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0%,0.525%,100% {cursor:url(data:image/png;base64,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) 8 28, auto;}
0.625%,1.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
1.25%,1.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
1.875%,2.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
2.5%,3.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
3.125%,3.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
3.75%,4.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
4.375%,4.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
5%,5.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
5.625%,6.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
6.25%,6.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
6.875%,7.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
7.5%,8.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
8.125%,8.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
8.75%,9.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
9.375%,9.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
10%,10.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
10.625%,11.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNUlEQVRYhe3VS0xcVRzH8e99TQeYGWSGmUo1zdA0k2pdCJEL1riQKARiogu66KY23bhqwL5iYmzBGBc1qTERF7Jx1WqKiUvZsDSZIcJSTMGZlhoMtUXsPO/r74IwC0vpkYBNDL/kbm5yzu9zzz33XNjLXh4f2c3J9SeNUALEwh/vGkIJIKLR0jC2KwglQMW38AKT/ZFLO45QAgSBieNbVLwQB6KXdxShBtBM3GD9qgU67fH6Smx59ff3y+Tk5JZYTaFfaPoSPA/d9QhbNWKhKomIxzPNPgeTLg3mMo75C5F4kWhrjdHxAl1dXeRyOQC+OHeWM1c/27TLVFkBzbIQdAJ0qi6Ymk+jE+D6AaYhBP4twvFqvTydTpPL5bjw1ilitWU+/GGKtmOvyNDQ0EMIJUCoJYRfcvEdg8DUKTpgVX0c3ydkCTWzTPLpEqPjBcLhMPl8ngtvvEusDNEHSQAmJiY2nVsJEGszcWsGbklwiwbuA4O1KvxZcQj8Fdoyq/Unv/LJlfUxdyo0Fj1Glq5h2zYzMzPbByQOWQQeiAhe2cQpN1C+18id34XEkW8YHS9g2zbnR85z/MRxPoqf4NL96wC0t7dTKBTgEftNCXDgqIlugBHS2Ncg7EsalI3b5Ju+Zuz1RWzbJpvNAnDZepsx93tuXL/BydMnqVarjyxXBrQ8D75WwWONMius6DdZS+T4+eWbdHR0kM1mOau/SdRwGXOnmLz2LRc/eP+x5cqAkraIq61S01Yos0Q5tci8vUAqlWJ2dpYR8zWam4WnWhcB+PTzq1su+78GFPVfceUuVe0uteRvzNsLpNNp8vk8Z6I9xDPLxJ5r5b3vluju7t74/lXOGDVARbuNY/yBJO4xby/Q29uLaa4Pjb1aIvJshHNf/URnZydzc3PK5aqRo1OdciR3WAAZHh6WgYEBERG5+M4h2Ugqldo4gnc2IiIv5A7Li/MHHzrrRUT6+voknU5vu1zpZ2Q2uYQaPbpXExxzYvX7g4ODeJ6nvOG2BdA0Da3JxQh7hCzhx9Bf9bJMJsP09PS2y1UjLy3vl561xD+XeXfe+WaAnvut/1nZpoAnWb4B2Mv/N38DXNhmLZT+jnwAAAAASUVORK5CYII=) 8 28, auto;}
11.25%,11.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
