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4%,7.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
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12%,15.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
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}
div.testarea{
animation:rwdcur49624 4.1666666666667s linear infinite forwards;
}
