@keyframes rwdcur127506 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 2 12, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 2 12, auto;}
}
div.testarea{
animation:rwdcur127506 3.75s linear infinite forwards;
}
