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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 21 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 21 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 21 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 21 21, auto;}
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}
div.testarea{
animation:rwdcur204347 0.53333333333333s linear infinite forwards;
}
