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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:rwdcur101743 0.6s linear infinite forwards;
}
