@keyframes rwdcur169170 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHOUlEQVRYheWXW4scxxXH/3Xq1t0zOzMMstZxhFFMCIqTOBBIDMEQEvRsfwd9MH0HfYA85iGGFVkIIrHjxQghdte74x31dHd1VZ1TedDMZlerS5zXFBR9meo5v/pXnUsp/MB2cHBAr747PDwUAHjw4MEP/Tuodw0opeDx48e0v79PIQTKOdM4jtfGpJQAQNbrdV4sFjg8PJT/FuatAAcHBzSfz41zzoUQHDM3WmuXc3Y5Z9oCCoAQQggA4jiOoW3beHJyIgDeCfJagFIKTk9PzTAMLsY4dc59oJS6o7W+o7W+pZSal1IqADnn3McYz1NKz2OMz9u2fT6O44VSqu/7Pp6cnOS3QdwA2BkPIUxF5La19p619hOt9S+I6EMAC6WUK6UYpZQws4jIJsZ4HEI4CiEcdl33pG3bZyml1TiO/Wq1eiOEep3xrutmxpg7xpjfee8/VUr90nv/sdZ6prUGABhjkHMGADAzUkr9ZrN5HmM8atv2cdu2f+m67qthGE5jjP16vY6vg7gGcHJyYkIIU6XUh9baz7z3fySiT5qm+ZlS6hKSmS+/0Vrj6m/r9fqs67pv27b9cr1e/7nrur/HGE+/++67DYAbSujdzcHBAWmtPYAfOed+X1XVfe/9n6qqurObZc4ZOWcwM0QEInJ5X0oBEaGqqsZau8w5T0opJsa47vt+DSDknPmLL74ojx49ugQwO/JvvvnGlFKmzrl7zrlPlVKfWGuXADCO4w3jpRQopUBE0FrDGANjDLz3qKqqquv6bkopNE2z6rpuxczBWpvbts0A5JoCn3/+Oc1ms4qIfuy9/4O19rOmaX6tlEIIATFG9H2Pvu9lHMeSUuIYo1zpYOayW1JjDOq69jFGy8wlxngqIufDMGyYOV1VwQDA/v4+9X3vvPd3rbU/d859TERIKWEcR2w2GwkhCDNLKUWUUiilXMq4HUvb2GCMMbDWYj6fL4dh+Mg596u2bY+01isAcdv/AxBCoG2QuQPgrjFmtn2Pvu+l6zrJOWdmFgCilLqUcMegtQYzk9YaWmtjrYX33njvbzvn7iql3i+lPAVwAYB2y2AODg4o50xaa6e1voWXfg5mxjiO6LpO+r7PIhIBZKWU7NZ/17bPpLUmIoJzjpiZiAhEVBljbiulbpVSmu2kryswjiOstU4pNVdKOaUUUkpIKUkIQVJKUUTClvrV2QMAlFIQEYoxIqVkUkquqiporckYMwUwFRG3nf11LwCAnDOVUqpSijHGIMYozIwYY04phZ0C7wAw2w1ZxRhlOp1SKYUAOBGpici8EWDHoZSSnDO89wQgl1KEmaOIhFLKWwEAmFIKKaXEOUc5Z2w3rCil6FXj1wBKKZJz7rc7HVprEBFprUVEJMYYAUSlVH4DABGRM8ZUu7iwjZoSY8wikl4HT4eHh7LN5yHGeC4im1IKdq7kvTdEBKVUZOaQcw45537XU0p9zjmUUiIRZe+9sdbSDiClJOM49szcM/MNBXcKSAgheO+fp5SOY4x9VVXN3t4ehRDMMAxVztkws+Scd3vhUvqt29He3l41nU6ryWTiACCEIMMwhBDCipkvAIRXAejBgwdYr9cZQOz7/tkwDEebzea5iMB7j6ZpzHK5bObz+dQ556y1ICIhoqyUysYY8d7TfD6fLpfLWV3XlXOORATn5+exbduLYRielVLOmHlzFf5SgcViga7rQs752Fp7qLX+6Xq9XiwWi1vL5ZIAVFrrZV3X1HWdG8dxk3OOzjlyzlXT6XQ2nU4XTdPMFotFAwBnZ2exbdt+s9kchRC+TikdE1EQkWuubICXReX+/n6sqmpljHlCRD9RSi2999O6rqvlcmmappnWde3m8/mMmftSSlZKkbXWee9dXdfTqqoMAHRdJ+v1OlxcXDxt2/YJM/9LRE5FpH9VAQ0Ajx49wv379/Hee+9hGAYupYwAmpzzhJnruq69tVZNJhPTNE1VVdVEa13N5/PZ3t7e3mQyqay1tJv52dlZf35+/my9Xh8Mw/BlzvmfzHwKoMfLOrFcU2C3Edu2jUS06rruK2Z2zAxmDjHGu7PZbOm9N9u0S3t7e9XVimgcR1mtVrFt2/77779/+uLFi791XffXGOM/SinHW+M3vOBaRfTw4UMsl0ujtZ46525ba+81TfPbpml+U1XVR97721rrSilFu1ywLVRy13Vxs9lcbDabo7Ztn4zjeLg1/vSKB9yoiG4UpQ8fPsR8PnfOuYaZl1rrD5qm+Xibpu8aY25rracAHABJKeUQQh9CWI3j+Kzv+6+Z+YiZvxWRY2Z+8SbjrwXYQQAwVVU5a+3MObdk5ttE9L5S6hZeJpZaKUUikrZB5qKUcpZSOhWRYxF5sZU9vsn4GwGuQNBkMnEpJWeMaUopTSmlERF3JbHINsIFZt4QUcg5XxrGOw4nbz0Z7SC2jzuDu+vVxLLz7XzlincZfyfAKyBXYd7W/ueD6v9n+zcFvPf/i2vEkwAAAABJRU5ErkJggg==) 14 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur169170 0.26666666666667s linear infinite forwards;
}
