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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur182692 2s linear infinite forwards;
}
