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0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur97365 1s linear infinite forwards;
}
