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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur252928 2s linear infinite forwards;
}
