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7.563025210084%,15.866386554622% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.966386554622%,24.26974789916% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24.36974789916%,32.673109243697% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.773109243697%,41.076470588235% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.176470588235%,49.479831932773% {cursor:url(data:image/png;base64,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) 0 0, auto;}
49.579831932773%,57.883193277311% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.983193277311%,66.286554621849% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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83.193277310924%,91.496638655462% {cursor:url(data:image/png;base64,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) 0 0, auto;}
91.596638655462%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur44410 1.9833333333333s linear infinite forwards;
}