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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur94728 2.6666666666667s linear infinite forwards;
}
