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6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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}
div.testarea{
animation:rwdcur114675 1.8666666666667s linear infinite forwards;
}
