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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 9, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 9, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 9, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 9, auto;}
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}
div.testarea{
animation:rwdcur110111 0.4s linear infinite forwards;
}