11.875%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYhe2VzWscZRyAn/me3c1kNx/VUl3dVqhiFyXJ7gRxQVjSqx60RA8tAbFWEbJbmiKWgh7q1eBBaxUPNodK/gIJBDxJdpON0FsrsUREkJAmZt3dzM7sz4NmhSYkQ82aSx4YmJnD+zzz4+UdOOSQvZFOLq4edESogImxpzsWESrAq+lcHjvZkYhwAQ0dr6Fz5e2n9j0iVIB4Bl5NZ7Nu8OF4al8jQgVomxathkl9w6BeNfj4/ce3Ina9RkZGZHp6etdYPVSAkoLGPQKgbgiW3eSTa4/S9+SfxPrqqE6AElPwIhabts3Z1Bqu6zIzMwPA5JWCFK5NKg8foB1B0WyUxgre2q9UdZ9IT5MgUAhU0EzwLaMtHxoaYm5ujonRV+g2Glyd+o7kwIvy6mtntkWECljb0LGtBJbdhdKMUFv5iQ3Hpz9ZQ9OEwNKoR6OcTa2RyWQol8tMnB6lW13B8TcA+Pz6FzuuHSrgflVHrwuWqWJbx3CsXu4vlelPVkmcgroT51xqlWw2S6lUojj8Mr3eXaJ+lcLtXxgeHqZUKj18wGpVBUXQFA1d0zFXTZzoS9z9/gcioxHeOfFzW34plaen/iOOVCn87pHJZFhYWADYcQ/s+PIB5NSRqwC0WhCIQjNQqDY1gqOPsLp0gYGBASqVCpeig8T02/TGfMZ/E7LZLPPz87t6Qk3gj4aK34JmYNBs6dR8E3G68JfOk0wmqVQqXDRUnB6NeEJh/I7guu6ecgh5DtQ8k/XNGOtelHWvC9908NfPk06nWV5eptCj4zwTJ5E9ysU7Hq7rUi6X95SHnkCtGaEhGqIZKKaBNN4il8vx3rsXAIi/8BjdJ/spTi4wODjI4uJiKHlYBD4V9M9Esb8UQPL5vGzxwZvp9n0ymdw6BfcVQb8uWDcEkEKhICIiY288K8XLJ0RE5Na3NyWdTndE/neAdUP0vq+3nfVnPoqIiEgul+uYHED0+FdiH/tGep+bkidO32oHiIjk8/n/JA/3N4wamI6KGVNZnnkd/tlgxWKR2dnZ9nOnkNjxm9L//NSDX9rRsf9rEZFEepv8/0NEDk6+1XCQ8kM6zl8dI1+Rs3vWgwAAAABJRU5ErkJggg==) 8 28, auto;}
12.5%,13.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
13.125%,13.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
13.75%,14.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
14.375%,14.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
15%,15.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
15.625%,16.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
16.25%,16.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
16.875%,17.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
17.5%,18.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
18.125%,18.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
18.75%,19.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
19.375%,19.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
20%,20.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
20.625%,21.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
21.25%,21.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
21.875%,22.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
22.5%,23.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
23.125%,23.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
23.75%,24.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
24.375%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2VTWgcZRiAn5n5ZmZ/uzZJLWoWQsUfFi9JdklkTwkIuRSrpta2KXiJKCg7KU0PlaIe1KNBRKStvbQiJSdPwVOuCZOfi7laa8FDi6W0uzu78/d6KJuDK+kQsxYkDwx8MPA+z8w3fAP77PN4pJfD9ScdkSjg5PxLPYtIFKB8xcnzL/YkIlGA7it0X3Hi4+f3PCJRQEpMlK8w2ibTnw7taUSyLfBs0pGF4ZkYnsmxLwY7ETteU1NTsri4uGOsShJgNG2IIZsB8YTYDjj61WEahxq0+j3a+Qg/q9FK2/ipFLeG7jM2NsbS0hIAC86COAuOtvuA+wZaLoMWGeQAqYe00wESaUQ6RBYEtrktL5fLrKysMPf6PH2tHBd//oRidVDeOj7dFZEs4OEguh+gpe6ghQZ5IEyFeH4TDMG3DbxMZlvuui6zr83T3zyA8TAPwOXvr/zj7EQBql5AvBDdyqI3PIzWHfpEozlQ524KmvkCt4buMTo6iuu6zIzN0f+gD62e4cJth/HxcVZXV3cfIPUMoglK01BGjNw7hPqjzmBo8cvRNL8dubn95MeHzlF4cBCznudL36FSqbC2tgaw+2+g2TAeLWKIRRFHNu2gQOPXYW5efZ/h4