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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:rwdcur193164 1.3333333333333s linear infinite forwards;
}
