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31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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94.736842105263%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur90419 3.4833333333333s linear infinite forwards;
}
