@keyframes rwdcur20848 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhcXXW4hVZRQH8F/7DMM0TNMQG5mmMcxEKsKG6CIZohUVVEQRJSQWQS/RY0REvVYvFQX1EhIRQtBDV6KrUvgwmUqZmZWZxDCJncRUVIY52x7WOs7xMNaZcaoFG/acb+21/v/1rdvwP0vtNL4dwFLcgCEcw58zNXLGLBwXWI57cQ16MYHteAtvYLJTY7OJwErcj1tEFLZhEItxboL5Dsc7MdY1Q+cl7hBhP4DXMJrO78HlCWAjxnUQiZlEoBDsV+FsfIjnsAM/4SxcgmH8gj042onRmQBYJsL9Iz7DPlQiGpvy6U2gA50anQmA4XSwF7vazscF624sRM9cA2jqF4J1+/1OtvzWcW7NBECFuqj3fpGQrdIvwl6Jq+moFGcagZ9xMJ0vaDsbxqIEuBNH5hpAlYYPYB4ubDtfjCXp+PMEOucAtmO/qcbT/H4BLsY5IkFHcXiuARB3OyaazRAuEgm3NN/r+EKwr/4NAJOize4R17BClNsyEZFf8VGnzmcDALaKXJiH23AVLk0gu/O8YwCzGUaHMF+E/XycJ5JvDO+KK+hYOm0YvSLB5uUzH1WjqA/gVqhV5S7BfEh0xdMC0CXYlel4EBeIe17UctYqi3B76m8V+TDuHxJyuoWkDyNp7Ip0WooGc0SUV2/+1o2JRlHvrlXlhKnudxCfYoPYF8adoju2A2iuWc8my8l0uF9MwG/EELoadyfbnY2iPgK1qtyUbBckkS6RmB+I3WFXEplW+rFatNsGvsfjpjK8KSvwppj13+Y3WxpF/TheShI3Ym2jqB9vfZJc73TO+/BIOj+KH9JIv5NLtSed/JHOV6XO6+lgA65N5s2x/GgbiDunA3Ez3hMl9qW4+742nQJr8BV+wystOqtbHLxgKrkLUTV3tYF4qAmiyW4gmezDx6Lnt/byZlXcJ1ruZqxr0Vlfq8qX8325yIFuU6N5fa0qb2qxd71oYCcAdOX7Mfzu5GwdzLA9n5EZE+vY5hadvdhSq8qvMyGfFNXTjMR+bKxV5VP5d5l2TygcEQNmUKzbh8VgGcBl4l6XiNpel1FqjVAlNuFhjDSK+ppaVU7iVbEnTuRzKPWLpu8mgB3JaGE6GxJzv6+JFO/jE6wXw6hdduPtWlWe2SjqjzWK+gO1quxJm2OiZFem7qQsx2YfKETzuQ5XivvuMrWGbcU7IjdOWcf5zRAebBT1J06lVKvKF7EW29obUU8yHhFJNJnod+hwwUgyvXi4UdSfnsb5M6LiRlHN5n/DTqVXEFkoIjMh8mHM30fxv5W/AOclJeKKyKNkAAAAAElFTkSuQmCC) 16 17, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhcXXXYhVVRQH8F/nDjINZkNcZJo0zEIqwiQshgwZK0yoiCJISCyKXqLHiCgjeqkgSArqJSIihKCHPh/6IKPwQUsNTO3LTGSaxE5mjTjDMOfYw9rXOd1mhnOnqRYcOHf2Ouv/X/+99lp7+J+t8Q++7cUArkc/xvB7p0HOmAVwhtW4E1ejB+PYizfxOibqBpuNAmtwN24UKuxBH5bh3ERmH07VCdbVIXgTtwrZj+NVbE/gd+CKRGAbhtVQohMFMpH9epyN9/Es9uN7nIVLsQg/4hBG6wTthMAqIfd3+BhHUQo1Pk9PTyLaWzdoJwQWJYAjONC2Piyynoel6J5rAi3/TGTdvr8Tlb/Vrq1OCJTIxXlfIAqyaguE7KXYmlpHsVMFfsAfCXxJ29oiXJQIfoOTc02gTIGPYyEubFtfhuUJ+NNEdM4J7MUxk42n9f0SXIJzRIFux4m5JkDs7ZBoNv24WBTcQHrP8ZnIvvw3CEyINntIbMOgOG6rhCKH8UFd8NkQgN2iFhbiZlyFyxKRg2m9NoHZDKMRLBayn4/zRPEN4R2xBbWtbsPoEQW2MD2LURZZ3ouboFE2D4jM+0VXrGXT3Qe6RHbNBNyHC7CsyPL1MwVslM1HxTYcTkRmLMipCMzHCtyClUWWD84ABuNFls+bZv1ecV8YVrM79mKdqPQR/FZk+akiy0/hDWwS43gzfhLj9suKz47We/XBMyYLdVpbgA2i3Rb4Go9M8eFgIjOKr9I3uxLQCymJtdMQGRD19DebjwcT+Ci+xdpEqnpUuxPIrwl8ffJ5LQF8gmtEDbXG8kNtJG6bisQ6vCtk34GViVTVMmzEF/gZL1V8NlQAnjN5ujJxam5vI3F/i0Qru96UyVF8KHp+tZe3TsVdouXuxJaKz9ZG2Xwxva8Ws2GeydG8tVE2b6jEu040sNMEutL7GH7x12rtS7JtTsoMievYzorPEeyCIstX4DHRmltKHMO2Rtl8Mv1uprinHU6KAdMnrtsnxGDpxeViX5eLs70lqVRVqEwAjxdZ/kSR5RsbZXMCr4h74nh6RpJ/1sJuEdifMlqawPrF3J/fYor38BG2imHUbgfxVqNsnllk+cNFlt/TKJvdKeaQaGhrku+EUPt0I8pE87kWV4r97jJ5DduNt0VtjE0B3rKuRP6+Iss3TefUKJvP42Xsae+E3SnjFaKIJhL7/WpeMFIyPXigyPKnpgB/Wpy47Shn879hXesRiSwVyoyLehgys4r/rf0JG107fLb80M4AAAAASUVORK5CYII=) 16 17, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhcXWX4hXRRTA8U/3LrItsvxYLossJpuFFIQtEbFQyCYlPhiB+LDEIlEvIT2FhFgSsVBRDyHhk0REBYEFgQ9BYSH4YJEJ/ZEe+kdIhF6sTCSW3731MHNt9u6/n/ZbPHDhzpyZOd+ZOWfO4TpL/j/mdjCJBzCGv/FnP6BWkgxTOFxl5T/Nh/cxg4HVBtiKN1PjCcQxPBIhV0UKvJYY3B+Bnkj6PsQGq3ASGXa0djwa+zvYm/Q/ipF+Awy0jO9q6bfgnUS/sZdFr+ausrwu3oa8Lt7F9y39r/g5aQ/2G6CBKFGj29J1F+nrK0CNUoj3YcEhUxkWfCEF6isA/ICL0fh4S7cet0JeFy/jcr8BanyHPwTvv6Wl34TN8f94BO07wDe4gHXRYDN/HLdXWbk+tk/iUr8B4BzOYk54/28THpzJ+N/IxQjcd4AuvhXCbVTICYO4t8rKLZDXxYO9Gr8WAPhS8IVRPIR7cEdL3zPAtUgH+3Aev+No8vrtudrFek0YQ8LbPhq/m1BXWdnBDsjr4oSw8zHhVexJblgGbIMQ7yOC19+MTVVWTi+3YF4XzwjX8EsEWdYhFwNYiwk8XGXl3hU2sKzkdfE4voog5/TwOnawfYli4wiexTReTfpPJ/+fLTH3FcFRl01Qw5hpTdy/yMQpHIn6r4Uy7FRsH4qb2LYEyKTgTwtkraSgiIO3Rag0VAdxKBkzHce8Fduf4j7Bh9YINcHTrXV3Lgax3fxwujtCpZJhdzLmcDJmJuk/6L/oyoSo2dWC2NOGmMbxqJy18K4GMJ4scFS4ikbGmpPBaSErrkn0I5JrESroqYawMdD8nzffW9dhZ5WVPyV9x/BF0v4Np6DKygkcEJJVcxIXcCKvixdiu4jrXhlwWUgwqqw8mNfFJaH46ODOKiufaizldXEAH5mf7epo4LkqK5+vsnJ3XhddvIHP49pz+CuOzxrbDcCZuKOtEeJ1Lcnr4j18jE/Mr/0a+REf5HVxY5WV+6qsfCyvi0HBEc8K13B/HNsVKqsrkuEurUhI7mxWcMyVCs3mBZ1dbJ2Wo25m4Us4KNzNhOBE3Uh/Ro8FRtzMEJ6ssvLFtjKvi5cEJz6Jeqlc0A8ZEjayUTiZOcEfzmod/3WVfwGNd7fJi0OwBgAAAABJRU5ErkJggg==) 16 17, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
90%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhcXWX4gXVRQH8E8zi2wissgUIhGbhUSESUgtFNsmJkE9iQ8iIuFTRERERBgmIv2hepHYhxAVH4raFAQflEJFCSrtDz5kBakRFpZToYktsjO/Hu4duzvu6oo/68Aw955z7j3f8+eee/mfKb+GtX0YwGLMwSjOdAPUlSjDEDZVWdlpPuzASvRcbwCLsC01noDYixUR5HWhAm8nBtdEQE8mvN241XWIRIbHWx7fHPl9eD7hP4FZ3QbQ0zK+rCUfxLuJfO5UNr2aXF3UzeviffzQkv+CH5N5b7cByOvivTisMdYSj03A6yqAGiVUWblCKMiUZgq1kALqKgA4loz7W7JbcAfkdfEGzncbQI3vkvntLfk8zI/jAzh7FXtPmeZgV1LpjQP9eCfhzzJF5642Bb/hZDK/U2g4A3Hc0FkhYl0BcDeG438M3ySyIeG4PVBl5SDkdfEI7krWXDMNoxO/z/EKPkjCvQj7R53qHLavg8OJ/nA3ADQROJNs/PeILZ1Tvu9g/4gtncUe6iTyM7oYAZguHLGX8W1jaMTWzogtqeFjeCbqT4lumITfI9xohVDRs3Eb5lVZufx0XTroU3P1O+aE3/1pqcfclBXyungJX+EnoT1PuSAbmoEH8eZEd3767bG9g84e2yeUYzUWCsd3wuu5zezDQJWVu9uKeV1sxxHhErq/yspnJ9A5VGXlfc28ysrNkf8WtsW1o5N5PhMrWx6sEQopvdmG8GGU/yrk/uc4H45OLJkkIgMmqY8ZkgdFVF4SQaW9ohfDrXdgB0fifL+Qvh5ME94EL7T2XToRiEeNb7ELI6iUMqxKdDYJPaGDHQl/o39TmwmvpmUtEE+1QSzHgSjc4NLHRA/6kw12xVQMYn30ajjKvhaO7LRk/SxJWmLkhhqEjYFmfNr4u3w2llZZeSLh7cUXOIh12IkvocrKBVgr3I5NJP7AJ3ldvBrnRdz3osJ5XIgbbMzr4pzw+OjDPVVWPtdYzutiLT7CuQRQHQ2sq7JyfZWVq/K6GMNWHIp7X8BfUT9rbDcAjkaPFkUQm7UoHsOPsc/4t19Dx7Ezr4sbq6x8scrK1Xld9AqFeFJIw8NRd0zrOGa4V+skJDnbIBTmlR6aTQfdcLkGJhTqfC5txb1CbhYIRTQW0R81PuSXo0yo8KerrHytLczr4nWhiD9DPdld0A2aLjgyV4jMBaEeTrpMN/zP6R8ZlPCbbT7EHAAAAABJRU5ErkJggg==) 16 17, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur20848 3.3333333333333s linear infinite forwards;
}
