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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbklEQVRYhc2XTWsTURSGnxmHUhyng2la6ItLaQRL0VJE/Anu8wcKXZduOpvu2k2WgzsX3fdfiLhw6UpId0o5GCnF2qRqlV4XMxOnoYk2JYkvXObjfj33PedObmDC8gAajYYrXiRJ4o0TIChu0jTFzLow4wIJyg9hGJIkCZLGDsLW1pYLw9ABDnCSnCTXaDScpJHN6xc3s7OzxHHcrTAzzIw0TanX607S85FRFNrd3XWSui5QcmNzc9MN7j2cug5Uqot+q9W6VDk3Nwdkbuzv71/aLSORpJX19fWuC+WcIHdipBCSpiQ97ReKsUAUyrPfhWHo4jieDEThRC/A2CAk+dvb2/9POOI4nlw4yhBMKhw7OzuTC4ekR5JeTAwi/0YsF7+UY4eQ5EtazUtQhgjD0FUqle6X8zoQ/t+bdFUtlyRJvI2NDSQRBNmxIggCwjAsQ1clzQwa9J8PG5J8YCV/fGdmvyDbHWmacnJyQqfTQRK1Wo1ms1lzjvuexwXw2szObgQwSAUEwNraGnt7e4+dw/c8loBp4JWZHYwMoICA7Ai3sHCv6nkXq8A88BD4ALwsXBsJQKW6eOf46KANkMf9Wan6i5m9varfUACSpgABn3tjK2maLFd84Bj4aGbtfmNdZxeUtQQ84E9SlrWSl3re7smgQ+2wAN97rkB3p7SBM6AFnAPnZtZ3oKBvzQCZ2XtJH/PJyvLJsv4QeAN8uqLNJd04CXN7l8kWcwjM5CBtG7T0XEM50KMKWUJClnQXeRm48kK3bjp7FEU/gLvAT6AJHAEd4HYURdNRFH07PT3t238k//skzZOFArKt+rVf29+xSklUT0mX5wAAAABJRU5ErkJggg==) 1 1, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYElEQVRYhd2WPWsUURSGn/1IWDOZjISdrLwEEYQglilFLPwFNvEPpNlCEqym2DZL2DJN/oqNWFlYWFiISFwsEjgiLEEySdSw5lrsTphMdhOjm9ngC8Nc7pw597nnY+bCmFUAaLVaLpmIoqiQJ0A5GWxsbGBmJzB5gZQBnDsJAFEUISlfEEmVlZUVB5xckpwkl07PlarZbDpJpyASkNwgWq3WUIi1tTUnaXLUaxaTwWx1oTjIwPM8Dg4O2NzcpF6v/xw1wBmlo+B5ngvD0NVqNRcEQX7pSCCCIHC1Ws2FYeiCIMi3JhKIMAyd53njKcxGozGwKHOFyHaG53njS0cWIIFYX1/PPxKkIiLJNZvN8UAEQTCeFuU6Fea1gEhScVmIgd//RJIWJT2VdDv7LIqiwurqKpIA6Ha7lEqly+/knMWLkuqSnkl6kpqvSJqTNCXpwfLy8qkWTe9+2A8uraHIvu+XgAq9c+Mn3/e/xnGM7/vzwA2gBjxst9v7S0tL93d2dqhUKtTrdRqNRmG2ulDc7WwdXwRw7nFL0gwwBeyZ2WF/7g69o9xxH3DfzLbTR7gwvFucmPg+B3TMrPvXAEOgKsA0cJhAAcxWF6Z3O1v7korAPeAx8MHMXo0UYADQNDADzAMGPAdeALeAt2b28coA+imaAx71AV4CVeC1me32bW72bbbN7EfWRzk7cUkl73+mVxPvzWwvY7MITNKrpXdZBxe2yQX61r8fAW+G+EtssmDAOW34J4rj2Pm+XwR+0YvAURzHhxmbL77vb5tZZ5CPf00B9HZYTo3PyMyORrDOf6rflShRydz6aXEAAAAASUVORK5CYII=) 1 1, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhe2WPYrbQBiGXxvjIrPsgLAgfjBhCcuSInXIIVLnBKlCsEs1qvyLSt0hh8kZcoApQgioEElhZ9JIQna8Xi1eaRu/MDCaEfoefX8z0jOrJ0lJkvhyIYqiXpcAg3KSpqmccxVMVyCDw4UoigR0DlIarAbgAV8PTxvq1x+Aap5lmZxzStNUbUNUSpLEA94Y48Mw9JK8MaZVT1QeCEZ3e97Y7XYyxijP8249UXrBWuuNMVVOBEHQSU5IkjabjQf2klK15OzUE3XjYRg2yglgCPTv2380RGl4PB57a+1JTwAj4BZ4/aQQKipCD4QDeFUA3AJXZwMcQhwOwC+XSw8MCoDr4u8n9b7SOsRiseg+MeshaaU6gBvg7SkItVmiwCfgC3D9EEQQBBVEHMf+SSoAeAO8P7ZXPzfqXdNa6wE/n88beeIoJXAFTCT9cM59O/ZOFEW92Wwma60kKc9zGWOUZZkkaTgcNrF/XEXsy1q+90tAf7Va7YWjngeHB9xjACZNuhnwEfi8Xq//u8A0NX70ulUYfSHpj3NuewLgg6SXkr5Op9Pf2+1WcRz3gtFd/9fP73+bAJytstuNx5N3QNqJ0RMw55feRRdd1LX+AXyMEXMI/g2IAAAAAElFTkSuQmCC) 