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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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}
div.testarea{
animation:rwdcur114852 2s linear infinite forwards;
}
