@keyframes rwdcur160102 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5klEQVRYhb3Wb2hddx3H8dc5uU2zJL3exiyzafyXrLVmXaipdGtWYSqjOgT/MIu4sQdjoIKCTPCBMkEQCz7p9szhkznZQPDPBjJkD6xCcLWjMkLnjM2aP01vm5gm2c3Nzc3Jvef44NyYrN1NUs36hcPh/M75fT/v3/d8v7/vLwDHksSqDQaBW2qr4tffb5EFNwgOBoF7k8QZdyMimmBn+b0CCCWIMSgN/dEkEYNGtFLcz6X3Sl9oBRUckQq/qid9FaOSZb6DoSzC2rXNAHDWYfBXPY56y9mVe1jpZfkQi30sHOJzbWhGZjtBQmcddsQ5Vrhn5S2vXgsoxK+Z/BX5Jv5VYXo/d/eiA63S37MtIBlwdvIwo4gnuR9/nN6rXV58stPoT6nGlDM14UZ+WaY3YniGRyrUsuZ/sJBreaZnKY1x/3Q6/OtSRhWxvE/9gMVe/taDg/xigI8dIXeQBw7xhyb/RyTqbTodVYNTSwKJQCDU6swgY3n6rvL+cdrz7C1RniB/kcEiP7rpSNQjD0OJlon7tKoq2mHYA8foPkChm7keqnexsJ9CFzs7+FInrzRuF8B/LXj8mN3KditadriPq5007KfcTbiPkSxjOeaa2N1uNa+2CwB+b8DtIo1isS/0c7mDzJ0sfYTsJ5joZDTHVJaTqxWyfQCp5UFZRt7n+xhrZa6DuU4WDzDWxXiOqZsq05sI14siOVXvE/iavP7eTr8doiFH04f5d0wc8qcZaVmGWO0hdZNzc4CEOQSnXmBHzVVM/ruvy/tiX6ffxNKG0sj5IkOd/LyVgQwtBYYneDCqB7E5QJUl2Ifb14abrVgWuOLLh/Z4LuZagd/18M2Q7grVaapF7sjh7/UisTlAA1lVC28/JFMsqFTb0sHnE80PP4HYgkf6d/lOie4yx7vZW6HyBhf+keL/LMf3598NYnOAgFYNnvr6i5LkQ1ZKn5QkDQhZOIXED3c9IXHqWOClDB/PkWtkJGSygalznAtrWjds21tOwic9ne6bzSHLTVQzBDECP1k6r3TbQZc8eu8HXRojKfEGhju4WOSl9QDheogtAyTBB0w58Y6xpXWerkiTlTMRf7nI1AyXx3m5ZO0s8Q7xrQEkaS296YSyNA8zNcF+z5TSTjleZrpIa5GjEW2N/LPE6IhNSnFzgBX6cRWP1iZkUEKXbzRPeqZAT0w2Yk/EvsY0FldGeXMekTT07wqxIUAc3+W15yjiM56f9+zDOXtwG16X7gvfakYLdiEoUYioxJQnMSudXheiHkBcFVoq90kw4NkRlpvsiXI+GtIUkqmyHHP6RNanT1coxSyWGZtk/AK7ZjFfC9YqwA0RqLdXV5ZlTB94QTZ9nCWadfypIZmEhoQ7ArIxLVWcj9IT07WYyyUWZ5mdqYmX14lv9Rc8WGkx/Fn+fGfa+xdyPHmSONI910ZYIi6nfiuNXDhNe5m3K0zNU5hgaFW4rvgGAC9HfHueymTqIGzn6a9QDfneK6mzjDQJooiZiIeOM1Hk8QIGaoIbilP/SIYkR7WZZWvXCuJmdpTYaa3hzUjb9cIsX10tuy4Uah9E9VQ26NeVeUpRmsQL0nyar1CcoFxJ/f74sfRdEWF5nbitrJ4NI7BqE00sZliK09X0x/R1cbyLx0ZYxHKZ+4rXTWyztvrK9V5vlTXa5FT0H6Yp/3hmUvYKAAAAAElFTkSuQmCC) 2 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur160102 2.6666666666667s linear infinite forwards;
}
