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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 13, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 13, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 13, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 13, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 13, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 13, auto;}
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}
div.testarea{
animation:rwdcur158335 0.5s linear infinite forwards;
}
