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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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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}
div.testarea{
animation:rwdcur161842 1.3333333333333s linear infinite forwards;
}
