@keyframes rwdcur617 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 5 8, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
12%,13.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB50lEQVRYheWWvUscURTFf++5DIuZaFgxbIRswGqR1SrpVQipBKtECFhZrW0g4B+QtIIQSCEWphFMuhDFQtAmSEhhYyGECIopRhxMCKIz71qMg+M6K4rzIXhgmOHNhXfuuefd+xRnsE6fRhjgCPBi/t0Y6vTd9nxkfEyM/8z4fiEaULCK/9aW5mddZ3clDRLhZuXhVy/Hu6u93SKgAc8IIiAC9e8LnuvwAzhIi4D36eMHt3jvvmmzbV0fHWLu8yLbf/ZQquVof885IChFaigC/cBErdazsbq6LIODAwJ8A+pAjUCYxBEqcAisAGulUsdjEalqrQ+BGeALKRkQzmdlAE9rFZXaS3PzRgK5IJaASM4EIDsGt7UE+Smgs6w/nPUBC6gCfa7rPhURjDEWMERwDNeB32kQCIdR5c3k/NfOric9BY3uKws/f7n4VjugzNTb1+92tzbfA/+TJhAq0NpuK/tR2dYiwo4HDys2JhhG2vjHlUhsoggVKD3o7BoT478QkWI0QOsW56/rTPve8QLBvSAVAgA20BoTYwjGcOKb3woomrc91WQ9UVzWCTPpCFFnRzPOrB3lPguu6gG54tq1kbsCUQKqyXdmBHJBI4Ew87tzCi6bcMJFLySuTJwCcQZsZsrMzJoaTgB1dpgNEJS6AwAAAABJRU5ErkJggg==) 5 8, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
26%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGElEQVRYhc2WsWsUQRTGfzM5liOuiZxEzoAnpDrCmUp7DYhVwEoFwSrVpRUE/wBtBUGwEAtthGgnJqQQkkaCWNhYCKKgxOKCSxQJye48i82avXH33CM7uftg2Zk3j33ffDPvvVXsw9t7bBhgBwgz1g4Mtfceu3htYV5MdM5EUSXtUPGqv9ZXFp8EnY1VFySSYPXLV68sTDXPTImABkIjiIAItN8shUGHt8CWKwLh04cPguqRo2bM93X7xhzPni/z9fsmSo3s/NjsbBEfhTNUgfPA7VZr+sPa2muZnb0gwCugDbSIhSkdiQLbwCqwXqsdPyUiTa31NvAYeIGjCwjduzJAqLVKSx26DG4TGAgyCYgMmAAcHoNhPYLBKaAP8/xhvw54QBOYCYLgrIhgjPGAOeI0fA98dkEgaUaNm/cWX05Mnp6uaPRMXXj3KSDyxgFl7t+6fmfjy8e7wO+yCSQKjI77yj9Z97WI8C2EEw0fEzcjbaLdRsq3VCQK1I5NTM6LiS6JSDXtoPVI52fQeRSFu0vE/wWlE/CB0Yw1Q9x+Sw86VFDklz1lzbP8bB/bL2u9y6dXJZSc8f9I9YX0zU6zLaJKlo9tE7JVSGziqhfkSf8P0grY7At/pE90xRmqbqhyxkWR7ExZ717KKhflta/MsI8gj/VBg+apIC4UKJLOf1G0EKVtkrNmB8+aFyLQq3AUtReBqzTvD38AuKOpDRsJt74AAAAASUVORK5CYII=) 5 8, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
50%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKklEQVRYhc2WsWsUQRTGfzM5liOuiZxEzsCdkOoIZ0ihvQbEKmClgmCV6tIKBv8AvVIQBAux0EaIdiERCyFpJIgcNhaCKFFiscElioRkd57FZpPNsmvuvN3cfTAsM/Nm3jffmzdvFfuwdlscBtgGvIS5rqF2v0OXrs/OiPHPG98vRA0KVvH36uv5p66zvpwHidBZ+cq1q7NjtbNjIqABzwgiIAKNt0ue6/AO2MyLgPfs0UO3eOy4GbJt3bg5zfMXr/j2YwOlBrZ/bjibBKHIDUXgAnCnXh//uLLyRqamLgqwCDSAOoEwmSNUYAtYBlZLpZMVEalprbeAJ8BLcrqAcPBUBvC0VlGpvTydxwn0BIkERHpMAI6OQb+GoHcK6KOMP+y/AxZQAyZc1z0nIhhjLGCaIA0/AF/yIBAWo+qt+/MLI6NnxgsaPVEW3n928a1hQJkHt2/cXf/66R7wJ2sCoQKDw7ayT5dtLSJ89+BU1cYExUgbf6casc0UoQKlEyOjM2L8yyJSjBpoPeD8cp3HvrezRPBfkDkBGxhMmDME5Tdzp30F1WxVEhNvbnJNRftJdnGbuF10Ps1P6ksYXZC2OG28E+zd7HbYHmYTH2u2KhJXKb5HLrUgKTRp2FMgzr6TTTpB3E//VMPoif/n9OHJwrXh91/Kzk2uqcyf104z40AI0lh36zRNhWarIpkr0E46R9HWQxQdC9thzpP6bRFIWpS2UTepmlead4y/Wqjz99Mr2wEAAAAASUVORK5CYII=) 5 8, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
58%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhc2WsWsUQRSHv5kcxxHXRE4iZ+BOSHWEM1yhvQbEKmClgmCV6tIKHv4BeqUgCBZioY0Q7UIiFkLSSBA5bCwEUU6JxQaXKBKS3XkWmzXrsok5M3t3HwwLO4+d3/zevDer2CW/M5IYYAvwU+YOjdp5jly4OjcrJjhrgiAXD8jlCz9XX84/9ty15SxERIuVLl25PDdRPT0hAhrwjSACItB4veR7Lm+AjawE+E8e3PcKR46aEcfRjeszPH32gi/f1lFqaOv7urtBmIrMKADngFu12uT7lZVXMj19XoBFoAHUCI2xTuTAJrAMrBaLx8siUtVabwKPgOdkdADh710ZwNdaxa32s1w8KaAvpAoQ6bMA6J2CQU1B/xzQvcw/7PaBPFAFpjzPOyMiGGPywAxhGb4DPmUhILqMKjfuzi+MjZ+azGn0VEl4+9EjyI8Cyty7ee322ucPd4BftgVEDgyPOso5WXK0iPDVhxMVBxNeRtoE25VYrFUiB4rHxsZnxQQXRaQQD9B6yP3huQ8Df3uJ8L/AugAHGE6ZM4TXr/VFBwr175DuaLXLfwq5We+otPdxDtUJ9/poN1htxUlBaQKb9Y6KhnUB8UUOGptJbe9H0pXBvA3/h2hnkf3RM7njeHqa9Y6yloJmvaNa7bJ0Wxk9ScFeLrTaZbF+CA/SfOJY74RJ9ts99LEKuukVmfIbI3HJgGrSI2MAAAAASUVORK5CYII=) 5 8, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
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}
div.testarea{
animation:rwdcur617 8.3333333333333s linear infinite forwards;
}
