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21.739130434783%,25.986956521739% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.086956521739%,30.334782608696% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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91.304347826087%,95.552173913043% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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}
div.testarea{
animation:rwdcur195380 0.76666666666667s linear infinite forwards;
}
