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2%,2.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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6%,6.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe3Uv0tVUQAH8M95XuuRvQhBQrBFcrgVtUVLQzVILtEWDTW0BNHW0hD9AxENUk0R1RBF/QclhUXDQ+wNPQcxiUIMNHn67KVyb8N9L8L5KgT3A4c7nOH7PT/uCekDqRpO4D1G/RUItljJJBZJjl23fuO55nLDr59fOEZKunnkX2CJC79jpUe3Jd0DQrKie/m19MkZ699faC3UuYi7uJN3PCF9KJ0b6vOx1uNc36zWqU+6Gy/p6tW1OkptmgpaiF3D4xBr5FWgJOZtteJNtWzjIOXJo9Kufdb2nOXeNMtYRewVhnAkrSvlVSBynPPrM8aqsSTp4XRT5KroGXZgJw652a4xhaQ9chHSuvsWXGlVepQPN7OICHvxFCMuYzfGMYuVEFvLq0CENYOU+5vMydbW154dMYwl7EIpxBbzCu4oYcyELLwfDcy7Zd4waviMr+1v7iJMK2MG39DrEj7IzvxHiCVY2YrwToEpS9iPipMYD7GNrQrcLKR1B2R/+SCqIba6XeFkOzAgu9nvtjO4o/OgbOuq/xVhgvye1kKhUCgUCoX/zh9bcom6VsXn+AAAAABJRU5ErkJggg==) 0 0, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe3SvWtUQRSG8d/dXePXSiQqBq20idsoKopBKxsR/AuUdCpIwMpGC0vrVDb2aUMCkkbEQgVB1iCYjUYixC+SYMwmi7LJmmNxI1Fs7ybNfWAYhpnhec+ZEZdE3BDh/2EDKOlFNz+/TxEtqx0HwM4LZXFQmMWT9QsJSaYJ4qG4df1IxJBYmX4QjaV6NJYWo/XhXsSkaH4dbWtXCl7Qe3TZ3P4upZFrCiszti4MKW65Y7V4W0f14vrpWsbVQwyKxZedESHis3QOEe9F9K1VflZEzc21UcjSX7KbXSfr6eoX3qIHJdxFJ/r14TgaWM02wCHz6GpUO83Ob3P4zQxz+IYf6DeAU3iFx0klS31a5xVNo+UTdeWPdb6giB5jqKKMUUxhOlt9GuCTRziGebzGaQOYxBjeoZVULGQt/xNgrzq2Yx+uuo9hzCYV4+2Q/k0B3S5jD5rg2drecrvlpB2YMOGpLuc0DWIEHdIHaTtJ1JRwBueln+55UtkYOZSSilbUjEu7Aa2Nkv9D1JSjZsemyHNycnJycnJyNpPfBaWqRnvAjuQAAAAASUVORK5CYII=) 0 0, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjElEQVRYhe3UP0iUcRwG8M/7WqipBXIFFQXikR5REkQQFrQJDk21tBRRQWOjQxQRtARCNDQFQUNBBA1BQxSVu9ZyiAUqZf/IsO68O6v7NujY0PBKQ+8HvtNveJ7l9yRBGMRmHMQ4KhgkOSexIsrSpKQpazEi4pqofxyLKBdj6d29WPw6E3FVhJXbLeKGiPMi6/zUKW7Ve7U+PED/a2njlaRZVTs5pVqpqFYqfEM79hNlxWwLFDh+5I2LL/sYoyW5JP3xwZrahKRZ19HZyVlsRI87qGdbYD0aDOxoeD67nS+sXbjiV2ufdc8KHMNR9PiE0aTkbZYFkpgU3rPQsUG90WJissvQ9xn24TZ6Mew05nE/KWUZT6qpaRtpytznNkO7ZtiKKWzCsBF0YzrrcEii7IGqw+OzW+ypzbGEAbS7iTYUMIrHScnP1ShwyBNPdVv+/23Y6zpeYBpFPEpK5rMOx/LQxGVhJ+7igq6Vt8VVGZ4/iTMiTmQ/Mn9foKw/ygr/rEAul8vlcrlc7r/2Gylnje4wpXeUAAAAAElFTkSuQmCC) 0 0, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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74%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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77%,77.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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