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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;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur237722 1s linear infinite forwards;
}
