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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrElEQVRYhcWXPa7qMBBGTyJokBALuLdhc2wA2lSUrOntgYY6DRJSREAiBAzEnlfca+DlBYgDSb7KkZ2Z45nxnxcEgVAgpRSz2cwr6nPRI/sA0+nUIwgCsTqfz5IkiURRJGEYPvzRRda21lruNRqNBKBjB3qe9/Zsi1RkNwxD2e/3APgA2+22Dt8PJSL4vn8DaFr9fv8GkKYpNhxN6Xg8opT6AdhsNsRx3ChAHMccDgcA3i+8ZVf+s/R1KW2383rIr5N7k8In0IGyRfh9+fe7yHnFXcNtFcgTRxUjUh7Ahj2finxbuNXFRwHyM7RAkuvPQ75QuSIE+LrAn5K8DvXgXgNlHDhEwA2ghuOq2llwn3uovASrA1iIonZjAB9SWYBaLisuAD96thM2shU/i4PtcwRxr4FXyagtWXXJXsub9CkiYt8LrS1DeyVrBcAYQ5Ik7QGICMaY9gDW6/UVoAOwXC5ZLBbS6/UYDAZkWUaapgyHw7cXlS1wpRSn04koipjP59cUdFarFePxGK013W4X3/fRWpNl2bu+AZhMJux2O5RSGGPQWqOUuj5MWtdfnRDejYUHfBUAAAAASUVORK5CYII=) 15 16, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur252645 0.5s linear infinite forwards;
}