WFc1+VY5hwHgyyHwwKfS+2x8sQB7ZZOGAORCbEiDC0CPceN5nsUi0U2NjZ4Qz/LM0aeZ7UCF6VGuVxmfX19R3nigMi3iCITiRXEFrFm82M4S6lUYmtri1PK4eVCgadzNnO3z1KpVBLJEwdIkCYSA8QEzeS6zFKtVvnogw8BeOE5gwMDfzK3/g0jIyNsbm4mkidFzvC1zPCtzGiXBZCJiQnpcOGVme11sVjsnIJ7ipzhOznNJQGkVquJiMi7pUk5XzoiIiI3frgmpVKpJ3IAOc0lOaGudp31n72aFhGRarW6a3mSfZJT6gqxsggyOmFO8dPv7zy6IcLk5CTLy8tJZ3WR6G8YGSaRpRNbekeuATiO86/kSZG3s9dkeuD6319zz/a8K+DNp7rk/ylPVN4J2Of/y1+d4litCCX6bwAAAABJRU5ErkJggg==) 8 28, auto;}
25%,25.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
25.625%,26.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
26.25%,26.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
26.875%,27.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
27.5%,28.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
28.125%,28.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
28.75%,29.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
29.375%,29.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
30%,30.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
30.625%,31.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
31.25%,31.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe3Vz2scZRzH8fc8M5PZZHZnN6m0UZKDPQSyKMmGgNSDgagoSUCk5OoPqIKHYmtNIcRWu+0moIJKU/oP1Ivxx8F4CHgIHrwkJgFhI7mEsqF0tTbR7CaTmdn5eoibg9budGkslHxgLnN4Pq/5Pg/PwEEOUjuyn4urB42IBDCm4/uGiATQfR3zu+Z9QdQEiAjKCyEI0GdS9x0RcQKC4YHmB6jvk/cVUROgaRqWa6DvCIa7i2C2pYq469PX1ydTU1N3xRpRlPa2iSYaLj6hEkSvEP54BN12SCQ7OBzrxLSu46lDBMYhVu0c3d3dzM7OAnD53dNy8uNPtLoBTaUGjEBhhLApHqKHhDEfQtBFEVNL7KjH98rb2tpYXFxk5KVXcMIi576dofWpp2V4ePhfiEgApxRjxwswfR3T17nNNmFDSGjv0KAcAsPGMw6zauewbZtCocDI8ydwtiokNh0AJicn77h2JEDyzxihLnjlgK1Gn8ZtkxuyyVbSJ2G2sm3FWLVzdHR0MH5pfBe9VqKp5HGq8DWZTIalpaX6Aa1BnDAI8V0h+ENwVcCRXx1W3N8JnrBYtXP09vYy8vYZjg8fJ9vyMudvfwNAe3s7a2trAPWfgWbPBlFooYYW6GglH/1mnGeutZJ7c5xMJsPc3BwA75svcMGf4asvp3j1tdcpl8v/WR4ZYNwM0Vwfreyj3EfRyy0YG81c/O0KnZ2dLCws8I56joTuccH/gS8+v8a57MWa5dEBxRSab6BcE+Va6OVGsreukEqlyOfznDKOkUz+QqotDsBHn37GyspKzXKIeBOqkoW+GUNtNf5dfpV0Os36+jonExmST97AefEop38u0NPTw/z8fKRyiDgB5VoorwHlmWRvXWVoaKg6XpxnA+Ltcc5c/ol0Os3y8nLk8qiR9x47IecfeUsAGR0dlYGBAREROfvGUakmlUpVr+B7SrQJeCaabwIwMTEB7P4jRIT+/n6KxSIbGxtQx5dHOgOab0JgkrPG+NDI7b0fHBzEtm3y+Xxd5ZEBUtEwKxZmxeJsMLZX1tXVxfT0dN3lUSPZphGZsD745x7Xted1AXLW2P9WdkfAgyyvAg7y8OYvrElN4USQ2PkAAAAASUVORK5CYII=) 8 28, auto;}
31.875%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe2UT2gcVRzHP/N29s9s9k82SVdNExiCpBdBEsxGW1AaLEsCpVBCL0IpvWpIrSYoKpKDUvRQVr2FeKhYUw0evEkwgrfdaHIRDymyoYViQi/Jxt3ZnTf78xB2Dxqzw9JYkHxhLgPzPp/3e995cJzjtI4c5eLqcUv4Eoj/fv7IJHwJ6HqFZPHCkUj4EvDcEq5Xprt46ZFL+BPwHDzXoSo7pO9dfqQSLQVEBM910LVddK1C1duh78FUQ+LQJ5vNytLS0qGyhg8BMfIDYAYJBC2CVg/xcC/d1iCE7lEN2lQD/WjVixvowjM62FWnGBkZoVAoAPDZu9eZ+uDmgSyzlYBhGPDTSaiDB8BDyoEAlk4RMx1ETOpE0SrWhNu2TaFQYObSBRLK4b3F73lq6IxMTk7+Q6KlAIByPFAV6rqGF3JxFJRUknhYECOIVifQKsWuOkUkEqFYLDJz7hUS3kPitRIA8/PzB67tSyC0p/ECBoGqwgtX8LTLXv0unnURt6MHrZ5o7vyjGx8CkHiwRrS2x7W798lkMqyurvpBHRiJ3eqW2K1u6fiiSzq+7BLrTo+EvktL589npe+PHwWQTCYjXy/eFhGRudQZacS27UYp259AbEdhiIHpGZhaYWpFsmTxwpbJpwtnyWQy5PN5AN4PBplzXb658xWXr1zFcRw4pOy+BDp3woS0ScgNYFWCpP60sHU3nywsMzQ0RD6f57p6lnjsN+Zcl6XF28y+/U5LuG+B1G6UUM0k6oQ4oSKkdJzcwjLpdJq1tTWuWSbJp+N09j8JwMc3c2xubraEg8+bMFmy6HGi9AU6SFX34bZts7W1xVR/nOTpkyReHuD1H+4zOjra+P9bwsHnBLqIkDSDhMoWuc+XGRsbwzT3P02M2cTsOm/M/cLw8DDr6+u+4X4jr772okxfPSeATE9Py/j4uIiIzM4MNNueTqcPbfu/xdcEzHIYo7S/di6XA/ZvSBEhm82ysbHB9vY2tLFzXx0wygaqVGNmZIS3nrnYfD8xMYHW2nfh2hZQezVUqYbSvdz49dsmbHBwkJWVlbbhfiNvvnRaZp87//czbuvM2xKYeX70P4MdKPA44Q2B4/x/8xf9yVvK3CNujAAAAABJRU5ErkJggg==) 8 28, auto;}
32.5%,33.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
33.125%,33.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
33.75%,34.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
34.375%,34.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
35%,35.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
35.625%,36.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
36.25%,36.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
36.875%,37.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
37.5%,38.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGElEQVRYhe2VTWhcVRiGn/s3M8l0clupWXREo9IunC4SMz8wXYQEHSwWpUgWogvdCKWLTJK2YOkPRkq33WepICUuK3SkEBEUMpOYWWQfSndpKjqdzNy559z7uagJaGp6GzPNJi8cOHDge57zncM5cJCDPDvSzeLmfktEErDvlLomEUnAUuD88H5XJCIJmL4CrbAqZ/ZcImIHAmxfYygf897eSkS7A16A1dHYnsZQCn46uymx4yiVSjI3N7ejrB1FwGkrjL/LhKYglkP468dYycOk3BP0J47jxO/jm/1ou5/V5Aj5fJ5KpQLAl7fKcrN8y9i1QKypMXUAoY1IDLF8wkQHQsESg4T5Gx3z+BY8m82ysLDApxc/xOvz+P5qhbfTp2R8fHybRCSBRFOhfRNLCZYKn3Qi5hAmO8TMFNruwbePsZocYXh4mFqtxucX30X3tQhSjwGYnZ19au1IAqlGiLYC/A2F6rFx2hpDoOW6pJyXacfdrZ3XajU+mSzgvdSg09vkTvkBhUKBarW6e4FX9CFCHaI8Qf0ptE3NH2u/88gDfTLFanKEXC5HtVrlowsDdI408FJN7pV9crkci4uLALu/A686SSxMTAwMZWG0FNb9DeLf9nLji1EGBwepVqu8d6GXTlLhu5pfJoRsNsvS0tJ/wiMLJB6FGL7CaCvMxx7W2gb2+pt8/fAu6XSa5eVlRqZM/JSF7xosTQi5XO6Z8MgC9loTo6UwGx5mI4210c/M+l0ymQwrKytkyzbiugSHD1GffEA+n9+x7c8tYD5sYjZ9jM7rWG2LmfUfKRaLnJs4D0DLTdPT9xr1yZ8ZGhqiXq9HgkeNXB4YkCvH3pFrR0sCyOjoqGzm5OXC1jydTm++gnuaf8CnpqZEROStz07JG5fOiIjIN7dvSyaT6QocQK4dLcl19/S2t77nq3MiIlIsFncNj3JOct09Ddompm2cIMEl/d2TBRHGxsaYn5+PWmtbIv2GEhg4gY0TOJtwA2B6evp/waNGZno/kJvx8X+3uWtnvk3gRvzsC4M9VUBE9g3OvsIP8iLyFxsvc5T65srbAAAAAElFTkSuQmCC) 8 28, auto;}
38.125%,38.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
38.75%,39.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
39.375%,39.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
