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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur56939 1.8666666666667s linear infinite forwards;
}
