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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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}
div.testarea{
animation:rwdcur59141 0.6s linear infinite forwards;
}
