@keyframes rwdcur49867 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoElEQVRYheXWT2wVVRTH8c971tdHW9LSlgK1EiIIBBGMohFDMLrQuDAhiC6MiYRoiBg3xojRjYkxGGP8U8V/FV0YVgghJjboAiFG45+oMfiHaospUKxYsC1thfa9uS5mHsqftrEdVp5kMjP3nju/7z33nLk3YxwLXI/bsB0DOJqJ76lY2Tj92cDtGR4LlI3QkmN+iAF6EaE/w3BqAIFc4OYC/Tm+OcVgOT1DdP5FVS1LMnEUIuxHDkcmCpA9u6FAfUTjCItepqmPykzcdlM/c4osDSwMKS3DOQBfcDyw/CSNt3BvBfd46slCZ6WKQzQVaCpyeRffj8QQPWmAlKzsEWpO0DJM1xDHAiEQoo9aR3ZX2naQLb/z6FvUGz+H/pNlUYU5B2kpCf9SKfyYPIc3Xyvur/TJTu7DZYn/OVGcqHgeTVi5tVpL9OneYqEknFwd1UK0Y1uxtdpWrEz882lAZFGDxc/WZZ6ODv068t504UvCUcIxwh7CNsK+6UJofrHYXG0TFifjJr0UZeI1XRZ1dgzunJkJjxP6SjMntBKeINxZJXx3aTZEnR2DWCalXCgTz2RJcf2qvSGEEPbsCWHjxjBIeJ/wcaUQBgZCyYrrV+3FEilFIIsK8ZregLUP0hLa28O7lcKWaqGHEHbtCngJaxO/pmTchHOgNDAS/057cRgHNvOTuXM14ip0V6O52Tux74HErzcZF00WAAo4iX4cTz6uqpyQo+YitLa6BFfG/f2Jf2Gi4mcD8E8kCqUPF6Zk5cvJ5Akd7br548bYd1IzHwugdI8MD5sXIoMn2HSEsOoac5mxjnln+acGcCZNy/M+OMKxPn6Giyv0MVBOfvVklRMbs3zCG89YJ071JmiY5bDf/jxE+46UAMYun4aZoBIPI/t1hxlM/YGhlPRHB1hB1rQ6azBNHKqwaL6lXH1FXPsXDuBVqu6gNlMx1UO4K25j+bW6OPBtihE4bw40UbGQ5apqvI3P0YawYIG7+apzkrX/bztvBHoYrqAmk5tiJBGHTH2DzrSUxwJYR+8LbFfM2IzTJVfXkLL86EkYnWLYrEY1WFNqnVbvdWo3pHQKGg0gwvAr9ITZs32IzGmAOqu5dUN8HJv0X3A0y6EB1xUfWN0WfbY7RG37QtTdFYotz7Xdz4qkP5eGWOY8baWzQS1mik88efHO14Nu8W44JIUonA+AuDzzCUg+eS9t10NS2IbHAyCORJkz8yRKhC/Y+v//7G8j9F8d0RP+yAAAAABJRU5ErkJggg==) 9 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe3XX2jVZRzH8dc5O/5hvzHn/uhaGnNZVBdCYiDmpQoFRREUQmFQ2E0UFQR1EQRBoBSIUXQRlQVSXiSmlSQ4Kdqk1GSTdGPNP8t0lKg4Gzvb79vFOUMTjxvtt6564OEHv+d5+Lz5Pt9/T84kR7AcszGS44fJnpto5CexnkfhMqfHGMVAVuKQm0B8ZnnmkWKkPNOsACpZoNBByzme28NKtD1F69fcjmoUphOggOo/aRnmNolH0s7v9q1PvLKYtd+zLGuIa8Vr0dbByz8ldqV9x4rFVpHu3VMc4FAfm9FW3pcpRB41T7B4JWsOJHanu3aMfVIvOon+RKRdh4obGnKbsaoMUWNiR560+Ox2lp3mg2/m2Jr2Hi1+3iQ+JNqJEeJMItJT/cUNDblN3bz2LUuVQnPKEHnUvcOKI4ldaffh4qfzc7GaSIlLxNvEq8TulnykJ/uL/Yl9X7AGdTK4igIasSw90Te0vTkXd88U9xO9xHvERuLhRHxE/N4k0l+6hpQcsjErgDosGXvmoX0REZGmERGxXukaPktEREQcPx6xf3+k9y3vwxIZWSCvFFoLsOIFnj3CgTh4MF5