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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur23848 2s linear infinite forwards;
}