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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur185248 0.6s linear infinite forwards;
}
