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0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjElEQVRYhe3VMWglRRzH8c/svEt2Y8SHWMRKy3CNEhu58krLNEKsvCOFhWCTJiF3mPYKCwuLgI1EsInV2RkQMVzjYeOR4pAzoKQKgYvZvcubHYt9jwNJsHgv0SI/GHaHGeb3nT///3/A3aqdW6vaOf+BwlrVzvVYifQTm5/WxYPLBCimmWtjevsZS1i/W7U3LxOgh/IkxZmSMnITNqq2fFqHnXtCcxkASk5whIPEuyhnquyjOu98ccEQBRQxzTyPaQ+fFzzAAtZfr/J7q3J54QBtiqP5w8y3BbuReayXVV78bPb0wiCK4beERJN5XPANtvEm1p+muLgi9y8EINH0KIdJ2MCA/ZT8gK/Rx/rLVV68N3s6cYjC0BRlevFPtJ+TH0cQiZU6xaWNqp0oRPFSZ1q2KZaDfyy20YHWT4kvh4AfJ25tTLBrFn8Nb92j7J2xIRUO8XPBzoBywDKWJgVRzMbURMTu8PN0GEO+32MTEsuJW6vy2BBFTnFUYs1UTOduPM3hUGuvx1eYw3JZ5YUPx+wTozJsoH0Bc6ZCcIwDNLEr3fKtN8axp6jrMMr+0aFnapBN5aCHDyCxPajDo09+H69VF6HK5YAmdeNcgF6wj9u4Hvkusrkh7I1jzvA1HE0irw4YxEwOZJ5DZip0L+V1PMLWnbr4ZVxz6A3T7gTziduBJ20Af0R2M6+1PI68P4T9vojp4STM6SLQTPNEd7sbwyF1jecoshP5NXXrR9i7c3ztaGIAU3U4uFblraYzKXXJKPJOYiGxiMVhj9id5rdJmUOAVbnsV7k8roMaVReVMlV5HsvPuFHE9GeR4lauw/aGMLEIhH/bsFa1/Vfoh65JHa1MMPxXutKVrvS/0N+uSOz49NYlbQAAAABJRU5ErkJggg==) 1 1, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe3Wz2sdVRjG8c/8SDMnNTREkbtzJ6Wrki4KcXelCNJVlllWsnQlXeavcNmNIBHdxI1tCNULKhbdFDeWLERiQckq3IK5M7m9Z8bFTIhI0MW9iS7ywDAznMM833nnnOcd8DjUvZ1Q9/wHSnZC3cu5n7EUeXCnTL+/SIB0nl4Ubx6zjs3Hoe5fJECOopQtFBQZfRiEuhiVyeCupDpvgBQKRhhiP7IS+WA+NP1PNcWFACTiQiXu4cOMR1jB5uuheXf3nCFyaGSI8PQF42vt2Bo250JT/ODl9u1y7lw+R96dC1SRquLnlPHiXyCOZL7QPLorGc4aII1UOUVoF2EFI54Po6/xCZawuRCate/Cy6WZA+hMUcTTa8eZ5y+ib0u+0WbE/WPZ+iDUM4VIr7amRSMrJn8brDIH49pnR3zZAb4fuTeYYWqmR91b5xT5GROq1GHF52MGE4oJG1ifFUS6IFYZsvbhZ2rC4UTzcMIAIhuRe7uaqSHSRHayz6u5diueqZHk8Lj2MOdj9LAxF5qVj6bMifTEHJpTmDMVE3/gAFXWbt3izTemsScfl0kRQ1Nlpw89U3XjSkjcxDsQ2U7L5Nnqr9P1i7wOTTFpK1D5B4CQ6F3lNm50cf2gL9mbxpyuG57cZCwnTLKGJiEyhoQri7yCG3iGrX6Z/jitOeTdshvheuS9V9mXgN8ynhzyWspyxq0O9ivi01mY01agmmdf+3ar3SG2wTNcZjBiHNvxIfbulHMz6wl5KJODNDRbFT/Fril1uXCr+zdYm0eXEU/m+WVW5miLvaspFkNTlGWiRGirUoxDcx0bx6wm4u+ZbCstk+23Z9gVk3+bsBPqpWssNW1IDd+aYfkvdalLXep/oT8B/szrkaFgdQYAAAAASUVORK5CYII=) 