@keyframes rwdcur132470 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMUlEQVRYhd2WfWxV5R3HP89zzn3t7QuXAoViqW3xIDSlcMxGEBJdpoFNsxfHwoBGwENINp0Z7kUlatjGjLqFEWeQ7aibW8yMZm/JwoIi0y1mf3AsqwV6oS0dK7WtBfp6e+695zxnf8Allw5aZuqW7PfXyfn+fs/3+/xenueB/yezUs6d/0vykvy33d2+4emuE2uuJ06fJvIyYNejHS3NQ77f5KSHX62PJcLXEyunQ4BEuLP1UF2/l1tXpumfigu5pDk98tf/moAVJUlUQBnwmT4vy2ig1pdq+seXgefPdpRZKedy+bbOrXYXhKN3AO1Apx8En/xR3dLj17PWFT1gpZwoUGYbZu9Ex0uEW0ulVtLljt0NbAS683iRplMkZXJMqb22YXZd72auEFAZjtadzbpNVsrZBTwBPGkb5iCAbZge8NODH/aUHRoe6F2bnHPeLoj9e3p4+ZhSSeA310sOE0pwNuu2AjuBJPB14P5CfMepo+UzIlFvyPf2HTjftxngzYGe9QBSiHuBdtswW/P+Vsq5aSoB4pJjdG4oUvNBLjMPeKMAHwR+DuyzDfPkn/q7q9fMnt/1wKnm1zJKrQxLuc9V6kagDvjEJd/vAb22YaqdHS1P7a5t+M6UAgBe/KBLvjt8LgGsAcqAvTO1UOeY8pNuoMoltOpCdBdJ7dMXfE8CYYCQEPhBcFxBBaBKNX3LkO+9VaGHy2NS/n7njUuWTSbgcgm2zq1WwOeBKNAFHNGkuH1VSbK2MZbYEpdaWTYI7soE6iTwclUo8tDNkfhXZuqhWetmz19SG4ltAUpGlf8Y8MdeL/vqOT+3bfICFGRgKrv/ZHOHEMSfXbhsrpVyksCgbZiq0MdKOS8AW8NCdBZretNTtQ3vTlzn0qS5tmECkxzFz3W3y+axIbUknphfroXL3x45DwH5BnsD+OyRkQv9txTPKBSxC9icDYIzI743UVxVkdQ2jSn/hoZo0W+BgzDJQdThjn0R+PaZzPgv2sZHDwM1ecw2TPORKmPwyODAS4UxtmGeiUlpA7fN0cP1E3Z9YEz5D83SQ8cqIrF38tg1BdREYiSkFh7x/dE+L/s6wLxQeDSP18YS7nvp4fNP/+PE5oc7Wh7N/785UrRXF8KLCvm1xztbd1gpZwewB1gMJD/0co/1ZDMN32xvqYJrlMBKOY2n3HTNmPJ/sLa0/JYDQwMDgNWTy7YU+in4loLbokL+zko5FtA/pLx2FaBOZccbdSEao0L2uIFyAS8upS4Qz0SE6K0OR/YDa6/ahFbKqQJ6bMP09nSdWHQsk97DxfF0gW3Ar/JNVBCziItl2hsSoiIXBF+oDEXamyqqe+viCddKOcuBR4BGYKltmGmYYgqslLOqWGqvpQPlRoR8xguCB7OBuikq5B/cQH3DNszOCaIPAzVL48UPlmr6wXdGLnTbhjl6bYarCLBSzuK4lFsqQ9GVpzLphhKpHR1W/j22YfZbKac6LuV+VwV3KgJvjh56pc/LPXEp9HBIiOqokKQD1RsTct2PFzZO+Sa4moC7gOeAqrxPPt1WyklWhqPxnqx7LIBRYB6gAKJCqoZ48fYSLfTnN4cH7quPJkq8QHnnvFzfffNqflgXT3iTCrBSThjYzcXL6FBEyFWZQGEb5hUiv991fPGwl3NCUlsdF6K818s1jSt/vS7EvctixW3bb1h4BOC7p1v/srp01t23J+cMTpaBK8awXA9lgS9HhFhRroe2AT+ZGNCVGd8/Uw/v3F1Tf2RcqZJnFzZujAjZ5gXBrXlygDPZzJTkV2Qgby91ty/vyWXqT2fdBDBqG+bLhbiVcmbXhWObKuNFzzfNWZAGeLzj/V09XnYHUGkb5vBUpIX2bwfRBd/zPjd7/ivAr4HXJ+K2Yfa3Z8ffentw4PKbr8fL7gP0Yqlt+E/I4SoZeLjj/eWL4iUtm+cuuGrTXMt2dbYe+mcuUzVLC/2sPpY4uLGy5uhHEvBRbfvJ937pB8EmgLiUblU4dmubO9ZqG2Z2srhpeZZbKWeeCoIvFUvtbwBppTaezozP5+KYTmrTloGvnmyuS+qhFSpQd/R7uSeBzql2D9OUAYDVxTO6/UDds6FiwQO2YbYBK6dr7Y/V/gWXvn3hhFWG0gAAAABJRU5ErkJggg==) 15 14, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMUlEQVRYhe1Xa2wU1xk9c+exs2t7bS+WbYzBxsa7YFEXPPThFFWpSh6UhISGqE3SFJQO0BSpbaqgRoqiiNKoctIkaouLCtOqSSARKSEhDzeiTYMQQX0NTihxPTY2fttrO3izL8/O497+sNedEhsb86P90fPrzr3fOd+538x9DPB//K+jJRETroevGnqRaujybONzij8/3P07AFuuNfFO41wxBTMBVAHoAmDOFEdm6lQNPZhtP1uzZotq6GtUQ//qtRgoEaXNANavlnOKav156e91vL9uprjZKiCphh4A0Ang5XxekExKtwI47jEpBAi/N03dJ7SIkvaS21Lx4OujAw86vHjogpk6UCb67rEZfXDMymwqknxJb+yMFdAiytgX8wrDIUE8AGDDx67zbRcscCLaW+aJcdSSZb+okuTGXca5X3n5Y46VHHGs3Bh1Dvg5glHH2mgx9onksxoAgDOJ2P0rA8FnZELaAFCHMeGN2Oi7qqGXAcC7Hw3fUBcMDY859uianOATXu76/CIac51DNmOwwRybsdLZ8nCzDWShGvq+fF74R7Eg9UbtzJE4dSmALwOIaRElrho6A3C3FlGOeTgBmZAWHzjU+nNv/1b5ivYFG7jCTAEAHZNfdjuAMwAeqJbkHZ2W2QwAWkQZfPjiB0dT1N1sM6ZoEaX1appzGvjtQGft9iXVrVMGymWO9OTzfCxJ3WGbsVqLMRDAkQkZTFN6CsAIAR4WObKtKbz2+bn0r2rg5z1tN583U9sAvOMnRJmgNAjgGwC+tLus+tTQRDJ8NjF+42XX/ozF2A0ix62wGZM44M2G4KI7HlhcSRdkYKrUtwV5/tMiuL4YdR9jDCEKRgC8DWATgEcAHNYiSm+W19jzz7JLmYmBQiKcbgiGjm4uLv/l6fGRgqOj/TubwvVPzpRrtlVAADQ/s2LNnq+ESlu3lyxbLHDc+wAogF1aRKEA9ucQfuw3Q93TpB9WrBr0ceTPSeqG29KJLtXQ1706Nvh4hrEXZ6vAjBuRFlEuZ9svjPbLABoB1AM46Jlx2gX72UAm/TQmt1oAwCJe6O+1M59vz6R/7+PIuQpJ/rUFFpuXAdXQfwDgJz6O/FUm5CJl7N4EdaUcQpIpSgHA8YTLJqXmY5W1XV6NXjvzNwBbS0Vp07Btnfx+xUov5xMgU4mfeqq79ZtLRd8fASQzjK7/2HXuTFD30ZVyzufqA8ElAM4CULMbkRZRkotFaehHXReO/PjShzuvFB62rWVaRLlqcm8FGh1wG6KO9RaAXABYIkiH91Z/6qfZwKa+9uda0onP5hH+uVPj0Y03FpY4+6omx1VDL2rqa9+6e2n4mEf7pDeRaui5AMzlvoD0aOWq6bODTM1mrDOThsXYnwA05BDyWkgQn/UKyByJAzieoO6Gk5ejew8P9XmH46brCqqh3xkk/LapCezQBjrDJ6J90g5D/zqAHgBq1M78pbG7bfp+wE3OrqO2JR3v0iKKqRp6H4BVWkT5j4NDNfQ6AO8BcHhwBSLH3b0/vPbYvu7W1WO2dV+KutsBlOYQAouxszZj9QDkEC/Exl2ngAFO2Odvbs9MPKRFlOnvhgAAZTS+u6wq27d8huS35hF+T5noexnAchfsgsnoke92tHT0ZCY+SFH3EQCli3jhNcpQciBc/wUAhQBuuew6r7NJmeSwYwdwxdKf11mgGnrQR8ihppq1X3v80odVI3amkoB7KcNoLgAtQPh3LEb3OIxVbswvuqsmEEzXBQsvTHFJiSC+EnXsmwHcUuPz3/SR6/zhyeq6M9MVmAtaRIlXSf5uABiwzH6bsVMZRpOFvHgWwN40dc87jG3iOe74RTO1+nwqNujh0vq8wvv9hOwHQDsyE09X+ALnrqkCAPD2SH/xrcXlI56qdC4WfV37qlbfBAD9Zlo4ONj16gR1X5EICS0T5dO7ltb8fS7ded94vcmzSNJ/L/NyOeAAuH2+elnM6xXMhApJjidcd6H06zNwsK9jXY9lSgDqGi+1br0eA9d0I8pCNfQhACEAEgALwBYtojQvRGtBFSjghYdqfIEdU48HG3Lyw99pb1m5EK0F/XZJHBfss80GALvvKCxpPjEeTdb68xYi9d/HvwBNBLAo0t9tSAAAAABJRU5ErkJggg==) 15 14, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUklEQVRYhd2Wa3BU5RnHf+ey2UtCDEuIMSUBNyEbwjWspU6mtbSDxim2o8U6Y52WKifjaBR0QNqptoylqYOMZRwJtnaJ4EgdZYq3cdpKqzMWHYqcSLiEnFw3JFmSEHLdbHbPbfshrJNmkhBCxw99Zs6H8z7/5//8z/Oe53lfuA5TNDVD0VTf9XDMNrGsaGpO8r26s7m4urO5eDZc8iw13Ab8aHvT6Vq3KH6r39APn49H+2ZDJM4myOd0n5QQBlJFsazTiN/aYcS/AZz8ygR4RCnbIrG51zLuBnzDtrUZSP/KBDyR528A1o/adiRVFMNporQ+6A90zYbrukzRVFXR1F3XwzGjCiiaKj/fpi2YCfaVjqZr6oYZCVjodGf2GLFHZoKtiQ7tPtQV+p6iqTPivmobKpq6ud/Uy+aK8vtX3nMA78b5ub0HL7WnA96tTbVrvHJKQ2s8mpXv9FS1xqKeK9z6BC6y5JRbf5e//HhyTZiJSoDtTbVVTkGI7sxf8ZSiqWuB/YAPYL7s+Md8OeWlutjIIbco7ntpccnPJyTOAN7wpbgOjtr