@keyframes rwdcur47416 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 10 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 10 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 10 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAeCAYAAAA7MK6iAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiklEQVRIie2Wa2wcVxmGn7nPXrw3X9ZOHNd2nAiSNI1DSUugJKVREQm0KgWhIhURKpFyVZvQFkSRtkL84C7UqvxALQhVURspCkUEFFqlQdBc7CAX2w2JUztbO7bXu/Z6vfeZnQs/djbdmkQgfqK+0urMHO15n3PO931njsAquYlePyB6r35A91oZiHltFsgDFuB4bdXr05vGA5hCImmu5oirOzyjhlSgDQgCHwWOAseAA8Bur9/f9FtzHU/VTfSqqyHydcBmU3/QM/ID+wiJbQRlSJkP42ACU97kqsCit/K8N1b3fKwm32sSml/cRK/oGfm9tgPYZlhbP5wp79jSfcsLO4nK4LhMvfaQc+7qrpwuG9PtgcXRze0nXo/6jv8NSAORVSu3gGkhkWxM4h2wB/U3/Tk4W/jS3UWj7VHT9m1N5taLt6/7Pe1rj4ELE5MHGZ79ED7FoFLTkETHeit7l7yn/7k7bu/+VtrzEHkn5mlvV6pCIvkucHNSyeeu/uSet7L9P1WlWltYLxDWchi2TljL4lfypEvdZCsxbopMUbW+Q8FwGF2okTdGUzvWXv7aJzbsv9gEdYCcB3eAstQAJ3ZHtMbz4bGjH7uyvO75qqWGBRGieh7D1imYQZIrN5EurcF2ZGxHIqwf4AN7v01HYYi+qExE/2Dw7/MbP1Vzdoz0RY4venGuADWg1NhlyVstXlwCowtPDQzNbnqp1V8MOa5A1VJRJYeqpZMqxnhf2xRt/kUCSpm8+SB37n8aZt9EtS9hGKBIW6hYMWV2pePOnog9HFDHq4APMIAC4AJCI3tjQAhoOz+3/fv90UzMJ1epWhpF04flyPRF7+X+TRr4RWqFPhZKl7jtsRNQzkOkGxahIyxxIdOHLhm0aGJkaHbvVz658cUfUK97y2PkAEQ30as3YnFp8fGBxXJwT0grYtoKVVtFkSwkcR9dLRIMBiGuMJ65QPdnfgmKBq1d0NbDXLrGhXmD+UKcFTPIUqWFK8udOyezj3Q2YE3J6zTKB0B+MzO4rzuUpWT6qFgaS6UgMyu7+PSTv2M6Z7N0Os/ImTyDD/0WonHILdTh67fxh4kyf0lWeXullUypBcsWCagGtqscaGI0Mr3ayDgA/+b2kT2yYAMCumQyk9/Kd1+8ALFOLi0Z/HGiwuDB49AShZYY9G2BYARau6jUIOaT6AkvoUkWliuyIZZkdOHWSNNKTaAoJJJ1eiPFZ/ID/s6WBUTBwXb38fM/XQHNB5qPvAEP/ugV8Ich1FoHSwpYJuQyxIMSmgwhrcT2rgv0hJco1QIMdp7pBT7iMeaERNIBEJtOk17HFfX+6D/Q5Xt54MenwHXryV/M8c3EYShkITkGZhWyKchchUoJzCqb2hUGYgobYuO0aCvEAxkMS2W52il7JTXX/LFoPpPTI/MDxcns2pBp/wxaO8FxwKjUC2B5HswyhONgVuDiGVi/HVQddD+26wICC6UeLi72kykFiepl5out5VvX8LyQSJab4nztpDIBx3GF5GwhwtTyBI9+vKe+ja4Ljs3Lv3kcfCHo6IFirv6cnYflFDgOk1kLy3FJFTp4aWw9J6fiDM91cXp67UUhkUyzSg1wCihGfeXzyxWN+aJOUL3M8Ue2Q3EFZIVsxebl5w7WJxKIgD8Etl3flVwGwwLbBVWqsabFAGAy6+Ps1cCrq6HXwEIiaQqJ5MSR8f4fPjscZaVaj8C5mRF+8dU7wLHRZQlZEhl75j6Ym4CaCa4DqSmolgA4daXMlVwcVXYomCJ/nVa4nBV/fUNwQ68ltQng8MikhmFJuIDLEEce240sQrtfJKgc4p9HD9brt1qEoadAlLi8ZPJGyuL8XJyqJdHqtwEOgzDxH8GeDmUg9fp0lIKpEtIqmPafyRs2HQGJgJqmO3Q3Yy88DOs2wd5fQTROMme9yySg2mng0PWgNwALKeC+01eV4liqBQGX8UwXs4VR5gpPE9ImcF0RRfoezz6xD3q3QDBMrenCJApucbBz6QHP67q63tUHEM6Cu+tkUj0mSxt72vy1+iqUW5DFzyOJNWbz63Dcs3x97wDPvDpzbaQiOnO7+97e/8Vt95x68uSNsKuuPv8ut3tzu/PEzfHKl0XBVYOqxc510+iySammM18I88pkHKOmsSYMkgj3v3/45s9t+ezF5mvO/wCu6xu3LXZajvgFwxLvCqjWVr9ixZbKOudmgumxjPQGcAI4AsLCf+v5nt7T/5/+Be9suP0eFouQAAAAAElFTkSuQmCC) 10 