40%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe2VX0idZRzHP696PL7Hc9wxF2dstbkV0o5b4SEdnIuEUBjdBIEQBNHNYkaw9WeBskS7KbtoIyTaRYGLlcObbhaERkG76QjaGAhr1tzWcaY5Pcedc/S8f75dyJGatt780yD8wnPx8sLv83l/z+95H9jKVv452sziRfdbwpPAQx+NbZqEJwGnzM/Dp69sioQnAbs8gF1Wxt73L2+4hLcOmH7sbQGsoMkj7wxtqIQnAStg4pSb5ANBrIoQ+9/4tiBxz9XY2Kj+/v57yhoe+Ap9L5QXvkwO/8wsgV+nCI9P8OB1l6crxb6xRazkGFZqinx+liPqpb6+nkQiAcDrH3Zy6ljXqqwSLx0o8rkIAwtz6XnRZmH2NnlfjlLLxU2nsDKzK+DPnniBhQo/X7/9KfGdB9TS0rJCwpNAcblw88LwGTiYLOzcTi49j/XLdcqyLlYqST47xRH1UldXRyKRoPnEYbIVpcyHUgD09PSsWtuTgK/CAcDJGrjlRTizJqmaPYSv3KAq6TA3d5OX1UskEmF4eJhDr8VJPwB3Ag43j/9AQ0MDQ0NDaxco3r40R8UI2UI7hJsuY9o5yMxXp2m1PyEYDDI5OUn1m4+SrnS5EzLIH//5z/C1z0CpJjAMGwCjOE+RP0NJ1e9kHrdpvfUB0WiUk50nAUiWZ7C3hdCxn4jFYoyMjPwt3GtUk76omvR3emzugmpnPtf+335U5bUvBCgWi+ls3zlJUknHXhUSiUQKx3HdUfT2l6qdOauD01e159ZFhcf7luGFhDsOSZLO9fcpGAxuGBxAT0yfUc3kiHYlv1mGx+NxSVLw1QPa3fGcJOmz8+cVjUb/FdzTDKTtWhatCbLuPHPVz9PU1MTAwAC7jx6muuopXLMagFPd3YyOjsI69/zuaMeNC8tf3tbWJkmKvvSi9rW+pV2vvCtJisViG9r2vwiEx/tkXv14xb/efKZLkhSPx9cM93QXBMbOYOdTOFYOx8rBk+8tvZBobm5mcHDQa60V8XYdWzkcuTjOQgFuALS3t68L7jUqGe2Wcanz7jZv2p6vECi+1PWfwVYVuJ/wgsBW/r/5Ay4Kq1A9G2E+AAAAAElFTkSuQmCC) 8 28, auto;}
40.625%,41.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
41.25%,41.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYhe2UTWhcVRiGn3vuvTNz78ydO3+kkcmILiMTckN+VFxkYxFMaFokaAUXoQsRqsRgFhG0jgsRleJAsEHrLhsTF1IiErIJbgrJYgJJiVQQShNQN9VkMs383HtcTRZtSE/HxoLkgbM5i/M+33c+PjjhhAcjj/Nx8bgllAS+1c4fm4RaBwyTb7TXjkVCScDUI2i64GteeeQSSgIiEiNkxBAixAwjj1RCSUC3XEQkhmFE0TWTr3i5KXHkGRwclPPz80fKGkoCTgpNNwCdoFLHr9X5Upxmzyyzn76Jn3VptCdotMW5GzO5Ulyiv7+f5eVlACamL8vLFye01gXST6CFo2i6CUAQ1DEaAVAGIQjsEH4qehDueR4rKyuMTL7Fftxl8YNPef5UTo6Ojt4noSTwZ5uOFU0QtS1CYQuEhv/3b5i+QcUy8NMOe4kIM8UlstkspVKJ05OvU4m77DpVAKanpw99W0ngptRxHImbtEmkOog7SbgF+3f2kAmL3VyCmeIStm2ztbXFs++eZScVo2xXuT1+hYGBAVZXV1sXWNvVCGkQFhDRBW67w9NPvUDul3bWn2twtbhEZ2cnHxY+BuDXZIOyU6c2PktPTw9ra2sAh87AoZf3IHtHfwQdAg0CE+p2mP1Mhkrvk/x+LkVfXx/vvDfBG6+ex7z0EvXCIgAdHR1sb28fmaPUgXJ7HN8M40ctqo5DNZnEb4vy14iB53kH7TUvnaVeWGRubo6xsTEqlcoDi1QSuJs9RSMSoWbHqNkxiBvsnBHk83lKpRLG+Is4bo564Qdmv5vjk8JHSuHqAsk0vhWmblloYe0gfH19Heftc2RTvWRoA6D4xedsbm4qhasi3dmqjH0fyPi1QAJyeHhYSill7s0LMn/xffnMhc+klFJ6ntfcgsooreLACiFCsHNGMDU1RRAEAJi309y54XDj6iRdXV1HTvu/QcavBdL9yb9v1zfJ5/MPXXkTpRnQTIkekmSu19ATkj86wwAMDQ0hhGBjYwNarFzpCzRTIowAzTgI1wC6u7tZWFhoOVwVmfq5ITPXa/e2ueW2P7TAIeH/KY81vClwwv+XfwABRiirWmsaQgAAAABJRU5ErkJggg==) 8 28, auto;}
41.875%,42.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
42.5%,43.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
43.125%,43.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
43.75%,44.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
44.375%,44.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
45%,45.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
45.625%,46.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
