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36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 6 6, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 6 6, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 6 6, auto;}
52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 6 6, auto;}
57.894736842105%,63.057894736842% {cursor:url(data:image/png;base64,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) 6 6, auto;}
63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEd0lEQVRYhdWWa1AUVBTHf7suLKKABoj4WHRBXLcJqgFlh/WBQKtJZGT5SMeSiWxQs8nHZOXwpfE1MkU2OqaCYJZOvhVHcHkY7Q4FookYmvLykSIswe7yWPD2pdbykSwI2f/juWfO/d1zzr33wMOk1YmHrvW4tDqRkJWj7w0Iyb0Gt/il1+61NW3/bGhPg/z3etDJHVnvqqRA5xuuB3pCilYnElavzOmMc8LqlTk905hanehUCXokAwAFJ+67DQ9UZ/3+T3pC34FefAn/FeJRLjFJawVanUCrEzFJa3sXVr1wqdj2g1GYhRAtQog9RcWCyFjh9PIch0CkXd28xgYBfgp2F55mSXYuhRIJYRMmcH7XFmRTZ3QawuFrFb78E7F49qt4enpiKL+Mr7sb9TYbNY1NTBnpx+Zjx/GIHM+1xEWcMhrs8benp4u03d8QPTmC1StW2O0OZyA+OoKcohJCFMM4e+48FxobuG01U1Zahsm1D5nJybjl6yl292FuwkJ7Js6WnqeqqpraW7Ws/zzFbncY4Cm3/uzIyif7txu0SiWcLCzm9NUanHy9OfZjCaPlUvamfkukVkODqZ5PN2wQ29IzxIWyMnQTx6NUKNj4xSZ7PIcBpi/7mCWzZpBTWUO/UUraGq20NDXj4+XJzwePEzztJYLjXuf63nRmx8ZQYDDy3gfLqPj1EkrFcNo7Oujn6tp1gFFqFW9HhVOuN+CvGIJG8zwdN+sp27OP6vwsqgKCyIjTUWFuIXHp+7wzfx5vTI9FFzkZlWoMZrMZieRu68kcBbj0VYrkudv1oqWujuWvxXCiqBBpfi7RY0NpGTKEkoJ80m5f4WyenoDQMLL0epT+/gQEBGBrt1F67hwymZM9Xpc/l2FvLhSNUhfmr3iXytxsGr87SMq6tURFTKK2yYw2PJzU1FSysrMxmUzk5eVxsbwcc1srsv4DuHX5oqRbAAAz16eI3Ks3kV+tpGb/1wxVqSkzFpCRnk7sK3HEx8ejVquJioqi3WZjS9pOXN3dObArw76vwyX4u27kncC9qoq4aVOxJiayd99+PIaPAKsVibQPISEhaDQavL29qayooLW1Fef29n/E6Pb/PuetBcJoNLJg9kzGhWmoNZkwGowM8vIkNDQULy8vjh49SnNzM2aLhZ9KztBgbcbD1YUig0HSp7sAhw8dSrpRW8vWnRlUVFfj4SKnob6Owb6+3LlzB4PBgMViwdnZGaVSyTOjVTRYrFzxGs6LwU8nPZYJp+yXcnH8z2bbtHkzcrkLL4RrsFittNlsBAYGolKpcO/bF5NUQo2fH9dxIk0b1v0S3Kv4RYvFYB8f1q1Zw9hng1Gr1QQFBTFo4EBuAa3+Ixg8Rs3W5I1oO6SPH+AvTZwWI9oaf0eh8GNKxCSaXeRYRo5kWOAo6o5kknngAJlHDvfsjDkuMkog7yumz5wjVhV8L3aZ6sSXO3aICdF3h51uXcNHqVB/UqKZOEkUy1wZgIxTycm4nynlVHYvT9ez5s4TgPhw1Uf3DSp/AKwV1czXpNzlAAAAAElFTkSuQmCC) 6 6, auto;}
68.421052631579%,73.584210526316% {cursor:url(data:image/png;base64,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) 6 6, auto;}
73.684210526316%,78.847368421053% {cursor:url(data:image/png;base64,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) 6 6, auto;}
78.947368421053%,84.110526315789% {cursor:url(data:image/png;base64,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) 6 6, auto;}
84.210526315789%,89.373684210526% {cursor:url(data:image/png;base64,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) 6 6, auto;}
89.473684210526%,94.636842105263% {cursor:url(data:image/png;base64,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) 6 6, auto;}
94.736842105263%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur95824 1.5833333333333s linear infinite forwards;
}