27Tvzl29K+sRxoB+83tky5Vjts8zGbtPYpmjqQeCvjLVdBVB9yTTW1sVG3gb0H87LeWFve2PphPA9wJ1tevwBlyip4x1fCshxOAtdkixuaTz1ix0tZx77r+gLDXcAB1JFKQz81C2I9YscrrKgP7Av6A9sKnK6N7oEsRfwvnv5YlVYj4UAXutszv51y5kngB8DSIKwWgJ2tJxd9VFfdyaAeKCzeQVA2IgH/zZ4qc8jios7Db3y6eYzBR2xqAhwbnT4BPDBsG3l5DmcRxa7PN9+xre0Jilw26LiP69JTV8JHInY1r09pv6poqlvfz4y1BY29EqgA0BP2A1eWT5rJxIb6keGVgAIiqZmB/2BLkVTG4GCJKlbFBESNEQTdhTIFGBBAn4f9Ae2TrVNAIqmPgpUzZPksCwIu7pN4y2gTxaE+zIlR0WXqf8x6A8cSOIFgOqLIVdNpH9dzLYHgBeAQo8o7YnaFgAZkvzIiG2lGYnETemSfPeQZdYAPUAs6A9EFE1dlCFJeRminNNvW+agZR4GHg76A69MJxautGHLaMRrJhIPBv2BDRUNX0SK3am/qsgt3JsEPdNyRh+wzOeAdUOWGVvtmSPXRIfzgPJtjaeiNzpSWvPdaXX/jgz0DFrmBhFwi9JniqbeFvQHPplOwFXbcF97Q3G3odudRvwLpyAeryos+c64cqcvcXrkjTm+vswUZ3LtogAZXsnxzmXLeLE0fV7NyeH+rH2FJR3XJEDR1DuBT3JTnJs79fiTNmQB3Cg7Vlbmrzg9WcxvQ3VrQ/HRj4FjQBpwQhaEvqWu1M7H8/x7J4uZbhJGgL/EbDtkwzvAUeDNqG3vebOrrfLoYO9nEwNGLesnACI8Pt/hPF3pW2aXa+ruNFE6PhGbtCnnddAfOAZcuGQau4Att9+Q2QV8NGxb3z062PtPYHTi023qDwH12Q5nR8QyVwHc5HDt1xN2ylR5pj0LVnnmvPtYbmEIQNTUTGDd1xzO6i5D77NIwNjVLA94/UqIF3gobMRLg/7AewC/8S2tny7HjM4CRVOzgFpZEGr+ULh6PcDOlnNr2ozYBmBd0B8I7Gg5e8ezvmUfPtl46gMBSvOd7pKKPH/oatxTVkDRVIC7XKJ4T8y2i4DoXMlRnvQXe+Y0tA3GDi1xes4DPOtb9iHAUldq+dnYyLna0ciujlj0gQUujzmdgOnObA/wp5ht/wwozZFT3nouf3k46YxZppkhSi9HEtb9iqbe8qXw3MVhURAqBIR7Xw23vFjZeu6uN8KtnmsSUHVB++USd1o28H3GuoGwqReMx3wc6fcM2NaD7Xr8HqBlvM/n9By3SAy1GfFHW/XY+1ps5NOpBEy6BWYiUb/MM4fzo5H9TkFs8kry6UjC/td4TNAf6GFsHANEx/ua4yMPM3YZaQDSZNiyvan2788XrCybUQW2LCw6crivKzxXkuvSJGlrAsJP5xW9NtVXTLRhy3o5S3aU35ziesopiOGQET9xS1rGpsmwkwpQNNXllR3f3F2w8v7LpnFs2DY/B+yZCgj6A6ER2ypq1WOeqsKSr5fdkFl0X/bCSUfxlKZo6pQ/zrXae93tmf8rrv8/+w8/0aMKBMBjGAAAAABJRU5ErkJggg==) 15 14, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGKklEQVRYhd2WeWwU5xnGf3Ps4bVZzGKKcYIB23hbBBi6KY2qltKIJm1JVKfpoSRK1WMsQiGOUkqTXoqUxAJKcCUojQgLiZXQpkKE1qLCVeiRylgIeQADBsb3AWtsFp97z7H9IzbdWl5Ymyp/9JVGmpn3eZ7v+d7ve78ZuIdQNDVX0dSie9GY6cCyoqkFKc/57wQ6ls1ES54Jaa5sW3vL0L/107YLTU5R/EJAj+//cGxoJlKIMyF5JFsjMOwQhEcCevzBXEn+KtD4sRlwiVI+UDliGeVA0bBpVALuj83Ac4WlLcCGiGWFskUxkCNKG/xe342ZaN1TKJqqKpq68140MqrA+K6/PxPsu4HOaXVDRgYecLnzckRpUybYU6GhXSdv9X1N0dSMtO/ahr/uvlKpxcKfyRalUwDj/e+pmF8YPNDf4wY8W9ua1nhke0tnPPKJZc7smpbw6LLveBbU+2E0VUvRVIBSv9fXMvFOyMQlwKsdl/aFLDOys6Rsm6Kp64CDQBGAR7KdXGCz722OhQ8XyPbfv1K8YmMq9+TNQG7D2OAfZFGs6YhHv+z3+n44kbtdJkVTv/dGb0vaY7VXj7cOmcZPtrSeqwFO8FHbbQYODZr6uuZY+BiQuM+R86sDva3/tQ/eG+x74bqe+Ercsp4GPkjN3TZQZM8KjplmSNHU7S93XHw1FXT0RvfDFrw9S5QCMcv6rl0QrubL9kf8Xt/vxmfzmFMQg4CnOTqyL2QZwwBVXVdyFU0tBypNklzX45/LFqUSRVPz6oKBHABR0dSVAB2JaHC2bFvpEiX5up6oVDS15Gh/rxvgxEjwDPCXEcssmC/b3y9yZH3xteIVZycM+r2+ujXZ7jLg/YhlfrM5Fjm1peXcsZ5EtFMWhCPZojQBrQtbZi3w4ocjwXUAgqKp+TuWLB9+rftye8iybn9gANyiFBq1zDYgD7gfqPZ7fVvTLROAoqk/AvZli1IgbJn7y7Jy3muKhrpmS/KzetLaHLGs/X6vr3oCL4yTnA+43OsbI6PDwG6gdL5s39xvJEoAZovSphHLzAEWzJNt5TcN/SwwAMT8Xl9I0dTFs0SpMEeUCiww+o3EEWCj3+t7805m4T9t6GqMjD7p9/qe3tF5OdSWiD5ZVbyibgL0SmdzYiRhbgfW3zT02BJHltwZjxYCFYqmBpfYnX35NkdDZyIqj5rGE+O0hpfaL67dUbziX3cycNc2fKn9YolIUhww9CaHIJ7eV7r6SynldgP4vb7RlHd9QC5wCHjH7/WdVjS1wO/1BaZl4NmWs48ucbjO9MSjT8WT1osi5FvAfNlWVlW88sJUnOruq+sux8L/AOo9klyYhDMyQk/YMrv3lK7eMxUn7UloJJPDrbFwzRxJ7poryrVGkg8GjMQfI5b1m7cDHVX1Y0MNkzmjpvEMgE0Qnit2uC5sXLjUqtDUXUk4nm6ctOe13+urB3qGTGNnQE88v9w16wbw9zHLfKh+bOhvQHTydU2P/wC4usY1+1qfHl8FMM9mPwIUphvnjnvgjd6WBzctLD0NsFE7W26SPLbQ5jgU0BODJkmAtePi7+ZJco4FnkHT+HauJH/99ZKy2jtpZ2RgIvb3tiy+FA2fEwQa9ixdvQFA0dTlwDNOQVz/29LVvh+3nn/054s+VffLruY/u0Xp04OmUeb3+gbupp12