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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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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur129991 0.8s linear infinite forwards;
}
