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
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}
div.testarea{
animation:rwdcur53127 2.0833333333333s linear infinite forwards;
}
