@keyframes rwdcur193150 {
0%,1.6142857142857%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.7142857142857%,7.3285714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.4285714285714%,13.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.142857142857%,18.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.857142857143%,24.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.571428571429%,30.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe2WzWtjVRjGf+9J7k2apmkmrU7TycwUKVVhQBhGBjcuRnDnVxcjIrpRMf+AblRm405U3MWNOxeCFEFwpw6lII4fSDuUUkqnjUNT2pq2aZom9+be4+KcTGNn0jbDDG76QAj3no/nue953ve8QpfQ+WwUUEBTCqWw2/UHIV0Sp4CEfdUEqlIoVR+6AJ3PKmAISIJWIAkgakUUpVDaeNgCksCwJU9b8hZCYAWotD17rf+jjkkdU2jSzJXkAfI48KgZ10kgjYmUjRZpnc/GH4SAFlyMDy6Cfgl4DsiBdkEydrw1z7X7J6x/7omOAwdQs8Qp0N8QU0kaYRVkGpgExkCnQarAErCBiUDZinAxfulOgM5nsRu5QAh6kAE3iRLYJunXwzFHcR14hbRzlWoTmtoDPgCZBbaAVYwnuouAJR/BnGcLi8tLDc73G++uNRKZMz17m0S5ytkeqIfghy5/1z8h0F+B/sVwSLlrARhzvQw8Y7/kFsjijX96bt72ey+oYJdaffu7M2dddmrBRN/8zjgxBUrwvCZRJTkl8iSIAmbvR8Al4C3QF4hFoBFOAZMv5Hbf/XKmdPF0Ilp7dSw5BQxWvMBdX1fjjw2EgOAoQSLqeUJ9CfQEyCTGF3ehYx3Q+ezboK9xyskRUej1RkVEfgJ9DWRJCqVK29xzv647P/ZF9kazvcKpHmV2DjQgt4EvgB9AFqRQ+o8fDkvD6zVfV3EUxBV+qKMYhze529He5Ue8j0b71UTaVbNoAaUg5UBc5biTroxYbx1LQHHHC17/ecatzM9q6oH+FvgepIZJy9bXA8RBcCPqt3qg59DaHK4SiCiAKyA5y5doJ+noASmUPJ3P/nW6t3oeyECkaYnLUii1z0PnsyFoDyS8Ue4ff3YIJLZnBBAC4Zpdz8HoHVoHbB3fsr/DUAGpN8Ow0qvXkSfegeWvoc+BHZ8dj6k+lzmg1o0HukENWIgqUW4sw+6tPyB9BX/3cWZWmyjhc2ARKB5ceGQpVkq9GIlERn3f/+yQaU1gA2R6OLb98crq3IdSmmF2EwZi/nu9Ts/vnW7Fo65j5ThO4Ps+wFPAdGtA57MuGK/Y5ziQAUZBj1YaYSYVU3+CTB/WLxzZD6TT6fdTqdTTxWLxNUs6bEgAU+e3ME1JaG+9BOZoQ8yZ3/MSOraAFiz5CHAOczOCCf0CsCWF0gom1yvsNydHohsT2qaEVLkeXC7XgyGMh5Ls53aC/Z7ggQtomSi9WQ/eXK74b7S9b6XWPB1qficctyEBqAJN0DfP9TmfKmHFEle7JW3HsT0Ad3wwiOn9XGANUxnr9yvgBCc4wf+OfwGsy23J9legeQAAAABJRU5ErkJggg==) 15 15, auto;}
30.285714285714%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,41.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.714285714286%,43.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2VMU/CQBTH/4FLIAboAU0gpSHBpJCUxAESJidHB2ZXF+Ps7IBfAsPEZITFxA/AYhxdHEl0M2l1MNKEaBvtc7DEhAhcobjQ3/ju3bv/vXvvHRASsulEl9yneHs/AtQiRiqVOuGckyRJBGB/alkFkFmrAF3XaTAYULvdJl3X7yd2TdOu0+k0cc4pl8udrk1APp/vVqtVUlWVotHokWfelmWZLMui4XBI2WyWAMRF4jG/AkzTPDRN8xLAK4A7z+y4rovxeIzRaATGGAB8+o39F1v1ep1UVSUAO/Mci8XiuSRJJMsycc6PgzgcAPZKpRI1m02KRCJnAv4cv6kXeoLIgvUbxtitYRiW67pdgXhvADKNRuOLMfZeLpcJQE1ESGDUarXnVqtFtm1Tr9cjRVHoXwUkk0kyDIMmeB2hzvJf9AS+0TTtpdPpwHEc9Pt9xGIxAHhaJeYugAMf/opXA1SpVFavgUKhQADmpnEGQl2w8DNyHOcxkUg82LZ95VNAIIPILxkI3nzCskWo4GfoTBPHEuN9GS4ArO/HEyDw9g0JCdlcvgH6QoGbYBFp9QAAAABJRU5ErkJggg==) 15 15, auto;}
