@keyframes rwdcur53202 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 8 23, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
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88%,91.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
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}
div.testarea{
animation:rwdcur53202 2.0833333333333s linear infinite forwards;
}
