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0%,6.7965517241379%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe3XTWhcVRgG4OeepmNS0xpMU7VKBMGhJekqRUGMBkWRgAiCCzfuXGblogtx4dJ1Vi6k2OjCjSsxG7ELu1DwByXENqJiiOmkCZmQTuM4uZnr4t6bn3H+GgQ3eeFjmMO5933Pd8493/tF7gbTAnrdcdplH/rDhHOuecPbjlvDRhZVU+rdvPLYIcjPmHFFLXrWRdyMhi0Zc84NQR0xtk3aMSv5bwTsJ//IjGo0rpiwij6sRg8ouaBoXsgEdCmis4BG8r+ip3fJc/RhJTptxWgmYrtbEe0FTIN73DFkxhXVaNxYQg1bDXOH8Vs0aMWIojlBjSwmxWabU4S2AuhR1u8Dl5U9o5hwGycxtG/WUDZWTLiu6FOXxM6gH73oaUXQSUDwpQlrRrHuZ5u+ER8QkZNfVfe7qnttWTTsuif3kbfkidrSTyvgFB6UJnkYD0kM/GtlkRhV6Wd4E4tZlLBpSq0ZRcvUZKhL93Eze1GMWyK92apCw9x6JqKCtey5WjbeFHcjIM5+Cw3PhQaC2N4x3eokoP0WkH+Gwd5eNq68meg8YtS7vRWPcIQjHOEI/wsOUwvyQtSsHuR3fqzLWtDJDwRp9evFCZxQNmBbvx5BQCTYUXdM1X271W9/Nayi1kpEp3IcfOwlc95XEBwXVPQ7r7DrhEht2ldqBmypq9vBc97xlM8OZOJQAl72tQ3zNk04m43m5Lez/ycxrmBVwTIe95MnLEndVJ6FFgSdcErsTW95xLfK0UHy1Sxyj1iOuGDRaz7R094LdisgTV9Bxeve9XAyZyHaI8+xiu8izidrJn0hqLIbLdPfjYDcaFb0uOVV73k0WbDQcHbLEaPJhhdcE5Sk/nFN6g1zEU3RvjGZxeTuIYoFsaJ5K0aUokF9GflIsu55VwU3MI9f8SfK+NvUYTujVERi0o681Qq2Fc0rGfG9QRcte9Hngl/2kS9hXRddcueLKEfeI3I/zoo95gevGPOjoCJN+yKWuyWHfwBz5BeZWg1UFAAAAABJRU5ErkJggg==) 15 15, auto;}
6.8965517241379%,9.5551724137931% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhe3XT2hcVRQG8N+7nUyTNKnBNNVWiSh0aEm6SlEQo6GiSEAEwYUbdy670YULceHSdVYupNjowo0rMRtpF3ZhQStKiG38H2M66QyZmKbpdOZlxsW8lyYhk5kGwU0+ODze4777fe/c++75TuR+MCGg021HnPexP4056bI3vKtDEctJlJ1Ta2fKA3sgP2rSBZXoOWdwIxo0b8RJ1wU1xKgat25K/b8RsJn8E5PK0ahcnQK6UIgekndazoyQCGhTRGsB28nvRM9skKfowmJ0xKLhRES1XRG7C5gAB902YNIF5WjUSJ0K1raNHcRvUb9FQ3KmBRWSGBeb2pki7CqAjJIeHzmv5Fm5OrfQi4FNowaSZ7k61+R87h2xo+hBJzLNCFoJCC4aUzSMJT9ZcUW8RURKfknN78oOWTNn0DVPbSJvyhPtSj8hi8N4WCPJgzgm98dbomjrV63N/eKv0Ysav+ENzCWRx4pzKjtRNE1NgprGOq4kE8W46UR/p8U7GatxY1RPhmrfEq6gjFUUk/cqyTw74n4ExMk1q1rjWDelu2QCvR3EvUuYTsal23StlYDdl4D0NwzurWXw+NWc/oPBoUT/PxWKhRXzZ/MJWRoxau2eivvYxz72sY//BXupBWkB26nGp2d+rM1a0MoPBGQ1jEU3upX0qeqREQREgnU1B5Q9sFH9NlfDMirNRLQqx8GnXjLtQ1lBh2BVj1OyG06Ihk37WkWfNTU16zjrPU/7Yksm9iTgZd9YNmPFmOPJ05T8VnLfi1FZBVkLOOFHT5rXcFNpFpoQtMJhsTe97VHfKkVbyQtJpB6xFHHanNd8JrO7F2xXQCN9Wate975H6tNmo3vkKQr4LuJUvWjcV4IyG9E0/e0IiKUeL+OmV33gsfqs2W17txQxXF/2gsuCvIZ/LGp4w1TEjti9MZnC+MYmigWxnBmLhuSjfl0J+VB9yfMuCa5jBr/ib5Rw17m9dkYNEXXj1qWtVlCVMyNvyFX9zljwoi8FP28in8eSNrrk1gdRirRH5EEcF3vC914x4gfBqkba57DQLjn8C0AULVmkrhrMAAAAAElFTkSuQmCC) 15 15, auto;}
