@keyframes rwdcur157296 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12%,13.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhe2V3YuMURzHP+fleWZnd96WOVjvCkXylrh1QbkQylyYC9zJlZSXlCv5A3Al5bVwLDYkhAsvRSEKRZbiQlizLVk7a3fmmeNiZpZkZ2fZ3ZT91q/ze87vnO/5dM55ngeG9S/KWNYYy0VjmTvYa8le+r8Ay4F7xrLZ2KEHuAa0gfKBPcAVYxk1ZACZNHngvG6Jo1tHACwDnhrLsiEBKMkGyQ5qTsUIvRgDyFHAJWPZZyz+UADcdKqrNViUo+Z4hMit8Yh8WAKbgAfGMnNQAUrHcDY3PYuUAv9GDfGmceiv9QCzSxAbBw2gpMZ8/BPMcyil8F76JI6OJvy+AaAW2G8s54xlxGAB3AY+5OZ0obVGa4XX7hE/OpLYk8ngfIBVwGNjWfwnAKpSMduEq0sxOYi6hfFnI1GBQkqJQOA1+4Q6o3RP6Map7hiwri5FuC7FrWwThWoB+toBABvodnILcmitUVoVQyn8hyHqT43D/5wse+0A7hjL1IEDENwF3nZM/YJSCq0UShZ3QkqJequJHUoSfjO2PGMh8NBYUgMCkFkDwOn2+ncUJgUIKZFSIKRACIEQILKC2mNRIvcmIgohgBhwxlgO9PXNqOYIABoh4OusdgSAEIhi1tMCeJdDRC40IDuj5a4NwKW/BsikuQ+8+TThIwXP4ZzD4YBiDuBcMeQjRd2RJDrT82YuqfQf0dUAlHS622vb3rqiBZETBDogUHkClaegAgo6wKmfI1+edzOT5uNAADQC2z83vMblwH0D11VqO8FlwXVAIQt6POgpIEI0A6srmYpKxV9lLC+Cd0xv2/L7up4G8W0gi1fgLrAyk6a1kme1l7CsEzLRezH/EoKWH899Lf4nACdFLQV/Pngzfj8g97wn/VaNYb8AMmleAXsjayGxk2x4Kc2/jhFhAPLArv5490vGMt9YEkACuAo4PFxtCpc8iDOWrdV69esS9qbEbhao0ayXUZLA9UyawwPhO6xh/R/6Dhj36NtJro6aAAAAAElFTkSuQmCC) 5 3, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
98%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYhe2W3WtcRRiHn5nzkXP2ZM+epKWfSZQQtbESjaBQbzYmoLRY8ErwAxVRKIgg6IVXK+7foNhLUW+88aZe1QtZrbS2NqRSDYqStNaUJiKn2ezu7J5zZrzYqBS2yarb6EV+cDjMO8M7D795eWdgW/+xRKdgVCIHvAO8Fpf57VYCyE7BuEwdeBCYj0o8seUA65rDsMtK8h9FJU5EJYa2GuB8tiIxmaawMPyY3Qq/jUoci97cOoBZ4YG6oKjvrTJ4Zk+YX973LkZ+EZW4s1cA1s0mvCKxcMwb6oSF2duEUUHh1A58VRhJBvVLzrQyXpHTqoK+JQCqgvKmeFZX5UByWmImash9Lv3fhARXQtsK/RkV1B73ivprVWGp5wAAXpGiaYjx7IJA1wTZxCp+Pk9wLcBfCgga0e7WgH7Bnq6HXpEvVYWk1wBjpGImnZOYFQE5iRqPGRS7yTUC+mp95K8UpMz5D9WD6pNeUV9UFRZ6CRAISzyTfCUAgV4Aa8RQu32N/dkwvs5hYeFd9clVCwPNKHvOnqmPeEU+VxVULwDWhG1eTxclrLabpv5FIu5q0tjVYiS5DRcXAHFdkrsUIHxvUuVrz3tF/b2q8MO/AlAV1rwpjuma6NeX1ru2AlOXpGPXSUPJcDKMRKK1Rica+2cHr5rvTwb1U85MY8wr8tlGbmwIsO7CNErekX4HYv3qMCsCAsna0FV04KD9jEZYp1lQtAottNH0LfuYnDOReLUj3hTHVaVzfnszAGBODJgjGAHCAAJjDMmnAvuAxU/BLBQADca0/39+BgRMACGw+k8BzstQg5AYA2IdwjqkEUFGtgTV98GTHmmakqYpAM494E+DgI/jtzpvDhu34j80K1ywDrQHxgAYnIMGNKgzQAscx8F12wXpPwq5oyAj3gOe3ih5Nw4sArE1YqJsvl0D1qRB7sxIFyC52F5UrVZxHKc9PwTC4e24zCubJd/UgbgMwJzc8VfMuddgElCnblybJO1G2DoH0N2F1c0RAMzKyABg3Q3WHk36I6Q36XmteUAz1kuAczKvoR+c+w2mCY0KyELnxX2TgGS5lwBnscCZNNj7M5J5cEYh/2K74G5IOAjuAwB80E3ijo/STopKrJi63GkyTXoZ3HE0kpNoHkkXkdk1ED7YoyBDTgKH4/Lmb4VuHQD4UOQ0wgX3IL8iORqXOYzkYXuUT/oOsejex1kZ8jKiu83h7zngAq8CHnA8Lnd3xtva1v9evwMMjlZPBPESrAAAAABJRU5ErkJggg==) 5 3, auto;}
}
div.testarea{
animation:rwdcur157296 0.83333333333333s linear infinite forwards;
}
