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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur15656 1.3333333333333s linear infinite forwards;
}