43.428571428571%,45.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.142857142857%,46.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.857142857143%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.571428571429%,50.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.285714285714%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVRYhe2VsUtCQRzHv+dFvuHho8SUZzpIoEaGpCCEc7QojhGOFoGbi/4L4RwtTS4NDc3S7NTUYA5BGEgFL336FnsiXUMWDo+4p6+geB84uN/d7/e9L/c7OMDGxuYPIsfj8YdwONwAsDivmMNsASFk3+v1Bh0OxzaAnamtrWQyqUSj0WsAQV49atYAgL6u60VBEKAoShHAKwCkUqn7XC7nEkVR7na7gcFgcMEjtjCDgdtOp0MBvE0vjsdjTVVVQdM06LquzaBrjNPpzEuSdMyRGolEIo1AIHAOYMUyA36/nwFgAFYtEzVJGsCeyZrdUCh0RQjJY7Y2z0ValmVWrVZZLBZjlNKjXz3d5XKdlstlxhhjtVqNJRKJp181gB+6AbN9tPQNlABccuQFKaUlQsghgGVeccKRI07G8zc5az6f7y6TyUBVVTSbTbRarSUAfV4jc+F2u08qlQr7JJvNMgB5nlrTn5ERlFJBEISveDLn+il5WmDEBj5a8jKJNz0ez02hUECv10O9Xke73fZM7VtuwIh1SZIORqOROhwOzwA8WqhtY2Pzj3kHjut+wM7+k7MAAAAASUVORK5CYII=) 15 15, auto;}
52%,53.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.714285714286%,55.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.428571428571%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,58.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.857142857143%,60.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.571428571429%,62.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.285714285714%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,65.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.714285714286%,67.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwklEQVRYhe2Tv8sScRzHX89dPmR25+nFHTp08qAgicud5tYU4tDWLK6O4hQRLY2ODSENz18gjRHRH5ANrQkauBw2SCoEBuKnoZ5F6uFOr+dZfI0fPu/358f384UjR45cM+qeuluAANsIewnFe+DlX+Jpfjf33ykC2Z2YpSiKZDIZAZSgRoETd/gC+DuxTTwexzAMuManucn+Q/2Tu0AjatOrIPJNBMa27Weapkk+n38ThZ8CnIYR5HI5OT8/F1VVBbi9d+VUKvUknU5LIpGQQqHwDrgRRGdZ1tMoNvDAcRwZj8eyWCykXq+LpmkvQugPuwFVVZ93u125YDAYSK1Wmx9kGpJH5XJZVquVbLdbaTabYprmq0vy73ue961YLH4EziLpwHGcQTKZlGw2K67r/gB0oFGpVOalUukzULnIdV1Xer2etNttyefzH4LWuPSoptPpY+DOcrnUfd//CuiGYbztdDr4vp/u9/ufJpPJCcB6vcY0TebzObFYTN9r4gA0PM8TEZHNZiO6rguQA1AU5aHrulKtVr8D94IanoRs4NSyrJ+tVovZbMZoNGI4HIb1OJgz27Zf//mS1lUXP3LkSOT8Anr1iNBKvqNdAAAAAElFTkSuQmCC) 15 15, auto;}
67.428571428571%,69.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.142857142857%,70.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.857142857143%,72.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.571428571429%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.285714285714%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,77.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.714285714286%,79.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.428571428571%,81.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.142857142857%,82.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.857142857143%,84.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.571428571429%,86.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.285714285714%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,89.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.714285714286%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.428571428571%,93.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.142857142857%,94.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.857142857143%,96.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.571428571429%,98.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.285714285714%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193150 2.9166666666667s linear infinite forwards;
}
