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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur235315 1s linear infinite forwards;
}
