@keyframes rwdcur156412 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur156412 0.83333333333333s linear infinite forwards;
}
