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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur108846 0.9s linear infinite forwards;
}
