@keyframes rwdcur172778 {
0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 14 8, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+ElEQVRYhe2VsY7TQBCGP9sLtthTLLkAaSokChoq6KloeQ4kXgZx78Bb8AQUR8cDoNMUCFlJFBeJkpgia7M469gH5ir/kiXv7sz8/87szsKMftT34RuNCNBnM4Z80DceCPCvGIzVFVADiMiEGi6LMCPIp8hITU85Ys+gJVfV3kh5nlMUxSjWoiiw1pLnecvRRdS3cAnWWqqq6h378wDGGPb7fWPzRyaawZkIay1pmlKW5V31tQhk9KwMxluo/Z1UVYUxpms/CbmIPAXeAR/9WxB107harRrHCIhE5IGIJP5c4GvRkIvIk46+EvgKrEMns7bWYozxBSAiC+AxcARuVXUX2HVcVdXBqzci8gwogBtVPXZ9zhqRiCTGGJIkaQ+Rw5Xn8yggHGCRZRlpmjaxngNvgE/Ai5DDmQBVPVprXx0OB/I8fysiD93SEtgDO2AjInhrDdZJklxvt1s4ZW4D3AIfgG8hAcHmICIF8BJYq+oXbx5VRURi4DWQcUrtj1Ac55MBu1D6IfwWoKol8Nknd/PNr3Hk8Ls0fbgC3rtNnaH3nl3qhqq6E5EbF/z7gIDY8bSbdVd0AXd/aieBy0YBPSW4B7S8o1qdO3QmdPf/Eksn4jhYAneKxTn8VNXlRCKAcSXIPLu+BvRfBWw4NZ89p9TNmDFjxqT4BS16ohPNjUJIAAAAAElFTkSuQmCC) 14 8, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 14 8, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 14 8, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 14 8, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 14 8, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhe2UsW4TQRRFj4ONlqwnE61iilukT2giCio6PoNvoKHkVxBfgqBMgRBCVFQUCD0hIUWWFgcrsjIpvHaslWdnba+ofKWRdmbvvHdn7nsDe8QR/sfeXosAMU6b5Mm9B4kAuyIZqy4gAEjqUEOziH6L5F3cSCBix8EKYZnczHbOmOd5/Tt6kLAYeZ6H1fm2w3sfiqKI/Y+L8N4H730y+Dqh69YkBUnL/5Je1y1e1EAPCLPZjMlkEhNJnudkWcZ0Oo1yFjzvPXBvp/f+CXCesrfxyiQdSXon6aIhefDeL09ej9EGjZ61aNG6HVthlwABCKPRKEh6kyKvewnhvmc3fYYBenmeMxgMPgJnkg6byP11i5IK4CWQAbfADXAKHJvZt5QC7/0r4AXw1syuNxYAHANnwBB4D3wHPgCZpF9mdpXQ8AO4Ai5TYpNXLOlZFawPFMBlFy9lKwGSToAjYNzi1ElIGgJPgWvgs5lFixBJfeZWHACFpCh3AzwGDoET5vbyIMYsy/LWOTesODdmNt40m6TMOXfunHtUluXYOfevEvDHKh9jRbjAz2pDYyU34BTQXIvMzKbAl1XCNn2eRNXGD5m37wXw18w+reN2LqAqtOfV9Cvwu6lruiisOmar3122bGtIyqqb2GOPPZK4A3rBx/q49uVLAAAAAElFTkSuQmCC) 14 8, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBElEQVRYhe2VvY7TQBSFvyRWgrAmQ7FB6GgVIURBQYUoKeiRKKlpeB4angco0D4ABSWiukqBVhBvIItCQmF7mXU8drxZUaAcaZSJ79+512fGcEAcm38R29shQcxnl+Ktsf2WBPuiNVeVwAZA0jVyaCYREogV3+yy0jQt951I9EOHsriZRRmnabr1zHvPaDSq9Z9MJmVMlMROHXZZwTQu7etI9AmUWtfdVbBYLIB8ot770NR4Kq61c0kbSdHOS4Qi7EUm0NtlSRp479+EgYGWOt0lje+shKQk2EvSa0n3d40vkdQ868UCJd0qYm4AzyV9NLMPwCnwDniUpumFBrjiTRgGVhO8AF5Wnc1sCbwHbnvvX4WxkoaSHkq6V2kmkTTt9G4kHQGJmc0kJWa2qtiPgR9mdho8uws8KP6ekE+wnPy464emMySNgcfAEvgEHBWmFZD0K87DDomHhSYaYWZz4K2ZnQDrwHQGfBkECZ8Az5xzsyzLvrcU7wNPgalzbpll2bzJP8uy8vfcObcCfgLfzOx3eApWBcP1doot3OSvgOtOUhTFRC5wSQN1wqpC0hQYFgTmwKzp49WGqAiLMY+BZXHMSo1MC5c18Hmf4hC/BwDukCv2uLz1zOwXuXjWwHzf4m0Ekrq9mc3IO/+6d3VgEDM4587JCZ6ZWRbaSlUfcMAB/wX+AApb4DsqSo84AAAAAElFTkSuQmCC) 14 8, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 14 8, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgElEQVRYhe2VQWsTURSFv0zjUJLahLGUehAR19JlV/4M/4Fbwf/ij+janVuXLkR3UlyIFL2WEEIT0hBCmLh4d5rpmGRmSHDVA+FN3tx3z3n33NzAPdZj8T/ONiokWBdThbz0bFSSYFuU5ioKWABI2qGGzSKaFch3UZEFa+yIcgG35Ga2A84l2u02nU5n5UWijLzdbjMcDmuTdzqdOkIWku7Y3iSUZnFzc1ObOI5joihiPp8DUMxRrKikt8A+MMkLIBNRR8De3h4A4/H4ljhJEgaDwTryh/59ks+Tb8J1Im6bR1IMnAI/gYGZpbl3kb/7mu3lKtIA3hAsf7dOwEoRkk6AE+AH8Bx4DfwGziX1zWwk6RA4A2ZFckltr8J7VsydogAkPTazPxAaE3jhcREQA6k/R0AXGPnazOcbDodIemBmcwAz+1XkYpUioCfpkd+iAVwBc197wAfgwmNHvhpwCXxnaVkjI9+EtbNa0r4Tp8CBmY1y+1OgWUYgCTNDUqvYfP8I8AbLxqABrwi3Tgk/nW9mdll2o1y+hGDNKaE3roALM5tIagEJMM1bcAi0gGOga2bnwEeC77iIOugSLD4GnhAaWF7BI8/XzTfhFHjphBOgZ2appE+erO58ngAHQHa+7/tNQkXi7Ev+wKXvTbNN935EBUhqEm7XN7MrSbGZzdzehNBTY/8cALNGIUGLYEUvP2SqQtKZE/XN7HOVM3fmgHfqym6tiLSw1hOwA3whVGCw6qVblBAE9s1sewHu79zMUretvyH8iOA9hEYcrZqEdci7wFPgmQspQ35wpbC9BS1fI3+ebYiFYM2cULHxLgRcs/yDGpcFu0XXW3Le4x67xV8I3vZB/3+PiQAAAABJRU5ErkJggg==) 14 8, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 14 8, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIUlEQVRYhe2VS2sUQRSFv57p6ZFUtCSoxIPE4EJEVNwLLkTwv7rwB/gbXARXLoKEIBdRGWhhQhjm4WJqJtU9XfNIohvnQG1u3XvuuY+uhi3SmPyL2GwNgpTPOslXxrZWEFwVK7nqAiYAkq5Rw3IRsYBKcudcbJ8f59ykbqudCgJPUsRMQCV5WZbkeb7g7Jwjz3O898uKqqDf78eFNGJVRZXjvZ947zfpyNIOtahtatT6pXDO4b2n2+1WbHG8pPo+LXwVeXQx8d7Tbrcr7S/LshJQFAWDwSBu7QVZFDdLbGbJ5BAtoSRXFAWdTgeA4XA4s7dDcCap3el0Xjnnbs5swZ4BmXMuiwWvSr5wIelOv9//Wat86WMi6S1wCLw3s9+EOe/t7dHr9ZB0F3gAnJpZL9mBoPiXc+5hXIWkpscqxi5wg4txAjAajZDkgKfAPvC4KbiJ/Imk5yH5O+CNpKIpWNIO8An4EFWXAZRlmZnZGWDAGPi+roBnwIGk++E+D1U24R7T6nckxR2Yj83MjoGPZnbSRJCcb9jiQ2BsZqcJnwOgYFrhiZmNU3wpbPqnqwuYdefMzAaX4biSgGWQtAu8Br6Y2deU3+KDvx75C6az/2xm5yk34BHTPbo+AaGy2fu6D5wkXI9D8m9hVLeA8/BlzHGpEUh6CewAR3XChL+CP0wfpPm+XGoEZna0YUicp5W6+Jv4AdxmOoLUzmyxxRb/Kf4A+THEpSb13FIAAAAASUVORK5CYII=) 14 8, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhe2VP4sTQRjGf1lDctyAG47k0KewsLa+2k8ggpyFH85K26uvsrC0FEuLIMdbXI7FlVsIi8lZ7GzYi7ObZA602QeWWYZ53+d5/81Aj3bc/QvbwR4O2s7sQ77TdrjDAZIEvAPem1kWIaZTRBIirzg3+A3c+jUGneVoqrtHbmaRfHtxbVBnIEjunCNN0wexOueYzWY454KZSGikyMz+inw0GuGce5AIgPF4DHC3VV4SOpqkKArKsmQ4DPXqbkgiTVMWiwWr1QpJF8DbbQHUIkKR5nlOnudR5FBl1TmHc+7c862b55qhDYqiCNVp4B0eAa+AuZl96eDe+KiFp2n6CHgGfDaz6zYBNVnb2DwGTv1/UICk6XK5JMuyTeSSnprZGph3iA5GUX9NglOfiYNtYxDlQNK0aSvpuaSXkoKd3NXerdMhKQEmQNYcW0knwGtJ58DEzH4CZ8AU+A5cHSKgC2dewBXwrbE/Bd4AN8Cl3/sEPAGCV2usgAnVSG3bz4GPwA8zuwXwXX+v8/2IHgPlwQIkvQCOqB6nZvSYWQl82MeNF7COycAxsAR+mVnsCznyaxIj4CtVTa93HezADXBCFUiPHj169Pi/+AOuJJN/syOIwgAAAABJRU5ErkJggg==) 14 8, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGElEQVRYhe2Vz2oUQRjEf7tsnGFb7CASpZB4lZCL5gVE8KAg+BC+gk8i+BKevefkyYN4yEHEQwhFlCDJkiyShKyH7d3Mzuzsnwl42oJmZnq+rvq6qpmBFeox+B9r27MIQghNmhiUro0IimMMSXUNL7R+GsqEgyRUKZT0DHgraX2BJiqcdWjVidueKIwxAnBycrKk/lStyuSE+Ejk7OysqdhSTZQzGwCDdAAr901HgWMC7bquirvPsmwcwTKQNHY1yzIkfZC0VW4ASRlACKFCMm1u1nxRHK7PUp7nr4Eu8EbS5kQDts8lxU6nUyGKMT7J8/xlCGGHoVstoBVjDMXnwhjDNjFGJL0AdoFPSfOVpLsAnUJxLxGUc/oKrAM9SRtA3/ap7X7d7kMI4whDCMF2PznyDdgAjpMbf6bmX2qiBSDpIbANXAG7ts/nrZX0CHgHvLf9Pc09AG4BB7avqp5fiw6YtPSq5n4Cku5fXFz8Wltb2wEOgY/A/ui97cOy0MJIufVt/51RA/AU2BvVpV0L+Gn7uHEDTSHpOUPbj2x/Kb6ri2BR4jZwB7i0fZrmciAHerZHUR0Am4DLHDdyIFl7Oz0auAS2gMfAvu3P8zgW+b0uur6dxiZwD9iWNNfhRhEk6zvAEcNvRDGCPYau/LB9OY9r6QhSxmK429/pA9YYTSLoFtZ1byLetIEecM7wwN1o9yussMIKAP8AzHHGUvkcAX8AAAAASUVORK5CYII=) 