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16.666666666667%,22.976923076923% {cursor:url(data:image/png;base64,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) 12 0, auto;}
23.076923076923%,29.387179487179% {cursor:url(data:image/png;base64,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) 12 0, auto;}
29.487179487179%,35.797435897436% {cursor:url(data:image/png;base64,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) 12 0, auto;}
35.897435897436%,42.207692307692% {cursor:url(data:image/png;base64,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) 12 0, auto;}
42.307692307692%,48.617948717949% {cursor:url(data:image/png;base64,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) 12 0, auto;}
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}
div.testarea{
animation:rwdcur182174 2.6s linear infinite forwards;
}
