@keyframes rwdcur207724 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 19, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 20, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 19, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJdUlEQVRYha2XW6il51nHf+/pO6+11z7P7JkMaZwcqqFtbJAkSKlWWlIvRLAIXghBW0HvhF4ISi1eKMWLqqBoKQiFgoiUEVHjAUJRG9tpJ00zYSYzzUwnc9p71uy99lrrO74nL7YztU1CWvV/9V183/P8eJ7n/77PJ/gh9Mt//mgSZFsMi/Qk6Pkjx0/Odq8uhm6ldl/49W+5HybWPYl3euGZZ56Rqx/cr7ZPmR9tuu4DIYSf14l8KHrhVkfjm4fdweU8T14TLj+vbLi2tlHebOJs9s9/1g4f+9TW8Ls/9WL4XwF8+Ld3qvWNyUOJUU8lWv9inmSPy6gm1g1JR0shc6SWHLZz0iRxI1O5zjWNC24foadWLy57x3mt5euJ1q+fKB/cP7G5OXv1wu7yM7/yD8NbAvzCZ04nxTjuaJF+oB/cz7lof8LoZEMKkQFUyYjC5Nxpb6OkZiWdMEpGzPsZdViSmhyjDERY9DPn4xBW0/XQuLY7Mdq5LoXca2J7LWh/DtN+8fefPTvVv/r5xzNt5CR48dPtwn6kEtkHBeJYNE1ipCDTBYXMiXhsdLS+IVEGlEQpgRCQJgmEktyUtKHF0aG11JVcJ09KTJZmNrpJZ2sO+znLuvuot/GfgKn2sf2tZi5/qcqKU1sr64kRCfPhkFQmFKai73oSY5gOcxAQY6RMChCRXKUoKWiGJcFDagKdXbBol5xee4xJsc6hnaKEoe0a9uZ7tE3A9aIbTeQcQEcZHu/izdPGbzDYGp0mIDTEwBBajFIEHCt6TJ6UFGnB4HoO3QGH/ZyVfI08LZj3cxZ2n961bI+OM8pXuF5foTIV0YPtI8KWBNvAoboaajMD0FKI20U+xkdLiJ62rcnSDJB420PQSAZGakLjPMhAolJynROUw8aGIfYIEWntgkm2wWaxSeuXJNpwZzGlayylqih8weF+w+ggufbwYnU4qsDXs/PipMdPOqJ3JDInixWZyKldR+cH2rphajuqomCyMiC8ZLPaJKrIcpgjnKDtl0glWbo5rvYIoaibjrruGKylKEsymzK+tELeietnrtwBQK/dyC4vfOj21WHG3ZLx+irVekGiEgiwe3iLYCXeW1wbmR+0BGFhW7BWbbKWHMPksBU2qV1NE2sO64Z22SOXGnpFKhJ67bEXWkadHmKI3z77ygUHoBeN269uFct2upOpCOlSk66nDN5hpSNRGW1jkVITr2ZEq1CnFJe+vUuMexSZoSoyIgE56SmyEtEbRiI9suPc4gjUe55Rt0aV1d3ORnHtnvX1qa3qZte7WbUwGyuFptuV3HhpH/GugdBIZKIxFwvE6Q6rgbuSXKdkIeKjwNvI7rQ+csFCEo97Jipl8Ja6trCvQEe4kaASi5dxuDtr7wPIUaHmP/LA5ObGOGFUGGRMKe2P013RLM962kVNcIF4K0FYRRCRmW2Y9x1CCIw0OOuBiNQgY0REQzNYoo0Utwzl1Zx1FchFT2LkbN755j7AE+99uGt7e9VoFerOIXzPcGcXfaFA3lGos2tkrUZeMoRLhtgJRAA7RASKNGTIWznJkJLLBHU7I0wF8rZmdZGTaklqBMfWUrJEUvd+39o4u9+C3d1pmC/6i1KIUGaJFJ3FhF26zNMKxcFcYBRURhBNxBYwsxp3PqXJwa0K0rtbJJM5lZSYZpP+1YFtkyKFpFeRtZGmGwLLzgXvuXn97mJ5vwIf+/TfhtmyvxxjDN1gsT5wbL3k0QdWWa0MW2ONj3DQeHyA1T6B/8x5d5GxXkvCdyTjjR3s9Qn733DogzEnxynboxwdBVuTlEQrnA+Mq1IKk1193+lj8n4Fnn78EVlk+uaisU3d+yQxgulhS5kpQoStScqp7YI39moOm4AQkYlWaARrpUG3PYd3rqG7hspI0ngdNUpYhBEtA+3hHK