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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;}
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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:rwdcur252091 0.93333333333333s linear infinite forwards;
}
