@keyframes rwdcur119376 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4klEQVRYhe2WWWxc1RnH/+fcfZbrWWzP1J7YYzcMyJhRqlRBdUgoNAVZgtJUJBKtKsoDIJaHVg20atWHqhJtlBYJoaK0fUBtWQoPtOlLEYqSSEnjlASwQ+KgiYkHO8uMZ8lsd7/3nD6QqVIrdksRpg/8n879dO/5/c6nT0eX7H3ysZ2JWORBz/PhBwzly9afn3x273NYo4i+6w/ZJLQBYeUxAiCfH63j2b1rxYdoGCaiVDLv3/XDV9eMelVou22Bi1IsCLzEpyJguN7TRJJSAOqfhsBn+Syku9iUHx5LasLzzYDMCi32yOHCvL0WArS72Do4+J7mqyGmkO9Y68TH1wIOAEJ3cf/2G38xPpbY/oWhJFole2soHT07qvXML9Qa3icpQADgue/dmYgnlHnHDfRWx0VvXMWBty5ixmgVlUaw/ciJc9OflIAIAJxjmyQLuml56E2oCAKOwXgIc812NtDIP7bkRjYvtbjIOeYK5WL1f4V980v58arbvsXT/N8ePLLIgCszEI6I2xknYBwQBYogYNCjEtbzKKJQZDlJjqf7MZVI4se/2f2Nge6GuVRWzqWy28ZHh7+2GnjX5IT68G1f/HUz7M5c1sX3uvB/dUAQyJfVqIJqrYNm28Xlpg3T9jGYDkOqUMw2HLj9IkTCv/un/aczm68b+Zbh8Fs8hp8xYIIA/sbx7GwmTn9aL/P9hwvzLQDYcP3wVrtD7m5Zzu2XGkbeTPmPHN8/d+hqObJrciKz+Y7MWUagXli8jIgmgokiKqU2yhcsdNo+LB6g3DTgShyhYQKnxc+bbZ7hMgEPONhSAD1DwAMC36dLVMVfLB9TzOK7Rcb7ZZczi+DoiZn5Lcu7QwH0ylFNVcMKorqKcs0C8QI4ToDMUBh6WEaICMine7Ex2QevxBGJk0ygUQhhgsw6AjogQY0KYGGKEFi/HCYPDQ7Q56/7nNrf1yPB42THteBdgaWZmUV76ngRhuXDcQLIEsX1I3E4fgDT8qBKIpqmA844Pq/G4JZEjAYauAP4AYHEGCyfQFUIvAhBHxcwWIkh2QmfDyr8wWPvnnttpfkQqm1ho64EoYlNI1oipkVc0xNahgtFEVCt2OD2h5elJoswXR+6IiMladBlGUM9YSiOBM0W0HE9cO3DQTZthoggTHMPN7/y5qmjqw0oyaWyoUK5aALAq0/dc7vnsT96ARuo1C3MnWkh8DlEgTJFFHzGuUgJqOF4KHUM7LwrB0kkIAQ4dqKEU6UafHAoSQJKSSGnk68+8+LZhdUEaBcOADt/tO9A8f32rQhwvtpyEBKlY7om74go0k3PvHFMqXfsb59pNzFD2pAjMgKfIeAEpg8EKikxSk+O5ePgDuD6PHemxQ6uBgeuuoq7OTBTrA+osXemL1aQCUXu+dXrU6ePzi1WAEBZr9/mhfnkYBoY0nRosgJFVwovv3Y6OU+tyFA80rNpMNXpjUfVWzeMonHBikuqtO9CqVn6rwUAoGnI9YRGpl84cvLfbr1sPHYz14XJsAJEBRlejeHcQu3RhYpxpyxDUftc+CbfccO6PkOk9NJSvcMuzZu/X6w3VvzdE69VLJSLrUIZreX1uMWTaAeQ4gQCFyApDLWztVfSEmk0CaabHTIm9DSKT//k+MMAsCU3EhMoRleCryiwUkyX60MugGoYN2zsMTsV7z5NI3uSPXT37Cn/JU0Jxt74oDjbff9wYb4B4O3V9qTLC7lUVh8fGR4fW5e9a1k95sjkXmYDvUSDUQ1+/sTvDv7VMvgeo8N2f2VcfD+dJi9/lAMByzqQS2VHRRU/kCj5OlHQn18//IJjkBc5QykZJU9AJgOccNh2a2nfofJTAFC1+R9g8+lEm5cQWb3