@keyframes rwdcur164158 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhe3XvWsUQRjH8U/WI0g4QjApLIIEkyKxEAkWYiHX2Fla2ApBLFOmzV+QIn9AIJ0o+AIhbVoLAyIiqMgJglYJSCCFiUkxE7LI7d3izayNXxh253l2nvkxL8/M8p90XPybRiMJOm5jDUcYx1O8SBC3NmuYK9U3MFW3cZFAwAQ+l+rbuNmkgJ+4WqrfxW7dxv3WwOX4/DEgRhvrOMAlPMezYQXccT6Pe9ipEasdRSRhSZieIr5no2oEpnEvCniFbzlFNMFoLI0zI2zLd7FsR1sjjMVOOyVbJ9rGzgwXMgp4iC42S7YuJjGLN6RJRFUs6J2QdqNPbgEfsNjDvhh92am1BnIz4x/ugjKN5IEJtFIGnI+lHy2s4DuO8UsY5uspBIzHUkUhHL2vcTuKmYqC9nErhYh+PBC2U7uHbwnvcwvYwqMKXyFMy41BQYZJRFfwscL3G1/iN9kEdFUv0pZwT+wOEX8g9/FJ74X6GG9zdn7GE+FU6wh/RtNYFXZB7av5MBRYxlec4BAvca2Jzv+ksQMmKadxyUE7X+CD4gAAAABJRU5ErkJggg==) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhe3WwUtUURTH8U+jiEQMrQYJcRESJTJEIJlEtIgYZFb9BS4iXLpyYbVo5apAWvUXhLUVxMXQMiEjJEhctgrclNsgaPGu43N48+g977xF+oXHcH7n3Ht+8+bM5XLOf8RImUUXIjWfRwNjeIXfkfb9Zx6Hz2u4X2ThUCQD45jBbbzDn0j7FmI09oZ1XI69aS/DObkrqOHXoE2cUwXD+vzcsQ6iPF5IDig4wPMKenZ5hIVUvBC0LrUBG7iDjVS8EbTKDHxEOxW3g9Ylawau4ylmQ7yNVXwraaLQDDzEYWg4G57VoLVKGiDnX5Cmjp99GrVCbqBH8xNs5eQ3sRi7aXoIb2Anp3Yn1PSjrsRQpxf8cDwsWYyFml4e4As62MMbXCpqBKYkw9bIyDVCbrpHv4XPmEhpS3hfxgCs4SuaKa2JXbzOqF/HXIbewWRZEyuSb/s9PId41qd2V/ZN6KWTB1BhRnFT8orzrlrruJuhf3CKN1CEpmQAr4a4hmW8raL5EffwKRjZl8zRxSoNHBH9Vnw2+AuoQzpQE6t5YAAAAABJRU5ErkJggg==) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe3WMUhVURzH8U/XiIdINDg8pNDSxYhwCJGyDKK1qUDCURseDdEYUTSKoDS3tkRIg3NjoEODQ0gRYS2NjVbk0+EcwXe5t/cu3vsc9AuHe+///M///Dj//733T3n0IikxXkckeIzv2MEWVnCxWwLe4CNuooYBvMAvjFe9+V18xumMuQbWqxawggc5cyfxE5fbBckrmgSX4sjzGcKXnLl/+BZ9CguYFI7veRzr0ZbmB0b+E/dC9ClEHZ+0Kh+KtnrKdxob6MuIMxvXFOYRHmbYG3FuPwneYQ1Xhbz344nwFkx0smE6BeewmeG3icGUrYl7UcQy/giFdx1TWO1EQJppvMywL+F+m7VnhFM4EAk+CGmoxdGItko+s+mgTdzGeSG3axiOtmYVAo4MiZwUduv3ORbHoZF7AsecyLHP4Fa8f4/X3ZETuIFn+56fCh1P15jX+ufrx0JVm2VV5obWTmYs2iohqwZO4ZXQ7zUxijn8bROrht9lCNhjr9v52kGcO0JzehaL2ostndl4HVGwYHtKElDHNVzBW2yXFLcQB25Gjjma7AL9ykE+XUA4HwAAAABJRU5ErkJggg==) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur164158 1.25s linear infinite forwards;
}