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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur170328 0.4s linear infinite forwards;
}