1 1, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNUlEQVRYhc2WT4vTQBjGn/7ZpWx2jMQi9kF60LJnwYsfwIN49uCloCehLb2mh1RKL22OufYrCP0Ii/QbeLUXT8NCYbWO1sUsHQ9NS7f/tsYk9YGQYcjM+5t5n5m8wIGVAgDXdfW8w7btVJIA2XnD8zxIKRcwSYFkVzts2wbJxEHmARcPSU1SO46jbxn67yL5plKpaJLaMIw1kGWPxAXwmuQz13U1yRsAiUFY+bP0NoDEIICZF26DIHlYiEajoUmexgrR7XY3QpimqUnqdrt9mHQYhqENw4jfEyRzJO9v2wnEaUySaZLPSb4g+b5Wq+2EaLVamuRJmFjpPb750e/339brdWxy/3g8Rq/XQ7lc/hkGYKuCFORJLgI7jrPTmP/NPXEwCMuykocwDEObphl6J/Yx4UZ5npepVqswTROZTCbsNOHFmUrBEdy4eit/FnqB+wAUSZZIljqdzqKACVKTLhT4cJ+7IXS5RTIHwAJwJaW8bDabejgcYjAY3NMaD1IpFAH8BnAupYweYFWFAl8dHx998H3/HYBzAKUA7uOucZEBkHwUBP0ipfxM0gIwBXAXs524kFJOV8dFaZJvAHIAigAgpbwEcIpZ5X0StNcUJcBLAE8BTJb6roL3dKl9Q5EdYCEEABwB+KSU+g4ASqmJEGIC4KuU0o8b4BeAxwCeCCF8IcSFUgpKqWul1Fru54oyBdcA7gRzZrEl56uKbAeUUr4QYgRghJkhR0qp+H9KqyJ5/Ddl+x/hYkhhh1GjYAAAAABJRU5ErkJggg==) 1 1, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhcWXz2sTQRTHv9kEiZ0sCUMK8ikUEQkioiAexIOIN8Vjb16lObQQ8RLa0EJpaekx9/4HSv8G74J48eLRw6BFkbJW0xIcD91N05jW/thNHyy7+3Zm5zPvfefNrnTBlpOk9fV1nziazWZulACF5KLdbss514MZFUhh0NFsNgWMHCQZsHcAHvD96ckcADgEkYAsLy+PBqLVah2CsNb6crmcaSSC5MJWa4FzrvfAGKPd3V3l83nt7Oyo3W4r03QAAfBidnbWA75cLntJ3hjjjTG9dKysrHjgGXAlC4giUJqbmxuqhwRiZmbGAw/THFjAWHy20oEojTG9aPRDrK2tpZcOYBK4DtwC1mPf/cXFxUPpGIRIQxMBEOigIHUktYCSpHsbGxv1RqMhY4wkyVoraV+g29vb6QkTsMBVoNrnuxn7KokmsozEcXAPgPb8/HxPExcBMQbcjNXvJfmJiQlvrR0pxBTwcmlp6WLSAdyIC1DxqH3DGDOaDQx4mlTMQQidMhLB/5sMNbe5ufmk0WgIkCSNj4/3lqskdTodxUs8G4vLdnGwYiazByq2WssGACgA0/FRSCAAv7q66oFpW60F8eqpHPeuM31uxWGfim/fSKrU6/UfQRBoYWEhZ6u1oHjpZ0HS47jNe+fcVmoAQ2CueV8o5XLdX5I+O+f2gKKkR3GzD865L8P6588LEEWRwjC8nMv9kaSupO9RFCmKom4YhluSvh41+1QtFmV2qs/Kzp2CfgNKYRgGURR1Rw4A3Jb0StKdMAw/RlH0+yT9UskZMCnpuaS7ksqSiift+8+v2RmtKumd9r+oXktyxzdPH+CTpD1Jb51z307T8S+w/j6wQBbZpgAAAABJRU5ErkJggg==) 1 1, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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56.25%,56.93125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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61.71875%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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65.625%,66.