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10.204081632653%,12.144897959184% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.244897959184%,14.185714285714% {cursor:url(data:image/png;base64,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) 2 2, auto;}
14.285714285714%,16.226530612245% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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18.367346938776%,20.308163265306% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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40.816326530612%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.857142857143%,44.797959183673% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.897959183673%,46.838775510204% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur122917 3.2666666666667s linear infinite forwards;
}