46.25%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYhe2Vz2scZRjHP7M7u5lN96e0i2KDs1EXi/GQYCaIngJJSDxEJCL9Ayr0UJJqqyd78NBDPVSht5ztQYMonkSMBwnCrs1aGiol1fxqi6tms7uZzf6YmX08xN2DWepLm1iQfGAYGJj3+5nned534JBD/h05yMV9j1pCSeD4m7cPTEJJwAt00fP6rQORUBJwA924ukFq8sa+S6hVINiFe6Qbxwjx9KvZfZVQEnCCIbxgiIYexjEinBj+riVx32tsbEzm5ubuK6sp5EvknCB1IdCo0mVv0b31O/HCPV4KN3klIei3f8K5exOn9AWNQINTtjA4OEgmkwHgvbevcOnymY5ZukoFfMEmgoZDCMLgc11qtQK2V8VwmjTKBZzKZjvcNE0ymQyTk+ehFuXLr9/HevkJmZqa2iOhJOAPC826oAU1PDtELX6Uam2b0uYasrONU1qnoX3LKVswDIOVlRVGXjvPzlaU7WIEgNnZ2Y5rKwkEEh4Anq3RDPvwCiFK8hRrv63jbW2wU/2Ktyq7X37x4iUA7tyJYpe62ViewbIsstnsgwv4j0n7Lo4gTwrNksEfgRf48/MrnK64WJbFzMw5Tp58g8ee/YDC8gUAUqkUq6uroDZvHRFzwZZUtiKpbEV6c7Y883NZnssXpeeHZQHEsixpoR+7ICIiV69+KoZhtHbEQyHpX8qSXtsNfX7znpz4Pi+JGysCSH9/v4iIaMmzokf+Dv/kMzFNUylcqQV6zEXTbHy5EOWIRilRpdiXIplMsri4iB6d4ag/xvFYHICPPv5QuexKB1FA8jhLQQqxBqUjdYp9JqZpks/niUXOMJCIMdYbZXHjLENDQ639r9RzpQqUf41TDzfY6WpS7DMZHh5G13dfHTGj9DTDXL72DgMDA+RyOeVwVeTxa+sSX1oVQKanp2V8fFxERE73vtsevmQyuS8D11EgvrQqoVvLe856EZHR0VHlgeuE0gw0gi6eZ+O/vgA/ftN+PjExgeu6D7XP1X7HXh1PBM+rwYsj7bB0Os38/PwDh6si+s2caNcX/lnmA+v5HgH/3vD/lEca3hI45P/LXzS0lIaY3AguAAAAAElFTkSuQmCC) 8 28, auto;}
46.875%,47.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
47.5%,48.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhe2UT0gmdRyHn/k/r+878+po425bMr4HqW4ajnXZQEhRii5G7GFjycOyh0UrXQL7Q0FL9A+kaGPFU2Rs6y06LILQJXhfSU9FpzQsSjZqV+11HGfm12HzJdJ1f4i2EH5gLgPze575zHe+cJSj3DniMA9X77aElMBko3JoEpIN6EwckoSUgIGGomlc9jlwCSkBFRsz1VEzlY+PH6yElIBmdqNio6c6Wqbw0X01iT2v3t5eMT09vaesIsEXn7edJaveIFm/RqxXiY2YyFL5M28QeQXSe4okXj2x63I9Nfh0fIbOzk4qlQoAb458yMvvnd+VpUs10NiCYjko2pNw8wsyNUOPEsgDqkpmmaROvgYPgoBKpcLpp0bJRS6Xr73CA48eFwMDAzskpARUv4SSX4U6B9N6Bn67SmrexEhSqqZO6jr8ktlMjc9g2zaLi4s88fgoVtWluuYAMDExsevZUgLLIk/BqcNtOIbutaA4Pvx4iWjjD4ST42e7nqm/3/zixbcBWP/JZW29jq+WhwnDkLm5uf0LfLumYChgqWBqHu4xj5ZgEu/7L/n6xCJXxmcIw5Dh4RFOnXqah7w3+O73VwFobW1laWkJbjNvcgKrKimwlcGWAlumRZRvonryLX79wCMMQ8rlMgAl4zV+2HqdK59d5cxzzxJF0W3h0gLXTZdUs0itHJumw2augbQhz41LOu3t7ZTLZZrVF2jUnFvwqWleGrtwR7i0wEZDM4luE+sFYr0Ajs7qpIrv+8zPz1PSh3mwWOT+Qj0A74+/s2ft/4zUItqwG4lyHpt1xRo8CAJWVlZ42DnPIyeKPFZy+WT5ebq6urb/f5kdI9dAbBRIDQPVgtVJle7ubnT91qMnA5d7M5XRb16ko6ODhYUFabhshHNaCHcwE4AYGhoSfX19QgghLpQGxXZ8399ewQce4Q5mongu3bHrhRCip6dHBEGwb7jUDCimQLMETWMxze9u1u739/eTJIn0wO1fwBCoZoZiCFZGrBqsra2N2dnZfcNlI7zRRDSNxf+u+dC++Q6BXeD/ae4qfFvgKP/f/AXL5y1Az18bVAAAAABJRU5ErkJggg==) 8 28, auto;}
48.125%,48.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
48.75%,49.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