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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71.09375%,71.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEklEQVRYhe2XsWrbUBSGfyl2MHLUG4Jpkp9AW2gzdCoZSqEdO/QtPGr0KPwANngUqINHv0jHPkLp2CGctB1KQHWrwfR2iCTLshQrsaTQ0AMCcaV7/497/nN0BdxxGAAwmUx0POC6rtEkQCu+8TwPIpLANAXSyg64rguSjYPEgslFUpPU6fTUDkByBSIGudcQZnxz0Ds1i14SEXieh0Z2omgX0EQ6SO6TtIoglFL1QZDskXwXXZ08CKVUfRAkH6YALGA9Hd1utzAdJC2SD7aF6GUXSUMopXI9EYnH8AdbQeTFJmOOx2OdAuhVDlAGYjQa6drEy0JUZkySINm5EwiSJsnHJJ+SPMp5bg2HQ01ypSqQ8URZvbz2u4vlZ9rKiLcAHM1ms2eO40AptTJRKYX5fA7f90u37TUAEQkB/ATwB8CPojnT6fTJYDAAyUQcABaLRRnd2wfJPZKnJN+QZNYTaR8cHj7arQviLKr5t8DSmCR1v9/XJF8dH5/sk3y/aa1bHbcicz4HICLymWTHcZzf7XYbvu+/1tr8dHFxfpkzrwMgFJHtAHIWfqk1aBj4LiIfr4HeA7AA8CWGKDyE3DBCw0AI4Nc178QV1QKQ9JidKtSDIPhm2/ZXAJe2bRtBEKyVgm3bOhKei0iSnsqO3NEWv8BV+X4QkVL1WFUKgGXzMpHzv7FpUhVxjiuDhVEz+x//RvwFgPU29tX8qmMAAAAASUVORK5CYII=) 1 1, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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87.5%,88.18125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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90.625%,91.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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98.4375%,99.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMElEQVRYhe2Wz2sTQRTHv61hKUlwJDRt80FK8FDEg4h4Fk+lgicRD96TS0hLL91DD2kJhfa4vQT/kPpn9ORBetPDHEopIiKhh46H7K754cZNTbYgfmFgd3b2vc++9+btSLesOUk6Ojpy0YTv+3NZAuSiiyAIZK2NYbICyQ1P+L4vQLu7u87zPLVarWwiEn55PAAHuP70zBwAGICIQP5piPnoorS4Np+0yFqrIAiUSSSSoqAs03F4eOgAVygUbgcCWN3Z2RmIhDEmBpo5BJAHnm9vb8eRWF5edpVKJTuIEORto9FwgDPGuHK5PJCWLCKxBDyJCrNUKmVfE8AC8LpWq8UQxpgRiP39/elAADnA67t/BbwH2lEkZrY7AA9YD8fdcO4R8Ca6nykEcA/YCMdK0rrhZjXVwqSnVSDp+TzwoN1uT6VjjvR/29MXa23SO6uS1jqdzstms6lhUGNMGr83F7AYpugFsLC3t+eAuEcA7uDgwEm/fnBACXgH5KcF4YWpeAxs1Ov1+ACztbU14DxcXwXawNKwrRsft4CqpHVJK5LONzc3O5J0fHx8p3tV1OXF2XUaO38D8EzSonp19KF7VSxeXpx9n9TOyKH0D04fSipK+ijpk6SWpJOwYCd2Lv1mF4xxnpdUVe+r74cOPyc57u+m4zRRCoCn6kXg1Fqb5FghaE7SN2vt+TibE6XAWnuaYtlCn92ipLEAqVOQVtbarqQfkq4lfZ22/dRKauX/NayfqV8wN4LxwVgAAAAASUVORK5CYII=) 1 1, auto;}
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}
div.testarea{
animation:rwdcur172873 21.333333333333s linear infinite forwards;
}