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 10 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 10 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 10 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAeCAYAAAA7MK6iAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGVElEQVRIie2Wa2wcVxXHf/PY3dnZt7N2/NjE6zpx7dI0hqQ0oS0YqUkb8UhSQdVGifgQCKKIokoIpH7pgioh4AONBEWAAIGAiqioAvGF9AUpKmnUBELSvBq7a8dve9fe18zu7MxcPsxsnk7IZ9QjjUb3zsz5nXv+954zEiuYyGVlIArEgU5gLbAVcIH3AR0wgDxQBur+s0kg6LtR/fdUYBZYlHL5ywxpJbAP14A2H7od2OAH8w5QAYb8IMaAi4Dsw+tA1Q846I/LwLwPd1tR3cxs30EdsIB1/vzHgAk/KB2IAVngMJAGkn6QNWDa/34aKPqBl28H7AKzy/VHypaToGEnui03PBhWl0dmqwOUG6lqSKnPJrTCha7oyflU+C8u0OsHaQERYBxPFpkrMtwS3DZT3bfrtbHdn6pZ2mfjIVNN60VS4QKEQSAhIeIBxYpXGqmBS6XdjxTMP6g7B7e9EAm81fKt+xnI+1Cj5VxeiShy2eCZhWf2zlfXH/x47+FHYyFT1QMmmcQYFSvBXDWLhCAdmWFVeIp46CnaI3tVTYVXR598vFTfjp/iFijNFb1vDn7+n6+OvDP90e8psh1tuiHa9SKmHeL8wt0Yls678wPogQod+nkCyg8Z2vEslgORoEzRjLcdHt3/6fna45YPU4FFX7a4f2JuBO8aNDr/M9f+u5RW1lyh0HQ0euJ51iYmKZhxqpaOQGLR6GK89FsyO74LsTYatovjgiRBuRHR/nRu3+eK5s7zwOvAabyNKuMd0StgkcvGRS7b2RM3f6IH7XRvcox7+r5Nf9shktokqvwkRfMBokGD4c7TpPWvsHnfC6DHoWnRFVO4qz1AIlSlI1JEkd3ky2e/9Hm83Xz1XgpeBotcNg5EXxn9+V0lM7CrTWsw1P5r6AwQWDOFEL9gyXTpiQdRZRtJ+jqDffeC0wQhYOYcqbBKNCjjCpnj0/2U6joVS3voYvHpLb7Gug92AWSRy9KadIX8ta6YyYO972JY62HehimLnqFHiYVkdBUUeQ/3HvgNbPsGyCo06xDQWDZtiqaNJAnuy5ynI1IiIDsE5MbTQAbvDGutDSf7aZABXjqzKWO7MraroMgmTsUGTQarSndMwbDhoeeOQPc6SGcgmgQtCu19BBVPtbBaZ5VeIKFVcYTM21MjGl5NiAJ1KZf3wFIu3yoUNGx5ndFUma2mKTfeQEltBcuFNZtYNBz2fOfPoEVAj0GzAVYdjDIszyJLUDAEbfoijqtgWBrr2y6R1gtr8arVLFD2M3xZ9DKQdIUUr1gqE6UH6X7iJTArML0Rgjqb9//SezMc8e6OA0vTMHECHItUWKbWdFmoaThCIZsaR5Yc5mqdrcKxDNBqFLI/MICi0VTKAjg6WYI7N8PqPhjYCrFVoAagsw9kBSrLUC2CEoDmYQgfIRqSqVqCbPIUd6ROEg0uE1JMLixmqni1vc5KBUTK5evDXYWJjasL3JlepD+T8jWMQDrDlw/shEgCzBq4DoR0CMcg8xSUhpmr2miqRFCpsjryDxq2zoLRhdEM5v0VW76s16QakctGXzw1d1qSxD13d4xTqpfo6E4wb9ZAUfnZ8RpHe8OcfK8IsgyhMNgWLM9B14eJzh+lrLhMVz7EiZltZOJ5juQ3MFPRXweqV/fia1YMVO/LvPlGu15kMP0v9mw4RizhIoUjEPCaiq7AF0fWgKKCGgQ15H159qdoAa+1jy71M7rUQ+5vj/HmeJqumPGr66HXp5o7Ugd/v9yIH7lUHsB2lVYukCTPqSXAaM7yoyfWe7WxUgC7Aau3M1V2WDAEYbWBKjuUGyoxzTmU++T9526gXrdipFzesB11/6HTWxaf+/sDjJU84JbuJs9+IsFwZ4QlM4DtHuOZz/RDYRIWLkLPRhZqDq4AV0hcWEwjIeZHeqe/JeXy1krgm/z6iC3AK3iHnr0bKuwYeI+6HeTHx4ZIhhyiIYft/Rm++vxrEE3y/S8MEwsqvD35PmcX9OqapPXwH89E3lrZ/y3+uUB8BHgZWJuJCH6w4zhGU+PFUwOMFQKsijgogCUCHJ9y2bZO5uQYLCAmgN0gnbi57/9pIgPiIIjGgU1L4pv3z4l2hOCGi6sukbkdz7dY8TUBdACPAQ8Dw3jdBrwG/2/gr8AhkOZu3+cH9oH9v9l/AZejievel27nAAAAAElFTkSuQmCC) 10 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 12, auto;}
}
div.testarea{
animation:rwdcur47416 2.6666666666667s linear infinite forwards;
}
