@keyframes rwdcur54619 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHPElEQVRYheWXW2wcZxXHf3Pd2d3ZXWe9XtsbJ1k3vuQGJHIuTXqBppGjVgIkqFRVXIQQiD7wwgPldYN4LQKJiooH1AJVS/tQ1NIEAiQRgURxgmycJnUcx17ba3vXe1/Pzt5neNhxiZCTOHnlL400830z5///zjnf+c7A/zuEjQa/OMw3dwS8P/K5ZKPeak7N5cvnf/xMRN8bVqeBc0Is3lx/145FRUAHNKAOGHfPP7QAOxbllb/kb0V2akOq1GAtAyNblOpQp1LNmK3psUTt9y8f8k8AJSABBIGwc9WBWWBWiMWNzQiQNxjTFAlRUxsc2iOhCS78BppWFzVoHZZEDqdNy5zLN94d6VXfk0TBDzzhkF8FQoAJzDyqgDpAIVtDk3V2Dm5HaNoAbC3V8PdXOTue9KiG8kK1We3bFVImwl55FEgChvP98mbIAcT/HRBicWuxyE2AqirS8rt48/1JivkcQdVFuEvnK0ejPLVf1xVJPJGtWC/XWnaPbdtDwEFgANhux6Lqo3qAjxal5SWryL4nPYyEtnHy+SR/ezvDE0erbOvuQhBlpL0ROodsjDtJfS5hWh5FLIS9Up8mCwHAA4TtWDQjxOJVOxYNOmN1ICPE4tY6l7ShW0SxnFnzfP3E51riZwYeo8PXhSql8a/YuAwTLAu5O4xQa6J1uHEF3EIxueYLaFLYstkvicIasAakY1/oCNFOVJcjwnPqQqFwzxCso0WxdCvZxCyuQJ+b4acfx3QLyJ0KlbxJs1FH7PVRccvMzSYYOLhN1IY0sdK0/TfS9eMZ03oO2A8cBoaA9ZB47g7PhgLK5fKFFwcDBasABakGXhV0ga5no4xPlbmdbfD3928wNxnnpz/7N1uH/QguiUZWod7jpdq099Ra1rfzVeu7NnafQ95zF8WnIdgwB+xYNPjejbJRqmtWaqUqRoYl6NHx6FG6R1N88KtVkkaL18Zu4FIhZHSBbKEcidBlNtC6fZQnlj2JYvNLti0H/S7Oy6Jw0+ErAZodi4YA8V4hMIJu8VK9ZVXN0iqUUlCqwdgikfBeLszXuL5a5FYGCibMKhYMdoFfg04Xvn6NniMRfFvQgj7pRLlhv9Ro2QecHAgBT+NUzw2T8NSFQuvqcjl9PuUb3bNHDEYCAnpnAMo2v331IjfTJSQRHu8LMBzUmEtW0INpwkf2Q1Nkftagahr0WgKiCzRFDK+VrW5NFj6iXbK3ADZQ3lAAQMZkqWiUR4f79aFjnw2gBzpIJe+gdpf4wXcOMFJvUapYvPi1bp49eYSuXIM/XUrw2k+uWMnruez4eF5MpBuiW7YEtwvyJUs/M1Op7wurt4FBR4RxTwFOvAKXxo3nvvqULWzbEkSP9BPZuQ8UL4qvi+T0Eo/tcOEOBCktFEhPrtZHd7oTzw96fj3Yqbw6tlQ//4+5Wn86b3uvp+rqrWzzoCwibg/IeUEQBMBzPwEWsOiFbxzbpet7PSJizgSjCi4NtcvFrgEJ9/AuKskS8X/F6fPJ+R0HfRFyzf1eVSwc6XNdPt7v/uV8sfWBIAhSn1/aaSMcSpabc9EORQZ67icAwFDhxMlhaWB3rxdFkCHgBr8KXh2CW8Clk5hcIXkn2xzsVONy2Qpj