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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 8 2, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 8 2, auto;}
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28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 8 2, auto;}
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}
div.testarea{
animation:rwdcur114207 1.4s linear infinite forwards;
}