9.6551724137931%,11.624137931034% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.724137931034%,13.003448275862% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.103448275862%,13.693103448276% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.793103448276%,20.589655172414% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.689655172414%,27.486206896552% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.586206896552%,34.38275862069% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhElEQVRYhb3XT2wcZxnH8c/Mrtfr2HEcO05DAVNQswSc9JKSoopABKIHlwKqhASKxAGJo089cEAcOHI2Fw6ooqGicEAIoUYCSoXogaYBBLJMm5gAUUiceuPd2Gt7PZ4/HGY2id3Y600Lj/RKs6t3nt93nvff7w30EjNCVK065Hk/8m9nHPOar/u2PnU0i9Y2Ld1LytIDiB92zgui4DMex41gwjUnHfOWUIoYm6YkzsveG4B7xX/snHZwWi1jEQNYDB6y4ISaOWEBsEeI7gDbxdeDT90R78QAbgaH3HS8gNjcK8TuADOg36px57ygHZx2MiPC2ra+E7gSjLlpUs2sUETRpsTO318i3BWAsoYhP/S8hk+rZaxgP8bv6TVe/FfLeFPNz31L7DCGUEV5J4FuAKHfOaPuOJb83bLXxVsgOuKvSv1T26A1V0140xP3iO+oE+wqP6OCYRyRF3nCkV8+bejjT5JtTZpGbVcmfyZfhjdwtWgLWDYtup/EjqXppJWP43KRKP7iIyea+/ZPjF651XRhtQ1ODVZdaK028TraaKFevBcVee4bvQDEWF6N++rlOHF0fNRwf0ulVHJwcEAqiy8yW/TrTNO1dwcwLTUjKpK20XxlOW6MteqeODTioeEhsHB7xcXVjRj/KsQ6LUa6267YrQKKlzvJ+E0lupVlXl5seLSxbD5O8n5BwLTlrvl6BtgW+Xivg/k48dToAePDg5Is81KvyXRfhu+Io+MHfWKwegdmfHjQUmtN1KlEj9FzBRZut7xRzP58FSy5sNo2Gvb8LXiACrzSWNnyu7MUl7KuB997A3D2kff56sQRp4phwJbnXqPnIVhqrRvoK79jH8jqDW/8PwDO37ptFJ8cO7BlH+jMi/8ZwNn5DJ5daUdPr0exWxuRy80Vlzfz7UGw+7HyrgEwhWcqpVI1ChMHqxVBEKj1V4wMVqWZSjifHX/x0WC2F4BeJuFj0N9X0l8uEQQ+eGDIyGBVFCey/Oh97ux89o1eALpXILdkYZpsLgRBaTJOs/JGnAiCwGaSiuLYRpwIg8CBgb6yLP2wGfvs8SzoZslCVLCvb/1IfeTgR49FcXYsyYKxKEmzy83VTJpmyKIkiYKN6z+Zm/3+r+vrv+8rPi5AZkq6ky/sZkjKXvQFs36gItQnPPzYl4dKh6qVG82XcidEbtP+IDJiTSqV4LO+40m/khuUNdPFYbYtug1B6Bl/1DRn2RkP83bjF/lb+wthxfNpFYsqruOovznlmtxNrcmP8h0EusWw2Dc95wMuagR3PeCK3JovumtUGwEnXPUVP1Xe3QvuFSCfSBUtX/Nd789mXQruindiEX8K+FhWN+W3Qm3utNgujqgbQMcJtZS97Vnf86Hskkvbpk4j4HjW9HmvCS3I/WNd7g07EPeN3VfBeUzdWU6xUKxmzk2TFoIxA4X4ZLbkc14Vegtz+Af+gwY2TD/ozSiHyExJdK5aoU01cxZM+rMxj7vuKS8LXb5H/BqW7OGWvPcNvHNHZBQPi33EX3zJSX8VasnLfhXX9yoO/wVMldqOpWgoiQAAAABJRU5ErkJggg==) 15 15, auto;}
