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20%,39.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
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80%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur246349 0.5s linear infinite forwards;
}
