@keyframes rwdcur76377 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe2W30tbZxjHPzlJz4/o4lBXliyhpe3C1HSp7KDbUlC2saUKu9SLIbsQoexqN96qUNiNF8X6B+iFvXA3Y4IdQ2TSFYv0qsGgbJPChmVlNdtSansWk3cXyUlOzjkxiR1sF/vCyznn5bzP832+z/O87wtcvA8E+JcgQU87DK+/AAnR5KiCD5QjiOvAOqy+D2SbcFzEsMOuO1Y95jqPOSWZPDQu668y1KgSouy4Uec1iErmyxm8nCWhR7lSj0TFuYlCDp7/4iJwHRuAD+ACgjYELXhpJ6GrsJ7iG0c6ent7RUdHB7Ia5FZBgMcDxiNiv36Aruuk02nuvbJVnIei5Fai5vdqOQNIp4GXAT+gAX689PCO3kfSroQIhUKsra3x3mAcDn8E4OLzL5mdnWVhYYH+/n54tldZYZfcLQUtCFoQaAiU0tDwcom39ct8tG79OZfLsbi4yMrKCighAHY977K8vMzW1habm5sgB4s/5w8h/6xGBirwdDH24Aw9ZzUEh+w/fkjq9imkrBdBTjk8/XPL3mwmk/kOgCsGypMUhv91ONVW0qXAS9m7xOWvuCM+A/85zu9eIJ/PI4RACn3Bg7ufOFNR6gSfjEBF8JT9xw+5f22b728ABIPBD8fGxr5VlOTQ/Pw8fyR+B8Bo020hSDxpS3CHREmmP/H5fOzs7FAoFOjq6jpWAUmGUuQV5wCaprWHw2EikQh+v7+ulGWIHJqm4fP5kGUZRVGsUVcVIIDnPP2/qSjX0ty+YTMlxWKxq5IkyalU6nozm008HkdVVY6OjjAMg+3tbQ/VTVpm4XmNN4b22b1VLy6g2R3vLeAv4IfS0xVSA87BwtjmpPY37HZ3d9+UZdkIh8MC+NiVgNtkMpn8fGJiIi3LcnsD5FzR2dn5NBaLvXlwcMDS0hKBQOBrwGHPlYCu69cnJye7+/r6rjbkzRk90WiU8fFxWltbGRgYMLvhUkP2jlFAMCyKwzxezXdzvvTdqd8UIyMjIpvNio2NDREIBAQuCjSLamfWc95GABDRaFQoiiIikUjN+4BTu8ZIVDrC7cCptm13WuXTdwIC1T3t3pqeGu8OuBahiampqb2ZmZlHrg5cCs+Kubk5eXp6+lj7UEcBwzB+kiSpiX24gkwmU3PzseIkNWCFcKTActI1groS2TE6OjoSDodVbMUliUI1sTq34RMTGBwcXFZVtXjTsET/6bl7lOfs4xg0mwJn9ZvFWMuRsy1PTMB5ItbqhBq3nxcnYI/a3YabFP8QgZOv/R//XfwNyLFt8sELQq0AAAAASUVORK5CYII=) 15 15, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRYhe2WzUtjVxjGf/fe3FwTJbkTYwktpIOdSO04M5GJyjQ1FIodx7RuZqPgQkpbWinarnQlFv0LZtOFBQvZuHBhoUpdDEXFRVsQ0g+YFgZtIS2D4kLSMcykOV2Ya5Kbk88W2kUfOCTn432f55z7vu85wLUk4OFfggpXfRC//zdEiAZbCRxgZOFGBLgPG68Bpw0QnyNe5leODcWyU6wh1dLh4pVIgJF6T0JcENdLXkGoav15Ho3LRCNd3KklokDePC6MVYArCLwIWtG4QjRyvbKIxsg3lPK+zVZ9BjABN+AC3Ghc5Vakn2G7CAEQHH0q5Xqr85vyQbtQ2SdoRdCKwIXAyDcXGteIRK4zkATeBvyWg1//dEgFfPYwIh2vBUdLEXma1PHPfLejIp6cdT0a6+7uvhxy3F3e399fPjg4qOoop6iFjv2oJUdvQXUiaEHwB6njFMnF79m5m2R3NxwOs76+ztraGoODg3Brp/5txQVvKG9y+9LDmktVJ/CY1PFvJBd/YPcegKIobo+n8Pm9Xi9qLlO/AMA0TUx3phCI9t88lBcYOGrBWPyRnXtF48FAIPDL2NgYDoeDRCLBoxsPQDdrM9sjP89DaRW8WKQ8x4sjKR5sSow6XS7X+5qmOdLp9IdAo+knVWKHKiEPBIPBT6LR6NdnZ2e76XT6I6kzWY43AdU+0NfX99X4+Ph78/Pz/lAo9DnwUlOe85fP8PDwB729vZ11CzJNU2QyGSGEEAsLC0LX9Y8vHMZFoRX3rZvOPgdidXVVzMzM1F+3+/v7f5qbmxNbW1siFAoJSk9ATlpFXO+db4XH45FexZVgxcARMGqbk+9cJsA+V+E9UCty1HzL2kQUMkJW9Up920lLOOWFHQgGgxOmaSYATk9P3zk8PPy0yEGtx4iiadqziqLkstls1U2WZYGF9vb2xPb2Nnt7e3i93mXbWqVG2vmnp6dTU1NTv1PjgVPxBAzD4OTkBF3X0XUdIFfNkQ2ZTCZDLpcDeNKAXQE+n+/VWCwmotGo6OjoeD0/7PH5fO8CVl4XAu92ujjYAFoAZ1PklTA0NCRWVlZELBYrifCJiQkxOzsrXh5erfs1bKFiDEjgNgyDyclJRkfz2RkXkHtKW1sbS0tLdAW+LDxUi1sVNFTAw+Gw8Pv9OJ1ONvkCFAU2FHp6erh5c4DN1DxHRrDUqDwtmxZwvpWR3DlxqfNSlNeFijyNCSguPpV9yM78HxLQvO3/+O/iL3ivhhByupOBAAAAAElFTkSuQmCC) 15 15, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhe2WzU9cVRjGf+fe+QSHmZBYEYaB3Bk61UGQOMSmEIKKFQYhRFjgwuDOvQkbYgDTtSHphj/AFYtGWGBMmsYMSEMUTTpagUllbAI4SZumxVCclulxMR/MHe6FGWqiC5/k5N57znve53mfnI8LvHYLqOJfggKhaui/8RwiZJlNBwvYD6E1DNyAxXeAvTKIM+g/ltcYiyI3T+S6lJwOJ53hGiKlOiHzxKWSmwhVci8NqDTSET5Pn5kIh8/nu6ZpmmxubobLD0onPo68EgUggMSNpBKVAB3hFgMRmqYttLW1fTA3N8fo6CjeX1tAnlL9ojj+XeSCOMdYwkeo0YWkEokDiZWn/MbNte/5Jr8mqqur5erqKk1NTTlBJPw3wV4DQMh2wO0nztLqzwgTAEplltiJxJ5tTlRe52L4Im8vA40Afr+flZUVABKJBMlkEiyefM6SyYsgXuGjRAOhRieSx+zc3yW2ZEXZO7zwqOfP1EOvoijYbDbW19fxeDwEAgE2Nzc5aF7gsPot8woLrTb6zjpgsWVt32fn/i63rvzC8lVAa0o3fRyPxxFC0NraCu/e46GlirW/tuHSi2BxmZfVL3kjGeZpw7fEUifEAYoNspXnyQFeqKioQFVVVFXF5XLBs1QmukI7mTwLt9uN2/7kaCEWP7MQft6858B+5TZLVwsHwuHwH3a7vcZisbC/v8/aSz+cSmpEkONBfwrmg0QdFyI7bHxtku4SYAGiQLknnqGSYigG5IoQYtDn830B/A4sGSYz2uNngFLc4fV6PxseHl6YmJj4NBgM7gC2M2XOXj6apnnJuFgaurq65NbWlpRSyrGxMQl05xP2y6NW+J276YrHQM7MzMhIJFL6hVFXV/f5yMiInJ2dlcFgUKJ3wJj0BHH29/ZMr2IzKEKI97NroLZozLhyIwHFYyYizrJyjq5iMDvlCnMXk+o4jy3CfJQQgcHBwYOhoaG01Wp91SyBydYURe+FrTT09vbejcViMh6Py4GBgUcGIXrb9fYzPT0tJycn90/jMd0eqVQqub297XM6naRSqWTJyo/m30mn049PizvJknOdnZ1fqqrqiEajHwK72f4AsAU8I+OCflYZp2BZgQB9fX3X29vbe2KxGPPz85nOfsllx1c0N3zHtZ8/4e71YFlcpovQCG63u2dqaor6+vo8OUDIt8z4+DihqujRj2phOwFlOVBbWyu7u7vZ2Njgp5d/zHQuCjweDy0dsyylh0B16Ccd35ZnFqDf//rkepj8/Ty/gMLDxzyHkef/kICzz/0f/138DQs0lxhfaXsCAAAAAElFTkSuQmCC) 15 15, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvklEQVRYhe2Wy0tcVxzHP/cx706jU298xahRWoteM1NGEpogpUbrPNazCJSuLCR/QDeCCMFFd1N3XZWC/QNcWAqNlESopo000yYSBQkjOCoNTTuhMpNMPV3Mw5k7944zptAu+oXDvef1+37P957zOxfQE8Dr/EuQYdAHkeVXECEaLBVQwZGDi0FgGZbGgHQDxHlEquKaY0kqzpOKTXJRh4urwTbC9TohSsT1klsIlYsv3Sj0cCX4JiErEWp7e/vnfr9f9PX1wQfP6yeuRkmJDNCP4AwCDwr9XAkOm4jo6ur6Qtf1j+fn54nFYgwkR06mWZKq6wYXpLN89OQ8gz1eBB4ETgQ2XrLN9/d/4JvSnujt7RWLi4vouo4Qgs7OTvb0R2BrBuC8kmPnL7W+9eeFSQCyp0DsQuAoFBcKfi4H3+XaHeAsgM/nY2VlBYCtrS3S6TQo3lLMuskNkN7mwyfdDPa4EByy+zTFz3dtyOkXfb9ffZ571i9JEoqisL29TWtrKy0tLSSTSQ7933F0Jmi9wnKrzeoFB1R7wfY/2X2aInHrISvzQNsFcWFvc3MTWZYZGhqCiT84UF/jILsPXW+A4rBeVkQwlNTJ9d/j8Ut3TQdkOxRWXiIHcDscDux2O6qq4na7QbwASQZnR23yApqbm2my5443ovFZgNTHpV+dOG494u58eUcgEPhRUZSgoihkMhkS5x6cSGpGUOShMguWBkmdDIR3efy1Rbhh8kf1J6DRjGeqxAjZjFySpFFN0z4BdoAHpsHMzvgpIBsbNE27GYlE7kxPT386PDz8zGxMnRCA8Hg8TQ3NmpiYyG5sbAghhIjFYgJ4pxQwIo5Leb140xn7QMTjcTE6Olr/haFp2s1oNCri8bjQdV1Q6YA5aQ1xUihjeRVbomwP+Axd5is3E2DssxBxmp1zfBWDVZYrj20kreCstcHOhUKhZDQa3ZNluccqgMXRlAzv5aU+jI2N3VtbWxOJREJMTk5umgyptL3SfmZnZw9mZma2T+KxvMIymcz+zs4OLpeLbDa7X7fyArLZ7NbR0dHhSeNqWdI0MjLymaqqztXV1RvAb4X2NqAoSFR9ggayYEMDAcbHx78KBALXU6kUCwsL+caI4D3bbS4PLPPl+g32vu1uiKuhLNfR0XF9bm4Or9dbIge49NZtpqamGHCuHv+olpcaaMgBTdNEOBxmfX2dh92/5BuXJGw2GxffX+S+fA1kW+Wk6mN5agGV578yeCUs/n5eXUB58rGOYeb5PyTg9HP/x38XfwMBoJM+13AVhQAAAABJRU5ErkJggg==) 