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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur252648 0.8s linear infinite forwards;
}