@keyframes rwdcur217154 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhcXVW2gcVRzH8W9mJ5ud3WSz2QRTUxqKJLZNg08x4oN9sIhUREvRkodKxWobSFHbQr3ElyL0IpRqrQg1qKGItkZFCrZpLqKtUvvQpHdra5LmZrO7ZjOb7e7MnLMzPkySF9E8ZHfzhwPDnD/8PucMcw4sdilOd2hR8228G5Enty8aAACP9wNufrJpkQAW4FPQvJ/R+e4z+Qdk0kAGKoIqinKc428+nl+AKQETRQtAuMSHbX9P+67G/AGEAMPABqgMQUArJpM5xaev1+cHIG2wJCCpqyiFcDF41TCm6OLoqw/kHmDbICSkDCqL/FAehIAGqmcJlujh45aq3AKkDSIDluQ3I0lDWSmE/KB5gYLlGFYXh5srcgiQ7g6YgpQhaKlshBIN/D4oUsGhjrR5ioMvB3MDEJm5HSBt0Tt1nWUFHlA9UFQIhSo4NJAyT7LvRV/2AdIGaYMpIG1yYniIkegUJFKQyYCqgFcFx1lDyvyGPZvU7AIs6a5eSEikMEeicGUI+gfg9zGIJ8F23B2x7ae4ZxyjtUnJFkBFSvdJAtNpuHoHuvvdsWIprKyGqjII+l2IKZowzASwLRsA9yScHaMx6LnkhgPcHINIHCI6DE7AUARi06CntvLKkweyAVDdQ8hxP8OlQejqm51r5bH6Xuqra/AotUwma4joD2JYNfgKQ5T4d7N5bZz2nv0LAbi/oSXhbhy+/WX2/WFgL2evnqeq/DSlgU5KtFa6+x7m3LUyPJ5yDPEoKXOUlqfDCwGomAIsATfuwK1xgA5gB29tVLk/fAghm7GkSjAAbzz/A56Czew9EQPOz4wFlYJhQTQBP14B+Bl4AbAp9h1Av9fM0MQexmKPUMAWVi5tpH75d7S9ttDcuVJJGjB4F369cR14FjAAmE4bxPQdtJ05MtN7gQvvj+Ir7KR/YM0MNguAvxMwMDEOrAOm5mb2f936r+5Vy84wETeI6Q9lC6AQTyYQch0wPF9zWE8t4Y8xL9eGJ7MRDqDiOF/RcW7extqRY0HtL/2jyd7LSW6Pn84WYN5SEx3qqsiXB9debjN5p8mkoXZD3sIBtOH2Q6Gf3hPsXP8hq6vr8hpO35H7lN59gt3PvZ2riP+/WqN6nX3x1iQXbx/NFeC/r9XPd8Kf41WMRFfT3R/LPyBt1hBLfEHSWJ+r8Plr14YGXnrCm8uIfwCTa3RQf1+TdgAAAABJRU5ErkJggg==) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur217154 0.66666666666667s linear infinite forwards;
}
