@keyframes rwdcur207653 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 12 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
}
div.testarea{
animation:rwdcur207653 2.5s linear infinite forwards;
}
