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13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur93658 3s linear infinite forwards;
}