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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:rwdcur65168 2.0833333333333s linear infinite forwards;
}