14 8, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2VMYsTQRiGn+SWS8wcTAhB5MVaxMpKrvYXWGnjv7jSThA7f41YytUiImJhYXWEj0NCYAMJIUjWIrPrJje7Zg9zXJEXlmRn53u/Z7+Z+RYOqlZ2E7HtOgPnXCape83kO0HEAIrATqcD0G8IEPVqEpBJyvL/10nqnCvH13okW8mRFIMq5JwDYDabVZpGnmVAKza3XZpQJDezauIkIUmSAqSBKiuxXa6MeBl3erbDtaE2kdJ47/MNGFVd+cuStLGkko4kbWzqfAk2INI0ZTKZXDFsUvbIcraAJ8CppIf5YFIKeDWbzd6kabptdAe4G4KX3vupmZ3X5C7KvJUc4BjoAY8ljc1sXO4D35xz7yKG/RA4An4DPyQ9kPSsBqJILumFpJdh+HPwmAeIv43IzN6b2RlX98Q8/I6BczO7BC6B73UAYblagAV4zGwOfA0vNQCGVa04h2iZ2RS4CCY9SQNgamY/q2K993jvX4f7L8AvScf5uwKfwni/CqAMgZktgZMSeW17ds4dAW8ltYFT4CnwKHjlSwCwSOIW/9RqhznPWZ+yj0AXGEkaAgszu5DUNbNFXQW2NQnXGJg2AB2Z2YcA0Qfu5cmhoj//D4XyY2arcH8/QBCg9gsQAUpYV2AZNvbt0F4qIOkEGAJLwOq+rk02YRMNWLf5Huvje+MA+TlfAYs95aiXpG5+Eg466KBbrT8kSM5BNoX4GQAAAABJRU5ErkJggg==) 14 8, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMklEQVRYhe2Vz2oTURTGf0mTTPA2DoZQ5UNFCkrxCaQr3bp048u49A3cuPYBXPgA4kLQlSt3bgKWQylt6HQyISkhcZGbZGYyMWkKWeWDYeZevnO+8+/egR2WY7wN29IaDpZx1hFfaVte4eC2GEt6fiMDbzSefm8iWvAsRSVt6JwjDMMih7fFmCXtKKcIM3Ez20jFOZd554OQVNTywpJlHufcSs669pIepsXLFJTGOZfJIgiChazy6zAMaTabmT1JSCIIgun6KVCXVJ9ypjNQItXrSqVCrVYjSRKccwwGA5IkyTjPr6MoygQlCZi3U9J94C5wbWb9KS+f/SwI5xxJkiDpPXAEvAWOgUMz+5TLtAy8Bs77/f6PTqeDpPQslTyvYmbDtG36FMwqkTsJf4ALoAX8BH5JegAcm9lnz9kHXgG9arWKc25B3FcjI14UAEApiqJxqpxfgQPgzDsd+ozbPqsW8Az4AHS63e67VHtW3oQLAUhqAo/M7K+kPTMbASc5Wg/47b+fMOlt3czazOdprSs8Q/LT+dIv95mU/Yul6uk5YnKCzoEakwqc+ACWQtIRcGlmp9O9fAWugaHfL/t3LcepM7/A6t7Z2f+EvXgLeAN0gI+FAZjZSNI3oGZmPUl3zKyX89VlUp0KcLVKOId7QCDpEDg1s95Nf7UbQ9IB8AJ4DHwHLoH23rYCiOM4aTQaMRADETA0s2hrAfgg4kajccFkzs7jOB5tU3+HHXbYYYdC/AMmvOD3jKT8WQAAAABJRU5ErkJggg==) 14 8, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhe2VvWoUURiGn80uScjJycgYUnyIigSRVCJiIVYieAGCeAdWYukFWFkJXoKllRaC4G8pIrZGtAghvOgSQjaTjWtIdizmzGaymUk2UQRhXzjMmXO+n/f7m4EhqpH+C93aAAaqZAZxfqDuyAEG/hQH2uonkAKY2ZE9RlFEFEUDkygSqHKeHnKVYc+5mY3DTo12OZfUE3TO0W639wviMKgFP5eBC8CLRpFd0TFAHMfU6/UegTiO2d7eptVqHZVAGkh0gC6wWbzYs5xzqXOu8n2/FUVRamapmZWWx8xGeikpkCiFc45Go1EaebFE+T6KIpxzwK6s7hrJvNz9c1rWLHWgAdwCOpKemNl0OFsFHgDPJL0p2jAzJOGcI4qi45JWCjbHASsjUEYib5z8fRK4EvafwnNF0laZvpk9Cjq3cxkzmwGmoPxDVAN6KcwhKU/nVuF4S1Kz4HwXzGwMOA3MASfNrBGu1smasNsoUwRq7XY7NbNTgX1X0ka4uwksAt+A/CxvqmlJtZCFmiTM7C4wGoIdDaQ3zGyhF20F+0vAONAkq/diMPAaeA8sA18kPTazY8B94CpwQ9J8wc4kEJP1T7PfT1UGkPQhNNsdsno9DGTuBb0TwFIQn2JntueAeTOLgWvAU0mLVX7qVRcA3vtNYDYYfivpp/d+ARDwA/iaJMmvJElaSZK89N4/B5a995OB1HXgs/d+1ns/liTJar+PgX61YQImyEqwBpwHZsjS+q4gd4adxl6S1DGzc2SNCPCqv2HLpqAM+dxOB8frub6ZnTWzifC+Fp4dSZ2wb5J9cr+XTcugGZgIBHLjS+HsIllmliV9DLIjkroDBjZYBsIIrpBF3iyc5RGvFWQHdv5XkP/XhxhiiCH+W/wGQooi1srzxpgAAAAASUVORK5CYII=) 14 8, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 14 8, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 14 8, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNUlEQVRYhe2Vv27UQBDGf/6jJMribGSiCI0ooUBCQjQUNFTQUPEWPBPPwTMANaJACESEolGUiwJ3K0fhtDgUXluOz85dkkuq+7r1zs73zTeza1hhGGe3cTZaIMFQzCLkc8/GcxJcF3NzdQWcAYgIANZaRGTtJkWkQ+QA3ntU9e81BdS5e9sRtQIaclVdAmcvZkRELNCnPM9JkoTRaLR0EXGfqi6SJCGOY4wxl2ISkXMt7eNqf5hxwlqL975ZF0VxKXKA8XhMURSIyFNgC/iiqsd1XHsIZ9rhvcda+wjwQZAH9lXVM4wmh6pijEFEXgNvgI/AfaAR0L2GkbW2sTpU/Ku1P7mIvH1l60G21j4BSuAHlQMH7TMzD5Ex5kWapo0IVT0JIrRt3QB2uwUBn4FPwHdgAjwQkc1BAcC+MeZlqD4KIqZByDx4EXkIICLr4SzAlKrdm8C9alt2GoJlQURiKpsbwSKyBTynKnYviAE4UVVN+xItQPQMSFX1Q/u7qpbAn054PRclVf/XqNw4huCAiGwDeVB1wAUIVb4NFb1T1WlnPwd2gG/1IIrILlCq6lE3X+1AHhLeEZENVT0dEqCqpYi8Dw5Me0JeBQFxsP9QVfeG8iUAWZatU1njgSPn3FA8AM65sXPud99elmUl8C/kugvkWZb9dM71PvnNEIrIBnC6rB9RaMVjKge+tga0pHpPzgu4aYRrtx2Wh6o6gf534DbQ8F7pGl4R9fUsqV7EFVZYYQUA/gPblNMOduyNuwAAAABJRU5ErkJggg==) 14 8, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 14 8, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 14 8, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 14 8, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgElEQVRYhe2Vy2rUYBTHf1MTK5N+/epgEf4Wr+ii1D6CNwTRlRsfwIfwFXQt+giuxQdQ0IUgXYmIiBeULg6llGIbM7Q1nbhoMk2nmWls7W4OhJBz/Z2T7yQwlAqRNBJFUXaAFLVjGzUS9POpU3zP2JFBCbz3SLr0jwD9YGoBZACSiKKo0J0+AEAtiLJjJimTlBXPB7nyc1RclVJMoNs5gJnVhd4hpanRarUYHR3tbbASoGswM1ZWVvZV0HtPs9ncoV9fX+8N2QXRKBuiKCIIAoBaIFEUkSRJpc173wUpTXTXVgSFodj7NE1JkqQb3K/A5OTkQHud4pCfAUmB9/5BOWEQBARBgKSLkq5LOgc0JJ2U9DQMw3thGF7IEzdy26ly8qK4pLCSsg9V93UAeO8vA29zWA90gFngs5ltFEGSpoC7SZI8Kb8+SWeAo8CqmS1WTqAKKkmSYhr3gXfAM2Aq7+xDT/EJtr4XG2malovfBh7nj2PFlpUl2KXZhsgkeeAm8Ai4Akzn3Xzr8Z8GxoFPSZIUsQ+Bl8CXPGa5ar37AQA08oDnkm4AM8Ac1VNbBMbye9HAiJl1JLWBO8B7SYvACeC3ma0BHBkAAICkY8AtYBN4BczHcbxjn+M4XnbO/TCzpZIukzQOXM3hv+emWWDKOfczjuNs0AQAMLM1SS+A1MwWBvh1KtTngTbwBngNnO112HMCAHEcrzrn2s65MI7jzToxAM65DnAcmDezJefcL2AV+Gpmf6Dmv15SAFxj68zMmdlyXYi9pOpA9RZvARNsH9jm/yoOg7eg+LjMACnwMfff369yPwBsT2gEWDCzdJDzYQDMA2tA+zCKD2UoQxkKwF+0tvQ/Dj0AMAAAAABJRU5ErkJggg==) 14 8, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 14 8, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 14 8, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBElEQVRYhe2WP2sUURTFfzssS/DFXRmyYTlCsBAREQtRq5TWwdov4JfyE1jbCZYWFnY2FiGIXKyWEHbDsq6OxbyRl/HNv4yRFHvgsex7955z3r3z5g1sUY3sf+QOWhBUxbQRb8xNGgj6opGrbCADkNRL1TnX2sSwhXjniiyXyxhHtB2DIOCPuJl11WyLqImsPJxz2XQ6/Wu+y6jJjyKbTCYXAtM0zZxzvUxIyiQ1igPQV6yXeFiJyIhC0pGk51UchbhzLpO0X8UTeyguiEp6CqyAZ8BHYAN888sbM1v5uB1gbWY/S/lvgXfAazM7L4sNyxPeVGjiFfDZCx8CJ0BqZh8kjSQNgX3gkTcait8GHnvDvyJaDCQlwAxYmNlZWAlJN4GHwNwTjIAD4KuPuQd88fMzH/PezH4E3LeAVWz3hYE7wP0geSNpDIyBBbDnYxdm9l3SyP9/CewCx8AnYAc4M7N5TKgKQ/LS4g0UZTryzt94E4mvAma2BpB0AtwFDJgX85eCpHGwMyQ9kfTC97cuL3aZhZy1+dDhqpWUUtPLUuwB8ABYk7e1MrZyByXCGfkxPAwrVYMiJmnSaCxRQBT+NuEYOCd/cKPHrzMk7Una/Sdk1wldv/cuBX8X3ABOzew0XGvb0z7iI/KX2hBIy+tXboD8KBYvu1Vd4JVBUuJvyy22uH74DeOs5xTaeeriAAAAAElFTkSuQmCC) 14 8, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
}
div.testarea{
animation:rwdcur172778 21.333333333333s linear infinite forwards;
}
