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20%,39.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
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}
div.testarea{
animation:rwdcur115439 0.5s linear infinite forwards;
}
