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16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 2, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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}
div.testarea{
animation:rwdcur216594 0.6s linear infinite forwards;
}