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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur200246 1.8666666666667s linear infinite forwards;
}
