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12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur9736 0.66666666666667s linear infinite forwards;
}
