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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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}
div.testarea{
animation:rwdcur10265 2.6666666666667s linear infinite forwards;
}