MxKFE9CYi0jSwCU9iRXl/tSn4wPjB8Sx3HgOPkl/ELZYu9Rj6ZtFTjVwOTuBXpZR83hQz49XkoxjGxRN0X6THtm2qZlE/g6SAs2d1cc/KkvDF8v7Rfyt+LQBlS3zF4I+0a201t4qbq2irIk6dVEvNmyXTZ1ITrgdgCyMXGLJzp/lj9Azz7gCxbrVejrZfqYhTBqjovY9zcm1z4uNzHMQYorHeKhcOK5k+k1ERYAsLvPW6hZiBe6GuCf1ZaVcGeJD8XSzKDxU8UP73Pu6YU5+pOBXidwfpz/SlS271BnpQBc0t/w0APM1pN823UCnwY5oAbpxC6xrcicVKMadhXuYAN06hNbV60YG9yDU0ZQ5wYwvMa7ZdKeg7sXEaLFAJIMWomlqdrurD5zZSSr3T2hWPF6ZL/hrx/NUrJYBLMmzNKwEMY1B3Z89LHXulx7qkZ34TX27twWB5PROA6z1MxnuDejQrdTyzy6J/4AzO4XIWEJVeRoWyaHX5W3ClXF+WQRmeCIDym9A/rymVsRP+P/4GWmI4KgIBNzQAAAAASUVORK5CYII=) 9 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhe3XS2xUdRTH8c8MM31NpNPSl9jEppiqGxbYIEFFYgxxo0RjogQ2GmWjC00Ug2wlEhMfGxYmRoONIVgIkgoKQVABTcsjaUKMLSRo2zS0AsOj1LHtzN/FTBXMjI920pW/zb3533tyvvfc8/j/KaJANFBR7HmpFCnmHMsylP1K/wXGGkhGSFcyWtBohooVWhynopzkBBUXaLhGcpLoLVRdIY2rpQKIFlocInqFiYuUDdNSw9pW9tawuYylxcBLArCJ2CDze0kfJhtPWHPb/q6XrjI+wvC5nE1VqSD+ADhNNM3Sl1k5QMMJmuqrrW7fe/CJ7POPVtW8/VZbKqHtEPNR9zHJc7n70ugitSkeOcvTHax7t9rWbNdnmSuEk4QUIWx8LXM2oRsPj9M5ybYtRX7jf1V0DRWnWHGKDYcTOrOD5yaP1gqXCNsJnYQD9UK29+Tktwm70vT9Rpdcqc4aIorkmyw7ktCRPfr1ZGe98Amhl/Az4RhhFeFEo5DduSNzJuGrd1iOpFnkQ/SGa6yJ5H2dXU/+8NjK2E+/5OrtO3yPajyH3SOk1j8VvWPLeytGc45LkowxuS9ZnFm/+pswMBBCT08IHR1hVz78Q4TQ3R1CCCGMjYXM2lUnsdgsIzCt6dJqvovlW9mwkz1h376wOyFsqxaOJYTQ1xcOsH83m+XC35y3m3EOTBtmMYHLPzL0KT1ddGtvdz1G5Tz6EhEaG7XT+iCL3+ECLuftsjMFuDF0U/JttpXLr3Ovnh53zmMkTpvA4KBevmyk927G8+9PzdT5XwHIR+I6E+WUCUFVnEVxGiYJqUuO0NfM6We5ZBZf/neq+oD293kl9PeH8wuFD2uFFwhTS2oD1qFN7t/PWgWzt5xoM7eGNzaJD7MGzyAbykvh8yYVzN5DjMWJObRPrxt2JXWNcwPwEVP3czzbttAOvIoN0NBQcoCiDeRxyiKZCtV4QK7bSC4oOUDRBjLEVGRBjSBXZ1Gob5o7gONkw6JWo/gCe+D2lrkDAPOTUhjGQUTKK+cYIF7pRTyEU9CyaM4AspiKpK4ZwZnp1Zo6cilRsg5YqAqmB9NYuGeJjRi6GWDMLAfQvwFIY9Thz/sH9u9p09JKda3Qtb0fo/nnJQEodMiZ3hvUogl1cs0wLTeCz8sNovFSQBQ7ZcXyTqvy15g/x3VJxvA/AZDfJ7o5UbNKnIT/63cty0PjzS5/vwAAAABJRU5ErkJggg==) 9 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
}
div.testarea{
animation:rwdcur49867 2.6666666666667s linear infinite forwards;
}