1 1, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACl0lEQVRYhe2WsU8UQRyFv5nZ5WZA4wYozkpjjCFWBDpKShsTSuwwFysrQ8lfYXmJjYGSTjpILExsJDaSizEGiRqaO9dwsHu3OzsWOwcFqMUt0NxLNpuZTPZ982bmNwtAYeJ6Ybp1rkGiNM5XwUagmjKJ3l8pQWHas1nQ3i5MNylM/KYw8eJV+geAVuGtcUg12EUPpUWidwQT6WUDyPKVngAxsA9qDtQLZ7LFDKevBMBmvXGbyRbwEuwuMAesKdN55IgvFSIAUGENmwGwC/TBHgJLwJozVmfZ580wf3ApyxH4twZSUCnYL2D7oBhAqHAKlx9vCSbiqgFkaZprSDRYP0t1gOUtsAFEwJoz6VIWfI2qBgiAQbTaJ+AZOMDaPkqlwDKoVRXe0kXY3pDJVGVJSDhKAa3Cmj5bES+lDinyd6BeecDnoFYK066sakq46RPINeQXjAg6UHwA24RAQ9AAlquCkDbr+Njt+QRO5TrO9VqQN8u2aoBaccRDQ0gVhoNzntrs+K8Dhah1KGwL8tdAHWg4Y+eOhixWcmAOUO6Df0i4LnBYjrca0Dfu/B7GHymS0O/+049eqMLJMUQQAE/KHrUpErcnvkVDFajAmVBD4AHQp8fwHKmrg3gMPAS7BTQF061hzMHfhmdNOwkix1kQAhD9sl+MgZgvzdkD1mUy9XFYcw+gAE6AGVBPgX2EBPgBNsUVBwg1CcV9D7tts/5uFeYegBR6+5SzW/APoDSoGMEOuE8g7wI5iFaY366sEgrH98gZNwfjs6Upg3I8X/4b4M+6DIA9yJ5VFT+AAHDE2pkjLRIDGCBJIdXOmBmgAbUFm/V+qlCtiyTfFExXl8D/BhSmG8GvyGYZQBzm9yq/kkcaaaSRrlV/AIjU/MLDC7D6AAAAAElFTkSuQmCC) 1 1, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjUlEQVRYhe2WMWgUQRSGv7ezm5sJhhzR4jotQypJupQpbYQrYxc5sBGFEIjCWVgnEDFdQAuJdum0MxDUaKPYJFwhEgNKqvNEze5ld3Ysdo8ETLS4vWhxPyzLGx77fzM7780AkJqlSmqWK/wDSWaczIEtg1rxwptvThPAg3bFxvYilKaBemqWpk4TwAe0CoYHIdJgpwBSs6gl9NeFG1GvAbzsFe0DLWAH1DioWWfclOOhPhUAG7cHbew1gPtgnwHjQN2Z5iXHQk8hPAAVlI6E3muwa2BHMwipxv7tnkHkv4DcQA5APoDbANaAC0BdBWerjnvlHgGoCBINoQb7Mhv2d7FsAI+BMlB3JqnG/p3CITygs9N1BpNLqV2se3EIoeZUMDydmsVCITz4HgFaBSWdVeURKX+PNH0F6kEOeB3UTGoWC+uaHgzls040JMdkBE3gLdgV8DX4NWC6KAjPxs0ILGB/X4FDNZ1LGpCsZ6GqgZpxLHQN4akg6JRYZOOfJyaKlJqk6VNIHgEVoOaMjDuedFWinTKMALJ98AeJ/AD2snyrAc35b93440kond3f+ejxcmoAER+4kg2oNQnjbfl0ravzwnfGaPBzAE4GEFsBLgNjebteEeYb3ZhDfhoehnYE/ARnQYSsMwLIALgzmTnbwKoXzr7v1jwHUAD7wCioq+B2EA/gM9hNHOcQNQJ2Iod9buODd0WY5wBE0N4hm91k/gBKg2ohdh3sFqgxsiO7ESS3WoUBSNjac0atwuBWZkqnL0zkd4MqUM17xCa0PxZlDiAAjgXtTKglDAADhBFE2pmhUaAGpUkbt7+oQK1KGK0J84WtgPwtITXLZfhatnEM0AqSu4WZ99VXX339F/oFLXjh427ChOYAAAAASUVORK5CYII=) 