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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmklEQVRYhe2WW2wUZRiG3znszB5mZ7cLbXfbUqCUWmoPSBtDbSFi4uGiVkQTrKAQEw4BImLUhMRDjBeKASoJh0aDJBZLCKEY23JQqEmL4dCWYqttYLfQwtLD0t12D93ZnZ2Z3zsv0HQnot7Y93Ly5v2e//+++fJTm8uIhAdU10mZHvz2b4n+rwrNADw0wOF+tetwv5qdzHewJ158oFt6Rm8uq3fgOEo9T1HkOIByAKjtkj41UJocl7Xe+FS0MctprQ7HyKZITHvKQMMLYIEuAL2kNEV2Oaz02rMjiZXPuQzfcZRWFQiECx0CC5aRr4+Oh80yY84TWBUMz7+rO1evcc0jfEAwUZtyHcxOt6TRKUbq2/u/tCJyqQHhezcXEyWeF/qtHXzwNjpOn8r4xwEAYFkK28wQEjIyeM9mpjyiYML94bugpvww2VPBWUT0nj8JYWqoRm9m0ha8vGNPVunzrxpFUShUOdP3wQT2EEU5MXRrYIM25oYzIxNxKYChy014rOJJdA12YyIcy9ILQCUzbHq/dh8viG8KqS7YFlV0zrbxcpqA7GsXf85S7nQjMDYMr8+PeSVPQJrwwWUXgIUr5NkL8nfwRsPXG/OZ2N++gazyFzktNLzeaGYRvHEFnMlS1htVYLUKiEbiSHPmgtYU+P1+qMP9IPE4uoYkrHp2HZcAOaAkVDOA3dPVmHYGvJdOyakFy4tsZVV1sjUL8XgC3L1O8H43mFgQEdaOgZAR6WlpcPuiCJszx9/aVXvTYjGBojE46o8dnC4f0NECADjqVoyTwdixwQHPylQL0H66Ccr4LSx6tBDZJeXw9lyBeZYLOZVVAEVBVgCV4NctpZaiZNm69sDahWzszIi8bs7sghbBQFXOy8tH85d70Hu5FXFGgOhIR8fZY2BF++k5JcsPEZbeQIiusyUH+KpPrrIY8MFckVkiGigWAGgWcM7PR3ZBKThKxcWWE7g74MEP66t7NFVuBtCsqzqStKDBHV88EkK3CTJmWVkYGCCm0PBNSKDDo9D8gwjc6EAskcAsuw1SepEn//Hl9X6J2rt1MR/RAzDtEPqjlMwTGS11n6Ht2BF4/TKOfPIOYt5+tJ9rwa2uNq/H4x6OTAaU/oE7GA/Gcydi5GMCUr27UzI+NAANcihBGGRkZ4OLDCHQdxVluU601teisHSJkrbijYqG+m8yjzddKG3/6YJmN7LoazsDowGrOZZe9dAAGiFXEyqQs/RpHK2vBxccQOrSF7DstbdhnVOizZ+fwQKAf6i/Z8x3vzXiuw2Xy4WopFZPBqfdP/oAghKOWA2qx+Jwjpav3o4xTYQk5ux35hXX2ESujmfIH++DzNyCmpDvXiO50wnKew0j19sOb993cn0yAF3/yv7OyKVgVF7K0wRmUXhpSzHf+KDni46pV4KDfVtHOs5Utv54Dmt2fIgpWBo+f71yzXTZuvaApDGTNtECKaFdVCn2T8UBwEBTH7H2tFxzzpK2jbtqigVHqj2sckmzdQFYeWpDQtV2mgzUyW1FzF96vCG1wpGSruzdPDe07VzEPo8wm1ME+qqe/BnNaEb/b/0O8uzdM6oHAFQAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoElEQVRYhe2UWWxUZQCFz//fO9OZubftdDpbh4ptgTaUUgo2tVFAEsWkhkV9QAKKaFwwLom8GQMPJo1RgiFEIiaoIVRMaBDEgGAIEdqylEJxhq1srXRaukxnaWfu3P33iRci02ndEuU83dyb/5wv5578ZF0tS+Mebe8g9nvf/V2i/1TQ/wPgo9MK3XIu9dS/BiBSrRGgz03kDD/ZwW09l3pD1mlDfo4ZdObSnfEkzQMz3GmD7JqIz6Qb4BlruNXd96Wkmv5UmpVEx9TVumn0W5m6YSI+ZLIAW85KzYOnfiivzx+rPtRLULtkZTIQudTDs7R/IJZ84eUVS49l45NVA/v7tJK7z5+dl0u2XVDEWMo4W1dTVT19qh+PzZkJSaOizLgqUYu7kevJugU+08fGdtlfSNNvw8Sam7LZen3UfH0objQmJFaf7yBl6WA7bmgj4KiAPMEJc3o14t0aMCbZsgXI2EDAxcfHhgZXxs62TL164dKq+IjSYuNIXZHIylxSGF2drei7cwelU3yYU+yAZaQfgXQvBqmn9osL6deyARh3A9u/+ymWkxpy+ixJSDOfQaXXhtbbEtx2huHQGQjxHhBLDhZX5iOu2XGQzQW8JTB00m+3sGOE53oUk2x4vyZncgCb2hLP2njdbw0HN4mCTZwhaNAYQ19MRspZioqxEJImj9RQL2LFddF00WyXJBuwclATKTZHodztxgUO6X7+XKbwb7pU6zSfVasvdSQkcUpNv0R9ViPFjepAalQC5xAxLJQhZvUhkjcDRWVldgIqm8w8rzO6R7CTtg8eFSKZMjI2cKBfr53mpPMLOTaNmdDbwjq1Wch7CcUECXdhun4bMb4ANmkYvQkD5qyFeknA9fhCH9+eudcsAQDgkw7ZpWrgPSK8lCBU7uJQUUhx4HAriKYgnk6j1KJg8MYVVDcsR1X1bL0twhYsLeJPZwMw7j1gamxNLm8OKjo75RUoOMrQ2ScjFAph947NOLqvCRdlG7468CNGuAJcipq8pLFkNuHAOPcAABQI4M22ZjwcKBJt7oXoOXkEg/Cg91onFi1fZcoqopEbl901TyzDyatR+FSPSnl6cGuntC2ucJ9urP/j9Y8LsCes0/CAuknX2KpgMgcP9Xai2+FFmT6C4yeOY9Hzr15eu6Q+ekfFcn10LPTtvqOBQD6Pnl/b9hdUzn+pUMAyj4inAfycCeC+v2BFMW8mFLpNZ5BnzX8Sh89fg35mLy7rvhOeRWtNf8U8kxISrXRw0ZMR2yFCBcRO7UXA617hEVizrqqH36rKyRgOZDHCd44o7nIPGx5qPwiHlQPnKrY7S2eXl3rIvBkufvGODmV1odXo5ojh4EeHvDPzNJjRCLpSuJiw+X8pLC7e+Wa1o+N+/uNuQLBoEZ6SJm9tw4u6yXasrxNkAMGmm5o7PmCMEkopx7Pdis5dgTV3V+R6C4KhIPi5DVUWi6Nc1snOP9XAXX18Or1GtBgV7z4ifggAX3dplIDlvVJhjQPA553yulQstjk60BNxevy64PKEdUal9bWOhmwzMmpji0S//y3tnciZpluq9S8Jf6AHeqD/tH4Ha0v8ctf7mRgAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur157573 0.8s linear infinite forwards;
}
