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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE00lEQVRYhb2XMYgcRxaGv7bX8BpOUBUYugIHJVhDLTjoDg5mAgftbJRJ2U1ysJfJ2SqzAhkUXHDKfMlhhetMm+0mh+fgglFwMBMYpgPB1YENPWBDF3ihn2FNOxiPz5LX3l2trD9paKrqff3+v6urs88/fTiMXQsSAMg/+DDjNerNb76cPzhtI9l3X3Lzz/94rcUBKItiOJgUw2svvJUYc27xw/0wABzUxTCsjn9/wG3B7XWrg7oY+uM/DcP8o2H47+evHOQ5zw/3wzB93GQHk2KonGURO/Zv7+F9AVhEDLiKJnbs3frLK8nLuYvsj4pBciUUlnrscVYAwRgHYsA61mpx4+m1IX5awBgz7FcCQNOCiFIFx8gbVBUA5yzee4wxkAsqlry6dy2I5yYbYwYFSitYckLosQK95oyDwVohxsQoGFyoNpbkOfQd2QePXgrkF5O2EEGEYCGpMp04eoUmdkxLi/EORMiBwm0sAYFij+zm1Wx547ybAjSqJM3xHmLb0cSOOlg6MaTUo+uWwkJKCXoFckgrhtWnV3pTzqU1xgyq4AUQwedKPRKMzcnFUDpBTA6xA7vphPgKEYdIh1p36Wyc24GUUiYCUZX4YwAVy7oDA6jCydGKpMpaAbFoF0naknKPqLB68vBSnTgX4P8QAqp0vSWuoUsdqsrjwwZMjgmeoshBO7p1Sx8jdAnFEUJBP39yIcTORQNEhCbvYQXjSjhZdBgnhL2C9bqj75TYtExLixQC9MTVYwC89xd24EKfNnlQQJgGS5t66jLH/Oh933ZYbzmUmqpyyGKGocNay8R3iL9DNr7/q3UuFZQthIgQxDLe6wFQlElwVN4QuhrcHlZ6vAI2R1YL7t4ac2t853oAz0MYguRUtiOUQl15pu0erQ/42QKqPWxR4JxlPm/Q1DEyglqLOMNn08035O4nfxv+/uG97EqbxnaTQqE0wqNpzsPomYUJZd6hsyUEjw0b7/24pJ0t0bZFggfraFUZG6E5mdGFcHEIX5QAKtAoxNTjpYXZE5omIVbJRx5EkKS03cY28R6xDrSDHk5mM0xZ4pzlzasUV9WPReTBjip6BjfObrD79rfwXcbXApTvcfavL/g+y/jD+++Tnyqnz75Cv1e+vrHDer7k2aNHnC6X6OkZbnf38hn4uX4eyjvegoNjU6LrhK1Hm0F9QlTw44p2sSJpgmWkXyxQTZsH8nJ1C2CzSW0hZk2HSZBYIm1L33YwqdHHh7i6JlaBrllCE2FSQxsRX6GqmDK8XAe2KkI5qLZIqCBGNEYUcHenG5Ck4AzMG9Rszhosl7jbt6GuMGu9WgZe1O5f7z/QszPy8R95a28Xnv0PTk/h3V34zxdojOy86+Gdt9n595KdtzJ2rEPX31DdfId/3v84eykLtkqzOevPjjLv7NBJgf3oAGKEpgHvkbaFmNCuRVBolXxS0uY5iAWusBH9lsz+aBAcumoRa6EMoKAnJ9C2qCpS14gzpOOn+HFJc3SUwW98Da8ixZJmS2xMrE9OMj2ZYb1FykBKKVPVzHtPIocq4Krqp7mv7FfM1PVQTyZYVQ6Pj9GnT3+x9sGTw2HerHBiObp3vcPsr0pGo8F/crnDCLwiC15UEEP98JonopdVfecWixhZtC3m4OBCiB8A2HgpvYTu1BYAAAAASUVORK5CYII=) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur209469 2.4s linear infinite forwards;
}