CRqHg/adXZe3KJp6sD0ePaGTHCxyZFWkQNqAw4sdzr0A1UtXHc+zO4w5kq1i0DScLlHam8nk0lZA0VQX0G4ThHw9mWSOJG/bVVL2eko+J0+S/5pECA2a+i8OeH2NKbmngJpFNsfL3Xr8OHDJ7/VZGVeguuvKW4AdeExPJgEocbo+OwnmCprG973Z7sfdktwxKXcaCHXr8SqgCUj72zZlG8qCWDN+e8wuCCfnyfZIzDQPp2LG13fA/9FjZJLENrcoJUYt8wbQtdDmOPGz9gtHtxevfGISbuoKVC7y/hOIAbUCwtbrelx9ftEn/5RuFlPE7sV2Z0WuZNuaK8mhx+fd1zhXsr+VMbu2vzd3d/eVzwOcG7nleaH1/DemMTgAla3ndx681lYOUNPXuWq6fOpHgq5pk9KEoql5/yut/7/4N2DTnAdSUGVUAAAAAElFTkSuQmCC) 15 14, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMUlEQVRYhc1WbWxT1xl+zrkf/ogTUjelhSUmC05ulG1JKndTlR+MtTTaj03rB1VFUbuW3igbrB0MIZFV3VQxFmgENOoHgxm6aFRrN1EQakVLq1JNrEuRbkJdBXIdB6eJExIDiQPG9v06dz+ImSF2oHRje6T747yfz3ve95x7gK+BjqFTzV/H/6Yhq0qprCp8dr0h8vnDB+MjJTcTi7++SV68WETpZ+sjn/902jI7piyz9t2p+JFbRqCIcn8UCGniCGkGQH2C49PfVH07ecsILBDE5kEtvY0jBACWTZgGu5k4AEBvxmljZd12AvK8DaCYcv2azZ6+pQQA4N4S7+seyuEisw4FpcDYf5WArCq8rCqeXJlycQoXLHOW7cbBUNN/nMCdgsNXITrW5so0m8HOY8sB7WsHTiz/68SI+0ZiX3cIZVV57pyhr6gQHV0A8Nb40MJTqSTudpe4350+CwDeYCyyZJ7DefyDyQnfhGk8DyB5JBGftT2yqqDB5bn3WZ/UnZWRG2EJABsGQ5t0xtKd1Y2/l1VlKYA9AKoAwEnoR7fz/J9HDf01AJuDUmDLNYlLKfCXKoe7K2HqD2zxNzyT1V1pwQunv3hq3+jpqkIEigjBJWZtklVlB4DDAiHeBbzQ5qJ0b8ZmS88YepeHcjqAl/aNRa+ag7sEcQcDfhg3tJXzOF7J1V0hcAcvsoRlJH8R7m1vDfdc1e/94182xwx9K4BuAGsB9Bu2ff+mxfVbXqm++5nbOOHHPKHDSWZ5AbwtEIxnK28bDD05aRqPA4Bm202abeMPsUjjgXisDADo5qGT9QBw3jLDi13F9Rmb8ZZtvyirin/36KATAA5PnzsO4AMATXdwwicAvh+UAj1Zgh3++vfnC8J3fILjHQDLj11M/FNWlQMAomdNY6du2zEAcFMaiRnasWEt9cjR6XP1AEBkVbkrKAXGW1RlwAb8uZU7CB3TbBYHUAagHMD2oBRYX6hNM1WvBvBaMeXGynhhV1TP7AYwWSU6fzZu6itSjO0KSoE/Ze3JjJPTJzqWDetaAsA2ADV1zqIXTmYueWfsHgPgA7DAL7oejOjpHgBxAJmgFEjKqlJZTDmfh3ILddjmedP4G4DWoBTYPRdZ4N/H0D2sayuCUmDl5mhfMqpnVvxqUe37WaOXhk7qYS3dDmBZRE9nZvx8AFraBkOpYspHT+vpQyKl/HnTeIQCcFHuU1lVlgSlwN/nInDdY7g3Fqk7a+hsQE/3AugOSoEfZHWyqpQsFp38o3cumvS7PVnZGQKUejnh4HnL6Gxd8M2eNyeG579c3Rj7SgRWh3t/pNvseKXoXDWsZ9YxYD4AFFOuYUd1Yyifz5ahU0sjWuoogGMAPACOOwmddFA6us3f8Go+n4I3oZPSBGHoosBQGS8eTDHrwySz3tZte8f+iZH1hxPx/mt9Usx6AgA4Qp6tFJ2htso61qr2dFSJju7ZGS6j4L9gu7/h2DzKJQmlW+Om/ssks/oBfKzZ7L7DiXgvgPS135ihrQLQ73e4Y1Om0QgA9xSV7DFtWyyUZ84ZkFWlJigFwgCwOdr3VFTPvOHl+L2Tljk5Y7IEl4dx38zaC2AVgJ8EpcChuWJ/Jfx68IvK1nDPlKwq+7OynSMD35NVZausKgoAtA+dbAaAdQMn3ls3cGKq80u18kZiF5wBWVVEN+U2ppi1KG7qTQDGALRk9d8QnWEldeFNL8f/AwDaKuuOAMC3nEUtfZlLfX2Z5NZYJrWy3Ome/WjIwVzvAT7FrJ8DeBBALYDOoBTIbj0GtZTppnSnZdtrZFW55wrxiuoxQsgaArK860y0U1aVpbKqFJyBvARkVXkDgDiP49fhcl9nwUO58hRjT08z6yEAp3N1t/NitwX7QlTPrAZwtEJwfFawynzCeqenKw3mHcikdrkofcdFKD9pmVcdu5Zyf+46laszmbUBgA4gLBLqGTW01rZI6EC7v/6ha3Pl3YHnFkmfZBiLA9hXI7o6UoyFrnel5sKw2baFgqOllOM3iISMlYuuULnD+dt8toVaUDqiZ2qDUmCNRblwjcPVe6PJAeB3i+sjZ029NmGZ7perG7/b4PbUrqmoyXt73hLsHx8u+58l/7/HvwB7BqBoPGd/8gAAAABJRU5ErkJggg==) 15 14, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGOUlEQVRYhd1We2xUVR7+zrl37jw6bcdaloKlJTD0YtwW5O4fptmwXYPVaDayYnzGF96GRXYLxhXcNS4aw2vZFiNCRO5iGlnFEF/1hYDVEFO7ZC/FiqV3+5ihrXQ6fdDHdO7MfZzZP+jobOnQWh9/+EvuH/ec7/vOd87vnPM7wPeI6nMt5d+HP+OQNdUnayqf/K9sPX3bnu62rJlo8VNDJo1nsin377+0NT3QZ5s7o8xe3Dg2fPQnM5DNcfvdhCt1EFIOGzTfIdQ/vaA4MhMtOhNSoeAuD1vGvl7LAIAVOmM3z0RnxgYqC8RqQsiTDEAm5VoGbOvWn9QAAJRlz9qbSXmMMrtWEaXzP6oBWVN5WVO9qW06s8GQuAS7vvV06Q9uwO/0FOQ7nBtS287FxqAzdgnWSLDH/9jaePsL3W2e6WhPeQpkTa0MGPrdebxQAwAHzwfm+jg+x0okYu8ZfQCQ83Zv18oIw5FPR8IFZiJRZSYSkdNjw9YkWijNyL5udb6/IdlGpuMSADa2Nz07aJm6IkpbZU0tA/BPAAsAwEno8Vyef+Vr09gDYIsiSttTue/0dvkaIhdec1GupsuI3aCI0sPJvm9SIGvqg/u72xakM+AlFACelTV1F4APAWQBWOem9EA8wcp