34.48275862069%,41.279310344828% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZ0lEQVRYha3XS2hc1x3H8c+5MxpZil/4IauukaGog4MUcOs8aKlbN21aUFsKhSxCoLsuutCqiy5KFl2WLkUIXZTQOF4EQggh1IWWZpNFDX2QVMiO46SWqliSpUhCkkej0X10ce9YimxpRpP+4XDhcu75fe/5/885vxPsJ8ZEOOCeE172B5MuOeddP/UrXRawXLS6UWk7Q5Y6EO9z2Ssa4Vsex0wYMO2Ccz4QSRFj04jEVdn/B2C7+Ksuq4eLqhnz6MF8OGXWY6omRAVAmxCtAXaKr4dv3BdvRg/mwglzhguIzXYh9gYYA93uOemyV9TDRRcyGqjt6DuAj8Nxc4ZUjYs0KNqI2NWHS0R7AlC25KDfe9mSb6pmrOIQTm7rdbJ4V824oeoNvxTrw0EcQHk3gVYAkb+6ZMEwFl234pr4MxBN8Xek/qPuETVTBtzw1DbxXXXCnvJjKjiMfvkkD+h/6weOXBh5oO/G3G23v/q2fBnOYKpos1gxqvEwiV2npohUnseVYqDY145NO1WO3EiYKWqrPzDds4xrqGMNC8V3jWKch8Z+AGKsqB2ZsY7hEodTugOnAsmBZR8ZL/o1y7T2+QBGpcY0ikHrWPbxI4v+GzNUYqBI7WTKfLmG24VYs8VI99oVW82A4uPmYPz5QEOS8X5Cr63lGEqxUSstx9s3wM7oD1u5r+HRiDMRyd71vFu0WoYPxnAph2jCnImYzVjvSL+DGZhKc0GKZ5I/y20dfg/E/mfg5g6hJkzSkX4HAN8t8+0yX9iW8/7O8k8nKZjL8urfuQ+EzlKwf4B/J46Wg0PnukSnyxpR5u5ULJlt6T0+H8Dzt7JejKzVN5/diGPm8GlQSoNSCNZPJNW+W9nwlcEwvh+AtpL3/K3sKF7AsY0sPb+5kZxv/m+lp0QXURrWuuLwJl67Mhjebheg3SI8j2MYLJei013dJZVySU93WSiHfI/MiU7gmXbFaScFY6L6vYUb3b3H60Hok2ZbSy4lapAkCJksZI0krr9nTK82z4JWlixC5frkbx3xlesHD58dJBokVAJpRpqkWRwF2WYcL64uTrz4p2vfv5ZkC73FzwVkRqS7+cJWhqTsih8a9zsVkS7R2ad/frDviScroSu4t/qJ9dU5azO33X39rYajalKpBE97wdc1DUrNaHGY7YhWKYj8yN8sm7DiktNMfviSyeWXchu2WvQ6hIsq5lXcwZe970nTcjdVkx/luwi0isNiP/MLZ/zdUtjygKtyaz5vy6guBR4z5VmvKe/tBdsFyAupYs1zfu2L2bibYUu8GfP4R+DRbMGIv4jUud9ieziiVgBNJ7Sm7K6f+I2z2U03d5TOUmA4W/aMd0Vm5f5xQe4NmxAPjb1XwVWM3F9OsUisasKcIbPhuJ5CfChb9B3viHyACXyET7CEDaOd3oxyiMyIRPOqFdlUNWHWkH867nF3fM8fRT7cJj6NRW3ckts/R5t3xHxHPC32Jf/yYxe8J7Imn/Yp3GlXHP4HG+u55VGbLsYAAAAASUVORK5CYII=) 15 15, auto;}
41.379310344828%,48.175862068966% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.275862068966%,55.072413793103% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.172413793103%,61.968965517241% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.068965517241%,68.865517241379% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.965