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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRoge2YQU7DMBBFX6KqCqhIrGADGxaoJ8m1KNfyLTgDYoHYVqiqSszCHuykFLUhkxYxT7LiWIkn3/4eJwHDMAzDMIz/SzFCjDKrN5qda1Di/AcwBSYa8bQFTOLxnCRCJYAW0n8VjxvleINS4ryHhQfugCuSkAGD6JHProp9QFdA3vdUK5buIq4f8zh/UMAIjGWh5pu2o1ISfF0Rcvx2cd4DN8A8q192rqv45fro8yohu2sg+bzD4rZz/vxVdQ+puS6ugXUsm1j2fuXol9rq4gwZQedfUntLzAxYAqvt+7PrnH/N+r2Itb1F9JuBIFwsJDbKc32D80/UxS2wwvm3WJ/RtkxDGv1VLO/xXE1ALkKESOksXLFNy07dxd2QrJNbaS8BfXfH7sjJm2Z38xLETst4z64+RYzyGtgOvOuhBJmdNcEig6GZl8MohoxTttoG5GQ2lr6MJeAgX58KVdyB58A94Xtg+vMth6P9RQYpW0l6HJQxBKxIAga3keZvlXyDy2dhUDRnYJMdG5Q+6LV/bKn+1DIMwzAM49h8Ao/jazbNeZJ0AAAAAElFTkSuQmCC) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.333333333333%,97.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur153745 1.25s linear infinite forwards;
}