6TKPGTakB4O8HuttLUrnvDoUf7bfMm0zG7gVwLLXvGwMFgqt/1DYjsqZukzX1//Jd29tV3mnGdwBoALABQAuAGxVR2rt70bUPX8E5fscT2qkzljOLcxwbYebg+KR8sqauBFCZABCyjNIczuGXNTW3biDkBQAqa2oJAHQasf5MTijxUI4H8Iysqf53w19nAUDtUPgkgI8AlAJ4E8BvFFE6lTS4019yZJ7gLPZSTumzzetbY7oqa+pbAAIOQg5nUg4AcAXHnxy0zVoAmz4eCpcBAJE1NU8RpVCFpmoJoCh15tkcHxm2rTYAuQDyAVQrovRYujSNz/oRAHsyKXdeoHRfkdNz6POx4WAeL/xBZ/Y6RrBvl39pdRJPxkmuWbzwq76LV2sVgKJf8MK6sGX4AcDH8WuHbMsLYI7odK/U4vopAGEAMUWUIrKmzncRWuCidK6TUKvXMg4DWKOI0kuXMwt8eww9fZaxVhGleze2fdE5aFubty4sPpIEbQ00G0O2tQ3ACi2ux8Z5BQAq/treFM2gXCBgxGp9lOdHbHvVOK1e1tTliiiduJyBKY/h3zrO+FkiQUOW8QWABkWUfpvskzU1a5Hg5u/KKxwsdGck23oA+AAcAPCKIkoNsqbOTXddpzVQFTx7v0XIkW5Dv0dnbBOAPACYxTuWbFtY0jQZp/pcS1lzbOwTAJ8B8M7mHW29lvklgH5FlPZOxkl7E56NRzsA1OTyjqCHcrU6Y8eizH49ytiuV3uCW+pGBuonci7Y5n0AwBPyp2K3t2ndvCJWoak7l3t9HyhpxklbCxRR+mw274hk844dA5a5/jpvdghA3Rizr68bGfgYgD7x6zGN1QBalnkyu3vN+FIA8LsyDtePDXvTjXPZWrDQ6alane8PAsDiYLMfwIqrHM4DIdMYtC9WwuW4uBkPAkAOxxcM2tYd/41FS//hX1ILAJsKF5+83BjTqgXV51rmt8ejjQKh9bsWLb0FAGRN/SWA+3hCVrxYtEx6ov3L8j/PK6rbHGx+x0nIshFmL1FEKTyVdtoV2NvVLoza8Sda43phwNBLE8DgNa6MihRIG4B/Xe3KOAsA2xcWH90OYEuwuSIQ179yU7obwJ1TGUi7ArKmegC0uynN0xnDlRz/6A7/kueS/U91nPHGmP0RBxLpt80nFVH6Twr3HgA1ebyw2c1x9YG4fkIRpUsfD0izCZ/uOPMyAOEaV8YDyUdHgeCak4rpMeOeC7b1UL9t/h5AxwSJBgCRkGVsCcT1T2bzjn3pJjppCuY4hJosyvGdRuywl3LHMykXbdQj76dixvObzHF0gsTjAqGGkWAhgZB+gdDXK1sb33h+0bWrJuAmX4E184o+bY5HI6PMPkiBx3osQ53qSp0QVXMdQgWAhzhCwhFmnyhyevZMm30oFPTtDJ79NQA0XOjL2dDaeNt3GBwAIGvqxvG3AJ7qOLP0u/LRODo0rUflNM3k/lBaP7/4H9lUpmTJ6rglAAAAAElFTkSuQmCC) 15 14, auto;}
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96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur132470 2.6666666666667s linear infinite forwards;
}
