@keyframes rwdcur254000 {
0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 3, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 3, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 3, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACp0lEQVRYhe2WP0/bQBjGn9SOczHUfxIamjgkkLYSVDQfANaiiqVLZ5CQWFCtDkWiQ7Z+ke58BIZ+gA4VA1KF0ib8qUmatkoCxJyNT+6Q2gJ1sY9CO/AuZ9/5ved373M+G7iNfxwJ3sS1tTe+IIjodI6wufmOe547vImLi08xPn4fhMi8U/ADrK+/9SuVB+j1ulAUDQsLz/0bBZiZeYRm8ztsewBV1TE2Ns6rHx/ANGt+tfoY29sfkMncg6bp3OJcAJSeIZ830GjUoWk6KLWRTEo3BzA7O4tWywJjDO22haOjrwDAvQ/EuAn5fA67u3VQaqNe/wTHoRBFEbY94NGPB2CaNX9qagJbW+/R7f7E8XFvOImY5BIHYlowGJwgl8thb+8QkpQK+z3vHKVShQsgVgUKhRJc1wVjHrLZHFzXCUsfVONaARRFhmW1QEgasjwCYFiV09MTZLM5LoBYFhiGgU7nBwRB/A2kQVE0qKoGSm2srr6O/SZEBjDNml8uF3Fw8A2UnsFxHDDmQRBEECKDUgrDKMXVj25Bq3UIXdfRbltIJpOg9OzSOGMednY+xgaIXIHJyYdw3QT6/V5oAQC4rgNKbQB8GzEywOioAsvqgDHvj9VfJSJb4Hkems3P4X3gvyAI4T/Bxcr8dQBCUtjf/xKKXGwDEB6AyBYIwvCLx5gXtsF1ADIycvd6AEyz5jcauyBEBmMsFAxWTEgahKRjiwMRLUilhud+v98N+1RVAyEyRFGE53mg1EahcE3nQHDoAIAkpeC6Dvr9HhzHgarq0DQdc3PPMD//JPbfceSElZVXPmMM09NV6HoW5+cOMplRlMtFVKszUJQ0EolEbIDI25YxBklKYWnpBYrF7KUxHuEwN87Dy8svfUXRMDFhYGNj7UrCt/HfxC+mpPR7m7foMQAAAABJRU5ErkJggg==) 15 3, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMElEQVRYhe2XPU/bQBjHfxDHd7aTEkoskqqINwmpC6rYipgY6VAJtQtS2TIx5iP0E7B3685XqRASdEjVKipSIDExVkR8rl13IiJql7uWtAP/xfJZzz0/Py/nx/Cgf6wpU8NGo5kDBMElR0cfjPexTA23tl4QBFecnHw33QKAaROj3d23+cbGc3q9a1y3NHmAen0BKW2UikkSxfb2y3yiAKurS/T74eheSsfUvxnA0tIinc4FURRi2wLLKk4OoNl8l9frPq3WF2xbADA3508OIIpCqtUq5+cXSOkgpUOWZcYA2m2oVEypVCKKQlZW1kjThDgeTg6gWq0yGAxQKsb367iuh+c9MgbQTsHi4gK9Xg8hJK7rUSwWqdWesrPz2qgVtQEqlQrdbjAqwFstL6+Z+NdLQaPRzGdnZ2i3LwDo968AyHNlfBZoAQTBJbXaPMfHn0gSxenpR5JE/RKNewNI0xTHcRkOY4LgkjC8Gj0zjYBWDczPP0GIEkrFxPGQNE2NnN6VVgTK5RJhGBNF4aj3byFMzwKtCExNWbRan1EqHlu3LOOxQi8CQkg6nW/AeM6zLKNQKNw/gOPI0dtXKo+NHP4RQLv9Fd+vAeB55b8CoFUDti3odjuUyzNja3evutKunt859P2a8SdZC+DmZkCWZWxubtHt9gjDkPX1ZwwGOQcHb4xGc+0ICCHZ23uF50mUShHColCYNv4v0Nb+/kF+ePg+Pzu7zrPsh/E0/KD/Rj8BdAXEUVAqtFUAAAAASUVORK5CYII=) 15 3, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 3, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGElEQVRYhe3WMW7CQBCF4T/OegDjsCQVKVF8mjScACl1Ci6UA3Asl1hCRHLEgr1rQwqUC3gjTcPrZ/RpizcL9yjnYejgev15tXbO4bBnu/0avCcZOlgUBavVO5dLP3RFHCDPn8iyjCR51AGMxxNEBO+9DuAvIqIDEEnx3mNMqgPwPgBg7VwH0PcNIoK1LzoAAGOEuv7WA5xOR/b7SgcQwpUQWr0euCHiWjAKkKa3+s/zmQ7gvzIYMJs9A9A0Zx1ACB1JMqLrgg7A+4BzfXQVm6GDdf2DSKX3AqNRGl1CUQAA5456gLIs8f6sd44Bqmqnd47h9i1r21YH4Jyjac4sl286AGMMi8Urm82HDqDrOgCm00kU4B71/AJxA1t+AgKDUgAAAABJRU5ErkJggg==) 15 3, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 3, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 3, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 3, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYhe2WwWsbRxSHv2RWntmu5LVkyQKJWpZNUvAlp5AGDL340FMgFwUftuBCShC+BB9KyCn0XPoH5BZ69z/QQw+55JhAcoxbJJxUiSytLKWz2d1uD7I2Eil413EKpXmwh92Z934f8968t/DJ/qu2s3M3evBgL3KcZvSviztOM2q3/4jC8K/o3r2fokZj+9QQ50/jdOPGt+TzJbSGzc2v8H3/tPoYaR0cpxmVSha9HnS7fVZWLrC+fgkg2tv7+VzaeKlPwDAMFhc/x3WHaP2Gdtvl8uUrZDKZtKFOB3D16gZKfQbA3JxkNBoxP19maanCtWtbqWshVQq2tr6LKpVVXHfIcDhAa00Y+gRBQLW6nFY7PYBt5ykUSrx+3aHTOeDoyAVACINyucKzZ48/LsDq6kWEEFhWjvl5m7dvPQAGgz6t1j62nWdjYzN6+PCXxMWYGODmzd2oXr9AtVp5b61YLON5GtteoFAoJQ0JpCjC9fVLLC+v/uOalIJ6/SK2XcCych8HoN3+ncXFBVx3GD/dbh/XHeJ5IUqZVKs1stkct259n/g2JEqB4zSjYnGJ/f3f6PcP6XReEIYh2WwOKU0KhSJSmtj2AlIqPE8n1U8GYFk5lDJ59OhXXr58EX+XUqGUwjRN5uZMLCuLlArX7SUGSFStOzt3IykVh4ev3pEbs51PSjXzvrb2Bbdvf3Ni/EQn4HmabvfVsfDYJQiCKRiDIPBnwEajQZLQyQCCwEfrN2QyGcJwdvIJkSEIghhsAvH06ZOzAdjd/SFqtZ4DxGM3DMNjcYHv+/EgmoZIaid6eJ5GiHf5np79E5AxzHjPpA8Mh0dnAyClwjAMlBoXmdb6WNyfEVZKIaUZF+Nk/wcDjFtsPn6f7nTTuTcMAyHGoAcHrcQdMREAvH/NDMOIRYGZfqC1ZjQang3A/fs/nms0tiMhMiil4mvmjQchQhjxKYzT02Mw6FOr1RMBJB6bjtOMXLeHZeXIZnMEgT+TgklfsO08169/zcrKl6ytZU6Mn/onstHYjgqFJTzvzxhgNDrC932KxTK1Wp07d5oIcT517E/2/7S/AfOHHo1WyRHgAAAAAElFTkSuQmCC) 15 3, auto;}
93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 15 3, auto;}
96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
}
div.testarea{
animation:rwdcur254000 1s linear infinite forwards;
}