d1wpZXsilsqoS4fuIQ+5QQgARCBAAikox1h83G53mxZrniRbjD/z9nQ8OfVTgfxS4IkH1Xp4f7YnuASfbREFAX0g9IAn0+1PV8ycrC5QCYIVykV3r+48t0M2uyQkZQPrKY+mXfzvqflzg/13+CYYIjPVbJHW0AAAAAElFTkSuQmCC) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnklEQVRYhe2VW2hcRRyHfzNzbnv27Gaz2e6ma9rsJnWpgZTa1rZGLSK1mhcRFUFoEYQ+SEAphtYX8UFQFBGkqAXFy4sU2yLeJdZSra1QSxtDTGnSbLZJc2uzuezuuey5zPhUUNhIQyV9yfc4MP/vYxhmyKH9XU/HY8Zez/PhBxzTc/aX+w8eeh/LhOS7/lqH6BsRVrsIgA0bWmZx8NBy+SGZpoUIla1nu1/+Ytms/4CWyzaEJMeCwIvflgDT9d4hspwCMHs7AlZYYYUVbjvkVjbnUpmNAPaohogzCe/2XrrSuywBuVQGlKBbC5FXvUAYii4gK3BDKvs0sHHwt/58//8WkEtlQBkeja0S/bJNSwA4ACcIkd+FSrYoOmCNc+hrCCQuUBYMXCLHSYCuP04ODQLA1mxWX7BF4tJUYXTJAe1NmYwQGNFUINzIYEvEJxz5QCY5phEkDIGKBahCIJAAc5KjoZmhYsKp2qKPVAQcM1jPXKJZtugcmCicuOmAxzfd1cIY/XkUdqY+yhBnOnikCq75GL9G4AVALCxglwTkegYWCDiWgKELRHkIasAQVIGJYgVymMAPib4Fhd174cdB64aDLSbfkcumGxPGqTHLamZRgnalAaGAoc4LwVkA9ApFRzaFTNhAqEqx4NqABHgOgABo8g2oPkNUUmBIEpJqGCXbS2kRbEvlGo5dHSx6/xnwxJb1r08o9sORCEPS1qAxBp9zcCFAQTFTsbFj62qkVulozdTBm+O4Pm/CkAW4TjFn2dCpDMIJhABkxqBxhjqutHghd1tDa+LY+FDRo7Xk3Z0duongKb/M0cyjCCsyZqtVMErzw3YZvayEuoYQXJdDUIbRazbGyvZAui5eyaYT4FWB+oSCKcWErsgAAAHACwJQnyBhazvXxsWHAFAzoOx5iSGv3JiEilnTgSqxeU6w76JXOlGKBmhOAXc2GjAdgTnbP/FVz2WM+1aby3y6MZ24unfXZuzeuRlZJTTPKGmetZ23VIk+E9O1o9fLdj7sqt+WpuhDACDVCpiu2vdzSSCma5jxHSgS6zr805+fd9zd8gIMCQEXKPoO3GFhzc0UjwgJW2hVRLlRUc4Uxp5sL61em2qKpE0i3fPX8GTu1ODIAQDIpTKHQ1HR8s2Fi/n72lqfWzRgnFXXraEalxh9ZKpS3V4Ys/oAIOmIBq8cQK4niEZUhBSiT466HzQSnJtjRJorkTZS51T2vddztNbcwekCMI08AJweGP540QAAcAP+0ds/nDkO4PiNtfmqyGQ9AlI00LLJmBoZMh+AQr5LJuln1kjw62QhiPVcKQwsNrMWNe9AKe9dy182W3KpTPJfUTJ50HM44kTjC1P+njePnL7s2uJAeTx4qfkO9ks6jU+WIgdqnEAulenQVPGG5JMY13ClTcm8pkjkpKSgCxHaJMsCtjM/0392+jwA9BbF9wCuppwg39BI0ksNqPkStrc2PyZ80hWJiF1CUCgqgU5l5FbFrOvmfE/FdZNFP+g6c250yb/fTQXc4MVd23cT4BU34OtCMjtLCHn+6/MTfYPTBX6r4pumu7ODdnd2NC2bcLn5G+tl/1nV9Dk/AAAAAElFTkSuQmCC) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur119376 1.1666666666667s linear infinite forwards;
}