517241379%,75.762068965517% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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82.758620689655%,83.348275862069% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhb3XT2gcZRgG8N9M1u2uzbZNa2pbtYKaGE310qKg1lZFD0ERBCkieBA85uTBg3jw6DknD1K0evDixdoiioL0oOAflJL+sbYaa5tkQzZm081mM7vjYWabNCa72frngY/9dph5n2fed773e75AJxgRIueKmxz2rt8cNOCEl7zuBlOYSUfVsMZ6QnZdB/l2R7ynFhywD5eD3S7aa8AZoQYiLBpSd1z87whYTv6+I6rBfv0xReRRDG427j79RoWpgHWKaC9gJfl88MhV8ibymAhuMmFPKmJxvSJaCxgBG1zR64j3VIP99sbUUFlx726cD7aZMKjfSaEa6RgSOb46RdhSABkl3d5xWMmj+mPKKKB32V296bX+mNP6feQ1ke3oRg6ZtQjaCQh94aApezDtlFnfiK4R0ST/UsMFVRtVjNnttAeXka/JE7SkH5HFJuyQJHk3dopt+dubBSJUJcvwMsbSMY5Zw2qrUayZmhQNSR1n00ARJgVy6VuFK+5tpCLmMJU+V0uvr4pOBESY1f3CjQp35XSFoWotkbAhS7nC/FRk4XDF0mfanK8poHUJaC7DULOWfedflsmNGNhCb54YF8ucL6NxzJnbDi3LRoRGq67YLgPSh5vB+CxX04gZLZGfZb6+7HW6IsPm2sbsSMBKbM8xMZ/M5+v0bWbXRqIG5/7sOFy7Zfh33NOTiGiK2bWRyQrVOgM9HYfrPAO/zzFZTeaTVUwnv2GQiOsQnWfgfPna/00xze/iPxdwYCcP71gqA9fOO0TnJZicJ59hYCuFOTZ0JcvRNMWF/0HAqZmkewxs4dbupA/8Xk5KEbRvK/9cANbsA9eB6+oD2cmqHZku+TjU1bdZvTfnShybuPCnxf9SwIvn4kyx4EHZmnChTq6LfJZinUzo/t4te3rOxU/j6Ad3ra8c7QUs2wsWKtP3b4w33zu/kKa9WmemlvwGgbCQzcaN+FB55sJJI1d3z5Z7QetlmJBnJc5m6ycnHpsuTkz8ulhfFq+aioljtZlKVJoa/fTjb/oy2Jo+l03jrIp2hiTjA0876W1ZoRuE7n602+Cd2Z58QWFTj0xmg6hWM3N6vDZbHKs4c6yhjse94SFHJQalYjjdzFagXQlCz/jajFGzDtqFylf8+pVSgVKzKRZQllWWBX1+8oCLEjdVkZiUNQjaYZPIK151q2+VgiUPWJZY86Ilo1oKuM+Y530o09oLrldA4gOy5rzgTbfEJ50NlsibKOK7gHviKUM+F6pydURaOKJ2AppGc07GpOe85fb4rLMrPp1SwJ54xpNOCI1L/OOUxBs2RayK1geT4xi66oYioUi/URMGjQfb5FPywXjaE74UOoNR/II/UMKC4es9GSUiYkPqmket0KJ+o8YN+t42+1zylGNCPy8jv4hp6zglr3/3aJ4Rk/W9S+QOP3jWXj8KzUnSPoZL6yWHvwBMYakz6M5jjQAAAABJRU5ErkJggg==) 15 15, auto;}
83.448275862069%,84.727586206897% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.827586206897%,86.796551724138% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.896551724138%,89.555172413793% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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93.103448275862%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur260375 2.4166666666667s linear infinite forwards;
}