1 1, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhe2Wv2sUQRTHP7Oza2YuiblEi+u0DKlCUggpg6BYHoHgFSkih5VYSMr7K+wM2EgiNmcqsTEQxB+NwSbhCpEYUGJzOYxm97I7OxazZwSNFrcXLe4Ly/KGB9/PvJ33ZgFIdaWU6oUS/0DCGSdLYIogl71w9fVpAnjQLpnYTMJABailujJ7mgA+oGQwUoBIgZkFSPW8EqG3LngY9RrAc6/oEGgBOyCnQN6xWsxabqpTATBxu2BirwHcBfMEmAJqVreuWeZ6CuEByGCgE2/C2CswdTDjDkKWY/9yzyCyT0BmICMovIPiBlAHLgI1GZwrW64XewQgI0gUhApMduiGdjGjG8AqUARqVqfl2L+aO4QHdE66cjCZ5OAupvj8GEIuyWCkkur5XCE8OIgAJYMB5bryJ8mhPdLRFyDvZ4C3QC6mej63qenBcLbrREHym4zBJpx/A2YZfAV+FajkBeGZuBmBAcyvFfihoGntSAOSZRfLKshFy1zXEJ4Mgk6LRSb+dmKiEMNN0tEGJA+AElC1Wk5ZbnfVop02jADcOfiDhP8V2HP5RgGKC2E3/vgitMpqGbkWNCcDWHEGEU0CV9yCrIvwcFt8uNfVfeFbPajAj3BVOBlAhCU4uARMZON6WbDW6MYcstvwODRjkCZYA8ID5JFbT8/A/pAzZxtY8cJHb7s1zwAkwCEwDvIGfN5BAPARzkZYfxdhx8BMZ7DPTHy0mYd5BkAE7R3c7mayB5AKvrQQZh3YAjmBu7IbQfK4lRuACJt7VgcrUNhypnTmwnT2b1AGytmMeAnt93mZA67YljlldVuJUAIaCCOIlNUj40AVBmZM3P4kA7kiwsO6YC23Coi/JaR6oQj7RRPHAK0geZqbeV999dXXf6HvxDfjf0MpgxUAAAAASUVORK5CYII=) 1 1, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmElEQVRYhe2WsWsUQRSHv5nZvZs5Y3LE5jotQyyUpLsikkAaQYQDm9hFrrSSlPdXWAZsJKJNwEI7oxEMIWDQIuEqiQEljeeJXnbvdmfHYvdIodHi9qLF/WBZZnnw+96bN28WgMTMVxKzWOEfSKTG8QrYMqhVGbzcPksACd2KjexVKC4BjcTML5wlgAdo5U+UINRgFwASM6dFIDYEm+GwAWT6Co+BNnAAagbUPWfkguOGPhMAG3VLNpJN4D7Y58AM0HDm23VHdagQHoDyi9gIgF1gCyxALYXwdBRdXvfjvaFsR7YFZFmqEMbLUNgE1oFLQEP5F2qOa+UhAagQYg2BBptlqQ+xxU3wXwFloOGMq0XeldwhJNAvrU5hMqniIVY8AR6lEGpF+RNLiZnLFULC9xDQyi/qrCVOpPQRif8G1IMM8C6o5cTM5TY1JZzPso41xL+JMC0wb0FtgKfBqwNLeUFIG7XCtOvtrxU4CWs5lzyDeDVdqzqoZUd1YAipfL9/zkMbdU4NFKLUIik0IX4IVIC6M96M49ZAc6J/DEOAtA/+ICF