0QBawDxgDYcU9+6Q8nHLtq9LglCZL7Se6dbFFV0VMw8SQANc1WLty6NHQ3g7/Yg9PvB42ynUFyKdrXD6N5dxt8js7lI+xMLX/ozbwArgBTolUcj06vLq9oCcCnvFqb/O1nxhXTx9z0p4F9745yyTF+ZLNHt1UF2QM8FsQXqN1HKRufkqQyEpCfTRLm7TQNy5N2jv/fXqt9Drk68pEj9//eraxAM9ACiRAGuf98onPX5ZCdkgCAJYNpSqrI4vsTCTrh/aqp3VVTEFNIE07cYkD9x0RHicOQuY2xdWZ4+/mTI344H6fJGz3/pD7tr0xCL1Rh1bEkCXwKywupDj2nKx0KPLfwbmgAJwEVhwVt7jCJh0RE0BpfUTcTMCAJIjvZx661ya+USeYqNBo1Kj7lY4/ckiTYsZ4GOH4AyQcUgLtLdzlfZRbDoeMNcNb1YA174XPacr3nemriTIpbKsrhbJ50tQhWPbAhnH8IJDlgByzv0C7Q6p7jwXhFi8um53w8NoIwixON8/7H3/d1dyJ17qL4WGd1SwhfY6AyFp8q5XTdrxzjmiEg5hdQOzm/cAwC/GyqeNGhMf/nGKpVyVpaxJtkKzz6/cBjr4b3csA6vA9IO64017wIFxZoYfMsPF3Qdm9FDIz51cWdzqD8jAdtrbUKW9coO2F+6Lh/KAgwngjVdet0kuFRGg2aOLftrZPkI75k3abdgDG9NHESACbwNTN6ZgoNOrtqxPE+8T2uc8tNv0TRl7WFjAGPDuW5cxZ7LlerlurduZBM458+uZf19sphLeT8Th+SK70qb1zgt7vBO064AB1ICiEIu3HtH+pjEEpIAnof1faceiD5XY/wHJMfhQfdRsrAAAAABJRU5ErkJggg==) 5 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzElEQVRYheWXW4wbVxnHf2dmPL6M795bLpt4L21psksSEALa0EQlSpMiaCmlEhQqJCRQH8oTPKJOAAmJRyTEA6oIbSVU9QXRklZRkVaQNJc2yW52s0k2TeNkvXfHa4/Ht7l4eLADm613k6Z543uxNef4+//O/zs+5xv4fw+xxvPvA7/QNK1QLpcn//iN5NWHO32ze9LBd4EQYAEm4Ag949x3AE3Txp9/MjSk+SxmMw5PdPor3WHfok/i461xef7BlJoFPgBGgTxg3CuIstZANGCx70sCeXcMZdkLBUzSxZKTDvl8jC1Yi7br9ezsURcVSRSAqKen80LP3D+A7EwR7ZEkX3xggEZIwfNJmFeW0a4bzM+VuybmnKdHMhU6QvKff7QzOgGoNEvzifD0dLg1LrXmGLdg2wIoinIJGNLwg+vxzl/OMvTUZrYO9lINBhjsB3XTYvTYsfwLDY/9f79cfrdQc3/r6ensKiETiLae3QoViAMFWhM/EbIs564vQLbiEIx288jeDfzsxQtMnZwk7pOJo7A9GuInzz7AY3u7e2yXFzSf/KdXzhoHWouSgCTQs0r8v2v09LQEILcDkCSpXDBDP3hshyvt3P4gkc4N7O4xSc14GIs3CaoyiiVBXCPWG6OjLyGuT97svZhz9r49ZSoHBrV5YAjob6VcbiNjHxopuG0BVFVN70iVnh7aHAhu2xLElwyTQIPcTVRH4up0icRX+lF6Y1SKFc4dv8DB735B1KRKOO2xJ1NwhyXhzSeCch6IANfbyJQOjRTaO2Dbdua57bEXI0Hiw70B/B0pKJRRzCpGyUJ4EqdOzOITVT44coPP70kRJUBPIkx0g4/pq6VNy1V2KJLIxgLihBDCWCVhCD3jrlkCT08rJ6Zrzy4tyxse3hGRkmiQNxF2g6BkE0AQDwoKc1UqtsfOgzsgpOLPFYknQ2zclhAzM/nwPy9Xhw+Pmv8aW7Am96SDFq2NufLMaLsJhZ5xUiH5PcAyanlwSrBYhLyB5I9Qcz1SIZmoKpGvNjg3MQH9CYgEQIKY5HDgx8MkhkhWHf7w5kTxOaFnJKFnakLPNFZqtXUAYHNEcvw+7YmhHjkeCYDalYCGQn52mYAi8EkghOC1cwaXrpfZpM7QuWUADJvqtEm+XGHb13oZHLQjH40Vh6N+nKzBqdU6awKcnbNv9MW8J/u6/QObB8IE+rqpT88SCUn4kgpSn5/idJ39+xJ886cHScoSM8dvYH2Uw1+3GifPFO2RdxbEzeWq+PbzWvLMierwVB4ZeP+uAABlfNEO90iNgwODnuhSgigLFnQI8EswaxMOyQQ0BUbnMHMWlyeXrYhfLCSD8rHeqHJEU8VJzZY3vfpW1a27dupSjn1AGTgFeJ6eVtYDaADT57P2D7+8XQsP58vgOKAIqHngetAfhKEQ5GrkMgZBhaV03PcWoCiSmOgJK+/3JXy/KVv8Y7Esimfn7AHgGWAB+FDfG4+33YQrYh4YXVgwsGJ+iIWhawNEUvDVXXCtBmdNqLjMFl2nQ1NGaR69Z4DTwCwQ/d6w9vHPH439GvgO8EvgJWA3IK3nAAA2+IVpP/Xo/o3EepNI0SBsTIEkQSSBO1/n4rUiMhhbYsp862eXgPEVTuY6fjddAbLAv4H3gIPbOnzjd3IA4PDFHOdPX1mmoamgBaHuwJwBERXLA6vmko4pDtDF7X1CDsgLPVNblXMKOFyoudYdHQB8xTqlRNn9+sBDmr8rFkQsliCbh+kllKJBRBUEFJGTJRGieQOean26QP3QSKHdNV16e6pauRsHLOCoIpj88PQ16nULpvMgmaDWEBFBeJeGTxZOa+48sJ9mjRF6xlwv+d0AAMxXHV4eO1Pn2tUlGjUL6o1mQ9cXgE4VZPqBV2jWPEazHP3rJf00ALw6Vj56eqb8+utHxqiEZKg2IOWDggNXquByoyXeASy1vofvGwDAySxvGLNafqpgY6oy1tUaJ48bTJ03j9D8e92gWX8DqAFTnp5eN+eaPeEaMdIRUiavXSzs1nZF0QQslZ1G1O87ARzlf+1Yg+Z+cIAOT0/f1geujE/lAGDqI8WX3hyvmJPZHHOVMrMll6WKe6klVhB6JkPTgZVtukrzgPrMAACjb0yUDz/z+yIXFkxMy3U6Q/Kte97w9LRCe2fVW33gZwWQgL9+6yGm7JyC00ANKFKANVZ4J717AWgAp7s17W9+T7W2xlVHFqRvDa7zhtRoN3YvAADOrx5PvCYJzjc8lNmS28nt7XehDfTqvvDeATw9rfaElcZAQnl5dN7KFeuNcWDI09Of8/R0uLXSfEvUoHkftHXmPzfRy80Eiu/zAAAAAElFTkSuQmCC) 5 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur54619 2.6666666666667s linear infinite forwards;
}