2PkoUgmPXyyp986YX7u4P8yiuvhX5wt4s8WZZ5wvG1HOsii8YxOM903lO3FqMFWgk6UVGdfIzWazrr8SEyLOfkyrM9MQTv6QbP0mcY6WgHT28Dgwvo0HXrSXv5f97AEsAHdXMZx7Pxg++jyhPGhabuPHmiSLTgxt2e6fwI2mhJOVnDJ6ssu4gNkfkQqPvAog0su8BgHSN3Bx06IpH1kSEGEIImVey9/z0/Jr8HYH/ZhWGxd6GdvsFBA93gESIy2EhnIy5E2iEgABNq3BsvMQ53GWcC7yOZEqyVmq0Vw2opOb6e4YNj0R4dyfPGg4B+CC7EMPv6y+fvb0ka4Cffu+OWTf+6HWqmhy239ntWS83OZsH0sKcdPKlRHHYepWBwA5NSU2QKKQWttYxzSZZoIp6D+cD+YqDMFEm5Qr1c4GwIvQyvNMN3LQigAL7075fD049uPySkeNa7IK2LuADee4JMqX3COHEYJdj971aEAIvOM2s9EsiNpMwNbe9Zdp71kcFHaLqeRAZi5DuDjb/5l//yjVffNAMAe/v9hbZ1S60FqRHUvWfRepZ9IF3ZJkkz1irDSi7ZGmsikaaP9DYipKCxkUXrAEFmJFWZUKSavrfM2zDtXfydJ06vfJnvk7r38NgDG75u/VPAiab3qh0CO2spB/OWoZ4TgsP7wNYkRSvBKNNHO8AQGecSJQRlptBaoqTEu4iPEefj0vn4xw9tF3/6yc9/2b8twDev7M3zauUf37WZXswSOa57v932wRwNXyQ3kkll6K2nt5HOBtohEgElBEIIxqXBB2gHT3PUCifgi01vP/3ZM2eb70/+PQAAb+zerf/t1Vsv/eyTD/ydiOKcj3Ez0fJEjKjeBQYXqbuAdRHrIq0N+HDkkhihTDWDP3LO3GrSyfYL2rWf/Nzz5269VfI3AdzTv37zRvuR9z940Xl3JlFc0FpOnGO7k4WZt5ZZYxl8REtBoiSz1qOlRBtF8JAZgdDJa9WJR5777BfOXHy75G8LAPDCt67HFy/e7mKy8srxsfqbqqxeLh98olwc7J/UvjdVJkHA4AAEIUKVKaQQjHK9J4L9tX7/9tmvvXbjTX3/gQDu6fre3fjVS7vDR5/Yvjh6+Om/n1469x+5iVWZqp0QSGetp0gkvYtMSkOiZZNn8lMh+L/6ozNn7TvFf8d/w7fSbzz7nmrZh6eKRD237P3PzDu/lWnJ1krmskT9oVLq9/7gr7/ylkP3/wJwT5/40LvHQxRPzlqeW8nVhydV8mLTh+c+9/y5/R80xv8J4J4+/qHH5GIQT44Lc/svnn/52jt/8V39F3QcMs8JLwE4AAAAAElFTkSuQmCC) 15 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH8klEQVRYhc2XT4wd2VWHv3Purar3r7ufu3t6HMeGTGwMyrABgcQCUECaBWzYIjGbLAAJiWyzYgFkgwRigdjALkgsQEJhCUREZAXCGo3CQByNZyZjeyx3j+d193vV71XVvfccFs8Z4bQ9GcGGs6nFlc756lfnd+pc4YfEr371R6KtxvHqjxcOu5v2x7/zD8P/PL9586a+88479sPyvCjkkw5/8XevTQ5fCa+LV6/tjMftvLnSPlw+PFOpjqfTejRvxgtybKVh/fDD49bcu/lBPbixPjvt8itHN9r5aM+qkdl/vP9+991vDOt//7tnYV8I8GtffeXadKf5vaDyehWqmYuZY4yZ6srOmdZTpvV46FNnfcm200wtS8nLdJZLTnk+mneNTobJaGJdWq9TNTxeXiy/9O2/L0/ufP3exxDxecW/9Jev3lKqPxfzL86qaV3UuOhbxZRSDYxlxE61g7nVEgNNFKwBTKgsAAVRZTQZYWRCDCw2Z/e6chrvfP3JMwo8A/DbX/tC/eR4+OX1uv/Dqt78jBApJTNseg7HB+yOdjntF6zSkjPJ7I8P2AuHnA4LAoFZtcepOF1ZIRI4HB1x0p2gUbi+cyt/5uhw+Gv+iucC/ObXbk8Wx+nXr+zWv9/QXOvosWBErTjYPWAcxnw0nDB4IgQlhED2gVQ69qpdkhkbb0m2JpdEiQPr0qHBUFUk63pnvN/9oNoR4Df+7Na+2uwre/P8W3vVbD6pdkg2sCgfMgljjMSqH5iECXWVKKWwN55T+4hlOUV8QFFEhCZOaKoR7XDOg/Pv8sr8Nmu5oAvr4Y137+glgC9++UdnZvonbXvxehCJyQyLzsnFYyxAZCDGQC8dc3YpLgQRGhq0UiZhiqhjZrg7G2vp04Y0dFjIPGjvkSwTY7V8+7+Oh0sAuy+FfHZSbm3aEtNQiNrhHBNqp6kiVbMkZyeVQlWt2LlSMaTMyfiMECpGk4pJPaEOgUk942h0gzpGAoGUO7L3nJVzCrn7hV/6Av/4ByfPAnRnwbQpd6sRP+8mCIINQr8RBhxxiBKASBbn4thJvZJ7kNDjZaAaXxCmGfXAfDxh76ABIASIDXzUn6KNPfrGXyzyJQWSrfLkg/kDK47sd1gCd8M7pZooVQyMtcIM+r5wuurBHQApgnRKOQ5wJVBq59h7PvygR6MgFeRkgBKqcObJLk1M/eafPrbwdv1ufBTNVkrqjHyuNO+NmNmYWTMCIFkhixEjSB/Q04ggkAQ/F9SFqEIlQhMDFUrujZIdF3La+APwH6y/dcH+RB4OJQ7l3mQUzEGdsQjlsZFaw6aZnCElQ4Mga8VbwffsqRhOXwreO4izU9XUMdLdB62d5oicxB++9c17lxSIAIbcB57EpNfVnWmtZIyynjGkwMY+oiwcv1DySwUZQDuB9ytwx+1ppiJwHkhzwEAvxohnZEh5bzcsLr3+9wGmlS7GU1242/UuwbgSWlcmsx32Dz7D/Xc3bFYb3EFPIjFv5S7FiaJ4dPqNUhVBzoV0JlgM7Owf0G1aNu+cD2srLwa4ul91uN5PxX7yeJm1Sw5mtKdPWJwt0T4xVqE4dBsFBQSCQB0gBiU/hkkl7O8q62H7SYbzJ4gVps4Tkbh8IcB6KHkYyrtDNg0KTRQuegVL7MVMUdgkYT04EiEZZHfMQcWJAWrdAvXJcXcEJw0DjUJQ2nEt7fMAFOCP/vZONrO3VcSmtZIL2NOOHVfKTqNMasWBa7uRz12JfHZHGcdtXyci86s3CJM91slIBn12umxkdwaTR2edXfoPfKwAwOIiPxKR3PalFqAUcIFVVxCBLjlDcdp+2/nFfdsTgCBUTYNY5mJ5BjjJnKiw2yiVsvjcy5P8L298AsCVafxeuynrlL2e1Eodtm+xTk4UQdgmG4qTitMVp9JtM0YSq0fvMYpwMAmAs+qNLkMTIag8uvNe+9y17WOAdV8WMYbFSy8fzkeSaLwlZeeD04G+GPZ0hiRzhgLZtuuUiiMuDLngBkGFYk42UIFinov58bfe/M4nA5y0ZdlEOzm6fuPzlcLye98m5QJAFYQmCEOGoRREnHEUUnFWAwTZqtE5iDh92apWBbhIHoPI/ecVfxZgzfL6jt4/fe8/fy6oo+4crzIq0ARhVAkxwMYbPDgjEuOxsnwq9awR3KHPhhmEaguBY8n80YsAPl4Q/vXNt/KPvVzdu7HnNq8LmyFR6dOkxTnfGG1vTA+usnvwMo7QDkYMwl6zteGkEma1UgW2xQFETgR5rgOeUQBg0aYHIoK7czgNHFum7wFzogrrwbDHD5GgeDEmAZCtC7q89X9ha82+QFCI7m2X/exTAfTZ70b1tZnM2mTbGW9gvpV41Tu5ZKIJdQBVoS9OLk/nQXGCCrXCOjvqQJBFE+XTAdxfpMdVkLdmjRxVKkeqxFElo2XvfNgaQQQUsjnJeOoGp/j2Walgxbd9o1AcirF08UuLyHMB/vmN79x97ad/4ldK0XkQ5nXkNnBUJV4Fv11HmSu+n1xmqchsenB11LYt/eqcOgi7jbBJTptgFISoDsLDVe+XdsHnAgD80xt3z4DvS/bmaz91Wy+yEJQ6CrsWoorbtWbUXN09PPq8OTfTZnWrUa4VY14HOZor9UXyGBStVBaHY3mhAp94N/w08bOv3h7FqOzUOumz7e7Uuh/Er3204Tb4Z1X4t2+9efdv/q91/tdx8+bNS3eB/1fx31kjaDJ2o1+9AAAAAElFTkSuQmCC) 15 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
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}
div.testarea{
animation:rwdcur207724 1.6s linear infinite forwards;
}
