@keyframes rwdcur247473 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur247473 2.0833333333333s linear infinite forwards;
}
