@keyframes rwdcur42318 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCElEQVRYhe3VT0tUYRQG8F/jZEaTjiZYKRpR9I8gosKINkVDEG6jCFq5jSCaZfQB7BtEqzZto0WQixbRJnEhVIa5kEgxHMSRELPRafG+YrV6rxVt5oHL5d577jnPPec5z+U/Y0uW4CFaUMQyvqKAPGpYLLOWlUA+Q/E89sfLgkCmEoksoRULWQk0pQaW2Iej2IOTuCZ0YwFV7CzxbZjvf53AUPi6M/G4gMvoRHckVIuh20o0DYeuJCGXGNcrtDyHniIHznHgIv15BjFgY/7FodTqGQisxAIrmKijT5hJV3h+FTciyZXyPyBQwQeMY7TKVBvq2BVINAsj6cFshvrpa3iQuznu36RQFNaggC84gRd4x/II96Z4kJo3eQ0/xhm/wtZ4dGMe05gMJGrVjF6QyYjWEUV2+BnjAxwTtmAiy+zXkaqBXxALfV4J52XMbKb4H2MH9WjPm0bmEcT259AxwtxpLglbMitoar4crDkJyVYci7cKFrAXg6ucb2MMpwRbaEK9RGU4MWfyFkTs/umdlvZwviUsQwVX8AgzWExJmCzC3+y1B53RcR7ivaCFZnTIoItkAuWN+Nt4jEI13Hsr/CsW8FJwzOS8WTRwZ4knXfS3s32SI3nMcB19NQ6NcvYTlV6eD7OakjSTBl6zVsBxoedv0C/0fQzT1GaYexp+Wg000EADDTSQhB/k+3YG2GArvgAAAABJRU5ErkJggg==) 15 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEElEQVRYhe3Wz0sUYRgH8I/bqpuYWYpZmq5WJiQdlgoKOgTitVvdCrp36LCnDl26TXTrPwg6dQ4xOnUIAosoIYuoDmoRklstmy1bh3f6JUUzo7f2C8PMPDPv83yf5/m+z0yLDIjIIY96mUYWH9/RkiF4AZ2/mCplVrMSyKUMbk3w/Jr71MhneL8oVCGPIdQi7mA5SzsStyAKmZ7CYXSjhEae8TrXcQ3zqCCXtC2bkhKY4iKutnKoQdsuxobpHcESBxu8jRPqx8AUX2b4sCEEYuFd6GDfOfTQ85DlGpu7sBfvOf45VGkeNbTPsPAv34lEWA4Op6vUKtgZzNUKcw+ormAg2I7gRLxsOYnvxCK8TH4PjSdowxYG+wTVTaOK23Tu4M1JHpU3msAKZmnMYhiTeIFPeOxnrZ9RvZsw+LoQz4SvEbko/Xb+gcwLkTsQziV0RCHr57FekjtJ83L0++3QSDiPColsR18af6SoQBT292hMooJju8P1adzHvTT+UhGIg44K82AMRzExGOxFTGAJs2kJJJ0DhN52CmO4jnfbgqEUkxA/S4WkFegSPjy9QpZbsbqIrlD6Qhy8kJZAUhEOxWT3C63oxmS89/sxLrTgY/Tn9X9FUtG8nuN8jTOLFEqCEBbCUWzHS250UF3gEq5sKIFyUP1TofdacROv4udnhe/DrTCZ1/WL1kQTTTTRxP+Hb6rRd+WQOzJ4AAAAAElFTkSuQmCC) 15 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACU0lEQVRYhe3WzUuUURQG8F/jq9QkalJaIlEmRVKQtehjE7SQktq07Q9oHTRBtIqWA/0X0TZaBH0sahO2cdMHBZEQ0YeJ2NeUYtbiXMEiZ67Sch64vHPf997zPPecc8+ZNVaJKiV0Yy1+YKbC/ErtFKsgLgR5H/oF6df0bnKl9tZkkpYS2WbUMIWTKKML0xjHWNrShoUKc41s53pgAFuFy7vEiXvQmwQdSOvGk6hSEj5X4XM9wy2NmNPpd4hY9+F0EgQbMYxjSUzLEgGf0TLC3F0WlrOf64GZZPggjuM5yiVODuBlkL3BWVwXIZkUISjVM1z3I1RC/Xu8wmM8SYJGhzEUp+gQefEQ60RY5sTeunnQMARwl9kRZvEWz/AO+3ezfg8eBdMVkRsvcC8Rf6nwq57trFsAOzjfz+UJynuxCfuwXhx7DGdYmObWVU7l2s2uA4N09lM8x2txz2oi7Qt8wDVq33mQa5MVeKBKu7gJ84m7mODbdg5jPOfO/wsNkzCRlxM5ceBtGHgS82l0VFdRVbMFCI8vohDFqGiN+SD2Y1v1z3X/VcDSJlOI61W0x3zRO+3orubbzBOQDLYLt/eIWE+ilDYP4aiokm1WGIqcxV2iB9TSczCN3g3x/URa90kUqY1V3lb+o4Dykt+DoiueQ22xIbRw6Cd3sDON+6JgNUROvGb+mr/eQvcu+lNijKdOszWJnUojC7n/B9pucKGVi08pH8cu0SBuYxQfUePHDS7haq6ArIRJRaZ2BIdwE52iIhKluCcELdt2m2iiiSaaaGI5/AbQVYUu8WyqVwAAAABJRU5ErkJggg==) 15 12, auto;}
}
div.testarea{
animation:rwdcur42318 2.6666666666667s linear infinite forwards;
}