49.375%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe2VS2hcVRjHf2fuY2buzGSindRHO2VMW2MvIiSZmMCsEhCzsosaEB+ooKUuykyqqaAWFMStwYWKUTetCwl1GwUhKzFh8ti5aUEZN4IYbeZxZ+7Mnc/FMFmYkh5ixoLkDwcOXPh+v/Ody3fgMIe5c6SXxUN3W0JLYGju2Z5JaAmYvsfDl5/riYSmQAPTr3Py7ZcPXEJLwBIf0/ewGh6Zdy8cqISWQNhoYLcbWF4Vy6ty/IPZrsSea3p6WhYXF/eUNXUEjhgWf1CHAMQzaYYj3PfhFaoDJ/COPEhgJ1EqRtiPEvEj/PVUhvHxcZaWlgCYf78ghXfm1b4FjhoGUeXwu2qAv02rYtKMJlFB0CmhbKwgvAPPZrOsrKww98pZ+uJ1rsx/R/pMTs6dm9kloSXQr8rEzDBxFeE31YTaFq1ynJp/HDEMjCCM4zk78GKxyNzTT9AXq5EolwFYWPjitrW1BMxyBcP0sE2bPitMyojz05+/UEkdA4mQ9BJsnc0wOjpKsVhk9slx7o1s45QrFL75lYmJCVZXV/cvENquICgMQ2GGDB6wthiIOvx44weiR1/k5+cHd07+xkSGe8xtEkGFwvc+Y2NjrK2tAez/HzBuVTsbaaPagmoFOLUmL9yKcOGT0wwPD3fgrkMs3iQZb5H/Vu4I1+9AtQ6tNlY7wAza2I0WcS/E+Zs10uk0GxsbXHJDJFIGyQFF/rqQzWZZX1/fEw6ac8Bu+MS8Bk7NJ17zSdSF8zdbuK5LqVSikDVJPJKkf+R+Ll3vtF0Hrt2BqN/E8AUrEKy24tUbQi6X4+LF1wBIPn6MxMkUs6+vMzIywubmphZcN/LRGeTjIWThtBJAJicnpZs333p0Z59Op7tT8EAjnw4hn53qjNd8Pi8iIjMvuTJzeVBERL76+qq4rtsTONCBf/mQuWvWP/ZeVEREcrncvuE69ySfnzKxA5OQOJjtOM+USp0PIkxNTbG8vKxba1f0nuOWQUhsQmJ34QqgUCj8K7hu5GomJtcGU/9sc8/ufJfAtRP9/xnstgJ3E94VOMz/N38D2xNWSVPtHe8AAAAASUVORK5CYII=) 8 28, auto;}
50%,50.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
50.625%,51.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
51.25%,51.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
51.875%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhe2WT2gcVRzHP29md3bTnU2yBbtSsFjFQ1cP5s9u6YIedvFsW5NSoSL2Il5shW4O0ha9VgTBHHIotJpdaY0oHgQPSQ6VQrsJG6QQ/11KA1Kw0JjE7G7mzft5CBvaJm2fdWNB8j3OwPt83vf95jGwla08PLKZizuPW8JKIPVSuGkSVgIqJnTlNkfCSsDxDG58cyTsGvAEJ2ZwYtD5ommrhJWAmxRUQlAxQXlCco+0JASQVu58BkixWJSxsbEHyioLvux8t4FZAplXBAsu+pYDSxo/+J3n/N/Ippr0poQO5zrm5i+8dnWY/v5+pqamALh4ZA+HKz9vyIrYNBBNheiog/EUUUJMA8KmizEecbfJjrghEb+NvnE3vHTwVTppcOrrn3D3fyWDg4PrJKwE3CcEp9sQzgvac4hFQxorEcIgSjICuxNCMDfFwNVhstks1WqV0itv0rl8i2RjEYCRkZEN17Zr4MkQ0Qq3E9xul9Bf3Yiux9mVENQf4wxcGaanp4dqtcp7ew+zfaHOtiWf43OXyWazTE9PP7qAt0NjAKUVokPCuiL2rOKvVJTc9RoD339KOp2mVqtx4un9pBbqJJeWOb7yw53wDWfAagif+fgmRAzagHENK56h6TQJInMsHy3g+z6Li4uc2FYkETTZri9zTIRcLtcaxPtyrBpY6GigXdCeRitN4NQR9SfmjQKZTIYPTp4EIBHM05W4xrF5obe3l5mZGdtNPriB+NlfxRudFXf0R2F0WihfEkD6+vrkQrksIiKnd3av3QfpdLp1F7Ql4lauCZWa8EV1DZ7P59eAp/ftEhGRsS8r4vt+W+EAq7uuXFmDFwoFERF5u/8pef/QCyIicvHCqGQymX8Mt/sfcDTIChx5mVKpxMTEBG8deJ6ufVH8ntsAnPnoE2ZnZ6ENZ35vhPIlccrj6+76dz7sEBGRfD7/yLVbfYbO+XEUAZGwgaMa1I++vvpChGKxyOTkpO1a62J5BAaXAEfpFlwBDA0N/Su4bST6+XcS++ybe2tu+7TfX+Dct/8ZbEOBxwlvCWzl/5u/ASs/hN6W5F8LAAAAAElFTkSuQmCC) 8 28, auto;}
52.5%,53.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
53.125%,53.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
53.75%,54.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
54.375%,54.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
55%,55.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
55.625%,56.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
