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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur105193 1.8666666666667s linear infinite forwards;
}