/AEdp/LlxQHOxN4g/UgRJv/vDdBtOkZMFROgBt9MPncciCPfFx6cDDSjPmTENXgbA6QCiVwFuAtPZuF4V7DQHMYfsNjxZ2kkgxsUgJCD79S1Adyw1Zx9Yk8Hrd4OaZwAK4BiYAnUHOgcIAD6BH+LEIUJMgp3NYF/YqLebh3kGQAjdA9LsqtkDKA1RG2E3gD1Q06RXdtOPt9u5AYjgy5EzhTUo7aWm9OfCbPZvUANq2YzYgu6HvMyBtNiOqnamp0UgAQMEIYTamfIUUIdi1Ubdz8pXayLorAt2cquA+FtAYhbL8LVsowig7cfvczMfaaSRRvov9BPszOAhc2EVGQAAAABJRU5ErkJggg==) 1 1, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACj0lEQVRYhe3WsWsmRRzG8c/s7JvshjsMV6UQtAxXSa67MpVaePA2B9HqJKWVXJm/wjKFhUa4IpETYqWHIMarDkE8UojEFHJVLnCSfXPvOzsW+74GJIfF+yZa5IFldplhnu8Mv3lmwcO2Xtpt6yX/gcJuWy+NuJ9YjGzeKZrHlwlQnLIU0vCtedaw8bCtVy8ToER1LfYWGqrEKuy0dVWG5tF7weCiAQpoOMExDiIrkY9zrle/y6pLAUhpuDCfhvv4JPE1VrBxlOt3ty8YooAYe5PvJ/gxsZdYxkbIdf/TYXlhEMW4rSAywK+JB9jDm9h4Lfb6X2WLFwIQGYyoTroiHIxBDlvpAb7AIjZGue5/PixnDlHwd6VX8exdIR6OpO8nEJH7C7G3ttPWM4UoXnSmVYy9qvxHZyk+G2p/KPhmDPhR5N7ODFOzuD5e9YhqdM6AnuIo82Vis6QqWcfarCCKF2k4SEjd5Ocqc/Qy5/0RmxBZj9zbzqaGKMTe5IgNTtPwlQPnQjgaafdHfIYlrIdcrzyeMicmx7Cr/jOYVyj8iWcYpO7oVs+9MY2/IoRmUv2TSc9VKc+VQon3IbIzDM3Td8LvU90XZZ3rqhwD6LLgXCVhqeAObo7jevNusD+NOePb8MzEjcAoyYIg8BICcwXXcBNPsdUvmp+mNYcydu0JliMf4iAIr+Oo5edWPozCjcStMey3bRo+mYU53Q4MTjnQre72+BG74Hmb8CjzS+z6j7Hf742OZwZwHJpnMddbC51JpStGiVvjf4M++uOM2Dvlt1mZQ4DtrGpyXfVCo0bDYEB1PdfLWJ/ndkrDP3LsbQ1Cs3M3mNkOhH8bsNvWi89Z1IXU8Qcz3P4rXelKV/pf6C942OVQIH/U0QAAAABJRU5ErkJggg==) 1 1, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhe3VsWskZRzG8c87724yE3IYg8hiY3NFsDpid2UsFCXNwglJJScBGyu5MrV/gGVKSXEIa+WdhQZsTisRxCOVxBSS4ojBC9lJZt8Zi9kYkYjFbqJFHhhm3nde3uc7L795fuBeXfTW6qLnP1BYq4veiAeJhcjWZ9nwu+sEyE7phVTdmWUdm/fqYuU6ATrI52N3bkieWIF+XeTCcGcQlFcNkMGQExxhL7Ic+Sg2xcp7jfxaAFKq5mZTtYtPEo+wjM3fm+Lt1SuGyCDG7l/nvk0MEkvY7DZF/42qc2UQnfE9Rxl5klhInMV2/l18/ELs6jejR4PgaNoAWaQckZ+0RVhCZD9J3+ArzGNTU/TfqjoLUwfgz0rP48WzKO5X0sMxxMuRB3Oxu96vi6lCZM9b0zzGbt7528uueHCmfpi1hZlHPozc708xNbNb468ekY8uWTAjO2z4PLHVIe+wgfVpQWTPU1UmpHbzS9VweNY0uxU7ENmI3F9tTAyRid3zX6w8TdU/LpwJ4XCk/mLEp+hho9sUyx9MmBPZuTnEC5hLFYRjHKBM7a+bV16dxF8nhWEem6JMF5teqqiZqYU7eLMdGxyH4dNB+GWiftG51RR5pz2BUpsFl6oWeoFV3B7H9dbjYHcSc8bd8HyQWAyMRhqZIHAGgZnA64GX8BTbg2z4w6Tm0BlH7gmWIu9jb0bQMFfzY63Zj8Jize0x7Nd1qr6fhjntCZSn7OE13B1fMuYjzwg7DT9FFrUte3fQHU2tJ3SeheHBbFNsz7UmubYY1bwTeSXSR3+cEU9O+Xla5hBgtZFXTZGHMFRgSFmSv9gUS9iY5W5K1a9N7G4fh+Hg8RS7Yvi3BWt1sfAbC9qQOvpyisd/oxvd6Eb/C/0BdYDnp4a1JhMAAAAASUVORK5CYII=) 1 1, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhe2WsWsUQRSHv9nZzc0cIkdIcYWoiEVIFaOYEFAh2miZMmXkSitJeX+BpWXARmKhkMLCToPEu4hF0MJwRZCYQlKFA2N2L7tvx2I2KNGrbhMt8oNlmdkH73tv3nuzANh8tW7zlTr/QMo7DhdA10AW4+DG+5MECKBST6U3Dr05oGnz1ZmTBAgBE+mDKlgDegbA5m0Tq/QN6lZy3ACBf9l9oAtsgUyAPLQumMG9NCcCkIpUU/neAR6DfgVMAE3rRu7hWscKEQJEWpMKAOtAGzTArIdQJk3Xl7No4liOozgCiiglARkB+whYBi4CzUgns7i3tWMCkARCA1UDuohy75zgWsAzoAY0rYtmw/RD6RABcJha42G8NPl2jloD985DyEKkszmbt0uFCOBMAphIawPZkY/ZTo5+AfKkAHwAMm/zdmlTM4C9IurQFDV5xCDdBT6BXoTMQNYA5sqCCFKpJL7q/8zAb9p1LtiEcNEvpQEyj2sNDBFEOjrs8yQV1ddQqXQ3R21C+BSoAw3r1ATu+UBz4rANEwBfB/2lYA/Y8fbaAOYClwbxTxir3FgniW9BbUD+auiQIYUeB277HVmO1dDGV3VtoAEVWtczkCX4LPTNgELXgbvA5WJcL6ImO4M4h+I2/LXUw5Dh0Cgc4A78vhsCdQUYATaApTiY/jio8wJAAPaBUZD7oLYU+XlgDXTbkdcVDIOuFrCvU8nWy3BeAJBAZQsYA6aLB5A7IF1F0AG1DTKGv7I7WXSzWxpArM7uWJcvQfwZxHggDeir/t8gnwKmihnRhsqXspwD+MZ3LWNd1cTqgKIWEzDGuh+jQAN606nIt0hXlmI1tIyaLC0D/SdPIZuv1KBWSyUF6GbR9dKcn+pUpzrVf6GfFYTtM9WifDEAAAAASUVORK5CYII=) 1 1, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkUlEQVRYhe2Wv08UQRiGn5nZvZshRi9qyIVClIpQGbBCqistKbHDXGllKO8voLSkNNiYXKIxdliiFVIoISGB8xIJoSAXvbALu7NjMXsBf1x1e2hxb7PZ2cm+zzfzzbsLgMkOqibbq/IPJLxxsAKqAnYtkvc+XiWAhHI1sWf34WwJaJjsoHaVAAGgQ3U+BkaDqgGYrK0jkb5HTMXDBpD+Yk6BDtACOwv2mXGihvukrwQgsXYssT92geeg3gGzQMO4W49w7aFCBAChUiQWgC1gExTAoodAJ8lxMw3Hh7Id+RaQV2ljsBrMKtAE7gKNUMWLuP3KkABsDIGGMQ0qr7JbiUSwCrwEKkDDuGAxSA4Lh5BAb2m1h/Ey7qxikRsewo2DXQlVumSydqEQEq7FgA6V0pD+8lCRHGaoDcjeANfBPgW7bLJ2YakpoZtXHei8J3+bcH4CvAL5FlINaR1YKgpCJrYc+67/cwUu6cS54DUEa/7W1sEu4waHkKEKe+c8TqzoO1GI85MMuQ3BC6AK1I1jFvdhoJzoHcMYwPdBfwlcFzjy85UG9CSTg/gjI+F63d976V/lSEsC9wB47EdsMxLBzlcxMVBABcbFGtIcgL4AguAYeAjM5HG9hpjYHcQc/BZcMlU3ISs5VAlE6WI8KwE1b84OsB7JO9uDmgMEYAFOgWmwT0DGAnsEfAPx3TlaQsjboOZy2I3EpltFmOcAxFBu4aubv3hkNbiOEPIziBbYGfwnezcNpzqFAUTixpFxdh2iL96UXi7M+X+DbAFYyDNiE8r7RZkD+IPv2to4oyORkPdiDFob150G6nA2n1h7GKryeiTKTcREYSvQP3lymWyvApVKYhOAThoWZz7SSCON9F/oJ11Y7HZRYXHlAAAAAElFTkSuQmCC) 1 1, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhe3WsY9UVRTH8c+d+4a9b5mV2cTAFiZGC0IohKyJBeWWklAslZQkW1oZyv0T/AsoCWpFshgkWyyFMRsKQ7QQaTRrggsxBkbRnQcz712LeWwhYrOzaLG/5OXl5J7kfN/JPb/zQHmjWSjXmwX/gUK53iwYu6TWF10enu3cfpUAHU8tjEJ92owLWC1vNEuvEqBA6s7FWTuS2hKU15s0jOGWs6Hab4AO2LGDAbZEi6KPSnnJVzm9EoBRXc+OUn3Pgk3z7mIRq+Wj/L61/YXoQDfGSTTjBz03zbuj5x3zPi5DXi6ujPYNotO+Uxs9M2dLz5rffKZxFKvdI3HZjdzfH4CoMpb8KQmegTnbzVu+dciX6GO1rPNy8elo6hAdPL/pScd496Bnu+n5HJ+gL7rUPRwvlNebqUJ0PFEhdWNMwt8Oe37Jb/veMZtIog9FF8vr03PNjrm2A2NJfjEhHDZwxE2vu62QFFZwYVoQndHvdaVG7YUO7GrGIM/aMG9i09GK6KK1vGeITjfE5yNW5fwPLWgVegZ5zoaxK1jAShnyoq/35hPPx7CCkEPxr9ldf+AhKrWE9OajvZSnGAqpjLlSq9QOvSwxU4QnTuE9EF0bVuHuT+f2ti+KcjYnhcqkCy8FCDuO2nYcJ9W+wGXnw729FKfdhrvR2JxGkRtCQGx9oVHYMsZJ3MXV4bnON3stPgGYrIEdnPDAcQ8caofhZ29IObkfxvpqp1rYjVFT35lG8QkAlae2TL7uTPsQJfcNQu2WYwrRcZOVfW98rjuYGsDwcXhYFvmqWd+JkskNp/Zu+2+w7NcWlU1P/Tit4mitZy2ncpjTsBu0CJWhVL6WT2DFjDOjut7u5nh1WIVrzoepdeBl3rercr3pe6w/yjUMxh9Mr/0HOtCBDvS/0F+sn+GatQZA4AAAAABJRU5ErkJggg==) 1 1, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtElEQVRYhe3VwWscZRjH8c/MO0tmUmvWpGgo2uKlFFEiW/TQY07iMcectCGHInqRHvMveNDjklowuQaKkFs9iEgPEnoxxoNthBJLQBtbm9l0d/b1sJso1uphN9FDfjDMDPPw/r7zvM/7PKC41p0slrqT/gMlxVJ3UscVlbqgWb6T3jxKgNSeyXZSvW7ELBaKa93powTIkNdOhlG7cpVpKBa7eZkmX3g3aR02QAp27WIHm4KG4MMiidNWYn4kAO2qGm3n1QY+UVlFAwvF/fi25uFCpFALoff2mrop3zltTeU8Foo0zmQftQ8NIu3fewbrVk3YNOG6l6x5wTks1MbCjE9j/XAAgpaO3CO5Sq/oxm2VPyTvGfEl6lgounEm+7g9dIgU+5WeCwfPirfiq90JnzvrG9QFV2onwmyx2B0qROqhFvJaCLnsLx+fsx1PuS642gd8X3CpWBxe10yd7P91R67zZEAyZscb7jjjpkwuM4/ZYUGk7QdVS4XKExk40KidOO6GjiYI5gWXNOPAEGktCftHrNXeq54amIzZiRds6/gMk5gv0tiwOlif2D+GLaiF8M+LjfgN99BSyZGf/XUQe7IyJnkRYkt1sOjfKkZZ8rMpvAmClbJM1n+cG2xeZMWJmMu09LLwVIDkgec9NI0z/XbddDnZGMSc3hb8YVoZV8liW6bzp5KsZG7pqLyIdSyXc+mtQc0h0xsDuzgvmPOVzQRedkrh+/iMu8ljdZUpWx7jRrtbrQ3DvAdAy55NvIKL/YtHnnXHdnLabTV3Bef0RvZGZ662MzSA8pfkXlGLy0Z9K8j1KpyfXBA0bGmg0d+Qr+25PSxzSEAz5kUr5mWW6CO0lPJiLJ7HvBEX21W1VYthuSyTFZeToWUg+beAYqlbd1+9HSvY6XwwvPQf61jHOtb/Qr8DAffo+sIsAswAAAAASUVORK5CYII=) 1 1, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoElEQVRYhe3WMWwcRRTG8d/s3J13DREnQMhFJCgtV8iRKFK6pDSd6YLcQYUiQnFKgSwZpXCL5AIiFFLFDQjR4NKiQjSxXFmmIHJhwimA74692aW4uwAKgeLOhsKfNNqd3ad5/3375r0Bxa1qodiqFvwHCsVWtWDouqQt2u5dz745T4DMwEIZ0qvmrKFT3KpWzhOggbx5Kc47lUtWoNis8l4Iu94L/bMGyMCpU3RxJFoWvVtk9YqP6vxcAMqU5ss8HQh2VPawjE7RrV+3cbYQGTRjnMzvC+6q7EoW0Slivdp4vzwziGx8zcezfcGBoduCXbyCTvO5uOrDun02AFHfUO5XuWSUdC2Hw8ptwVdoo1PU9WqjU84cIsMk03Px8b1Gw2EqfYzPBC96wVbzmbhWbFYzhcj8rI+8GWOu8deXcc6D9JvPZXZ0PRS9I7pWbM6uamYujb96KDd80iAWTnBX5QsNuYZ1rM0KIisfpb6E5IkI/Ekn1aC+Z2h7RGVddM1GPTVE1gxxssX65SA93bAIJynZM/QpFrBexHrZJ9PVick27EMzxn9cLOMRjtGX5Mhf/mUa92S9Kkyyf7Lo36puaoXoNbwJop3eIOx///Z0/SIrnq1zDX1RX3w6QChdxhtYknwp2XYzHEzjnNEv+MNp8nydadWllkpr8rjOtHB5PPZxp3cj+25a59AwagOnWBS9FSpHmuAHleO6rg+D8JLkyhj267JK387C+QiAvoEjLOHqeBDlMt2Qwq7KQ9GSUcs+GN5odmcG0PsxHBet+o5598c5MKkLV8Zng9XHqOwZOJyVcwhgo86LQZ33YjBG6OvJi3a9iHVzrpYpPWjW8U7vNOy4GWYWgfBvBsVW1faTdlkn6A4/mF34L3ShC13of6HfAQv16Rr3tL4cAAAAAElFTkSuQmCC) 1 1, auto;}
}
div.testarea{
animation:rwdcur156060 1.0666666666667s linear infinite forwards;
}
