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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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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur259558 0.8s linear infinite forwards;
}