15 15, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhe2WX0hbVxzHP7kmeoMuNoqbdCZxKplTay1JN6sXNlbQrrKXIAyKMFcIk4FQYQ8i6MCypz0MhD0Ie5Ex9rAnHxybYJVOylhlkLWlU+mc4LWoaVGnUZLg2YP5c3Nz888Ntod94ce9nPs7v+/3/M7vd+4BLgQAG/8SJGiugJ65vyFCFGgpMENJFC56gTmYuQrsF0B8ip60uMaYMcXnmeJDUlyHFcVbzfV8MyESxPmSZxAqxV9cFFFLp9fNO9lENJaVlSXJAaJ/Uv/0U9rUS1RufwsiL0EJJwmgAUE5glKKaKDT22osos3hcDweHR1FURRsz34A4NU/LvPetRATExN47F9Svf11csaMKTXCjCktC6YXeX/NSXPtCwhKEcgILER4wr2ln/k+URMOh0OMjIwwMDDA2toa3d3drL7yE+cfXkBVVQACgQA+n4/fX3uSff2nwkwAUmmM2IqgJGZWimij3avQPRefs7GxwezsLLu7u0xPTyNX9kGRjb29PVZWVgBYXFzkXFVndnIdzLKG/AA1uMKvdy1I+2HzQfW5dvlax0mHWFpaIhwO84v6Lm63m1r3DR7YPgHJTOjSAh6PB5fLRTAYZKv1QXqqDVKfEFAcS/shanCTwO2H/DgBcOXyFTE1NYXFYsHn87H00n3WAao+YEcTQJR7OVCCPIo8A1c1mCToEVhmi6ErTCRHBqRiIKQjBzg+PqaiogK73U4kEjE4QjQoKgH5/Cl5DFVVVRQjkoWof8ZgqueNHZmS24+4O6H94HQ6++x2+1cAm5ub7Ly+nWMtGBLEeUhdQsLJ9DKN11V++y5DOClmp5ks7MQzVJJGkIFcBhqAEyBqGMyox88As8GYU1GU9aamJlZXV+/Mz89fPVPkZMqzKpP0Ay6Xq29oaIjJyUmAt/OiMlp9bLv6+/uF2WzOuHdG6pyKoqw3NzezvLx8Z2FhQZsBkaiDOGmPyN33SYF575MMuA3GRUzEqWn/8/Ex/Xj8W4b7wFkqJ/VvmHu1etIUzrQa0H5raWn5qLW19ZbOL1W0cWuadO9aSyXJxF5XV9fr9/u/GBwc/LyxsfFmGkGOthsfHx8eGxu7ldUJ4zYE4OjoaFdVVWRZJhQKPc8VSI/Dw8ONaDQazuWXdRk2m63DarUWb21tLWRwEWlbUMApCNlrgP39/Xtaco/H89bw8LDo7e39DE1x1Z085abzGziJJoXluA3nJUCPmpqaD/1+P/X19R8DiQK8WHmfN9sjlEV3khdVrWVBoW0ovF4vgUCASFdse+PF2LULlvL0GTkOoUIEpPZ/avBUpPtk5ClMgP4YNo5hlPN/SMDZ5/6P/y7+Ah6mgMr/ETc9AAAAAElFTkSuQmCC) 15 15, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76377 2.5s linear infinite forwards;
}
