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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;}
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43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur47833 2.6666666666667s linear infinite forwards;
}