56.25%,56.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYhe2VT2gcVRyAv/dmZneTyf5BxIomIAUDWQvJhpxECAS8JAEPIecaKl602kY3bcRWuzVZVKhYU++yBcHFWzwUPOTkJTEJCBuMhxw2CjHbJLa7ye7M7Pw8xLVgtTsujQXJB+/6vm9+7/EGjjmmOXKUm+tHHREowLw4f2QRgQIM38VKf3MkEU0DRASNA8rDuHDroUcEm4ByMbWDUi764rcPNaJpgFIKU6oYUsOkitIuTC00Ih64BgcHJZ/PPzDWDFJpqQOUHO7ji0aUgZ/+DsO3iVbiPFGLYD0XxvlF422bbORs+vr6WFhYAGD2s/PyztlPVMsBoXoZbXiAj9QFwcDXEaj7GEqIvKCp/XRP3tnZycrKCq+nX4JYlblLt3j2yedlfHz8vohAARHKeHUHQ7sYygUB3w/ha5uQq/G2TJyfD+W2bVMsFnk7/SJtsX2M6F0A5ubm/nbvYAG1bcQI4VntuNKGpQ9QCPvEidYtDtbCbORsuru7mZ39AAAjtoluL5M9VySVSrG6utp6QIdXwvdAqgYiBp4OE7N/5bau4nmn2MjZDAwMkE6/ydjYONOZx/jw8g4AXV1dbG5uArR+B2zrDhowlaJNGYSUS5QfObF/k5ncq6RSKRYXFwGYfM/i2hWX/Nd5Jk5PUKlU/lEeOOCE6WGqOpZyiegqMaOCdWePqze26enpYXl5mdcmNRI1+PyKy5df3eT9S1ebygMHxMwy4T/kVr2KUamQuVEikUhQKBR4+ZyJxOP4iQ4Arn38Kevr603lEPAl7NBlOvRdLGcfo1ohc71EMplkd3eXsbNRfos/zU7sJLnzRfr7+1laWgokh4ATCEsV7ThozyFzvcTo6GhjvOzEnqHU4fPDW9+TTCZZW1sLLA+KvDv5lFx+43EBZHp6WoaHh0VE5ORUUhokEonGE/yvCDQB7Tko1wUgm80Ch/8IEWFoaIitrS329vaghS8PdAeU60LNY+ZMmI9O32seGRnBtm0KhUJL8sAB4tWxOFxTX3h/ynp7e5mfn29ZHhTJvNIu2YnwX8+4pTNvKWDmzH3y/5RHKm8EHPP/5XeSZlCAzCzmSgAAAABJRU5ErkJggg==) 8 28, auto;}
56.875%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhe3Vz2scZRzH8ffzzOyvZncjjSz+OmwUggc9JJiNKHiIlCUR9BLBemjR/vDSmKQ2QREt8aCioKw9acCDB3/Q/AFpUnLoRXajySX2ECsbarFhKdJk12R35nnm6yEmB63JdGksSD4wl2Hm+byeH8zAfvaze2QvB9d3GxEKkDrxy54hQgGMDmh9rbwniFAAG/XxlaXtxJ1HhANoi1U+jYiQOXb1jiJ2BYgIVvmYiIfBo+FaHjr62xZixyufz8vk5OSOWDcUU3lY5W4+bTRRR/PoyxV4JErj5wiNKw7mqibpO8St4vKapru7m6mpKQDOnhuR8cFPVVMApRScvgQqwALEYd13SASGZMJFPCGoQczo7fJsNkupVOL46AsE6TpfvnOBx+9/WgYGBv6BCLUCWtXB1QSBwUqUutJUPU0qEUM8hbqhSRnN5TVNPB6nXC4zOHqISHodSVUBmJiYuOXYoQBRXcNaB0caWCeG1YZaMsDOJfBXWmgzmsW/Zv7BR+8DYNLXCA7U+Hz4V3K5HHNzc80D3KCGq0CUAjQBLtZNsNLq88AKLN68j1wux8iZYV568TAn3zvIF+/+DkB7ezvLy8sAzZ0BgIRaRYmglEVj0MqQkCrt7g/MXJsml8tRLBYBOHI2wlfjPt+e/4ZXjrxKvV7/1/LQgBiruMrg4BMJ1kn8cZ222A1mzl2ks7OTYrHI4dMak3I4P+7z3eTXvDX29q7loQEHZA3X1onWbxLXNdLxKtOFi2QyGebn53l+2EVaWwnuSQLwyceFHZf9tgGJ9QoR2SDmbNDibjBdmCGbzVIul3l2MEVw8EFs+l4ujfxIT08PpVIpVHloQJwqEbdBi9PgQmGG3t5eXHfz1dV0lo1kkp/e+J6uri4WFhZCl4eNPHPqOckPHRJAhoaGpK+vT0REHh57UraSyWS2PsG3lXBb4Hik1ObYhUIB2PxCigj5fJ6lpSUqlQo0MfNQf8OkUkS1x/HRbl5/87Ht+/39/RhjQh+4pgFR7RHTHhFt+OzDxe2yjo4OZmdnmy4PGzl65ik5OfbE3/e4qT1vCnBstOc/K7sl4G6WbwH28//Nn2G3UAmZ4Z3OAAAAAElFTkSuQmCC) 8 28, auto;}
57.5%,58.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2UT2gcZRjGf/PNzP5LdrdNcdGW4qbIBvHSXclE0FNA1+TiZYUK1VLF+gdiktYWsaiJB0E8LAHxkqJUUAMuHsVcIt66e0hA2oMhkrUpLUmxNd3s7szuzHwewgbUNPu5NBYkD8xlYN7n977vMy/saU/tJXezuLjfEEoAfe+s7xqEEoBuevSd2R0IJQARBy0iSb11555DqE0g7KGHPbSI5JFX7i2EEsDGTz56zMOIuIguOHJsowWx45PNZmWhUNgRVlPwlwdfvEbINuh2BW7awL1q4KzoOEs6XbcNDriCgLFBT/h3ouGbfLVk0d/fT6lUAuD8p6f5aCS/rZfR1l1K9p/4DTfs4zVM4gvg9wnEbR0toKH7gOYRDa6zP3yTi0sWyWSSUqnEibPP4cRsZt6bJfPQkzKXy/0Doi0AgB20afgGTc3D1QIc+AX8wwJnSceUGt3mHRJdN7i4ZBEKhVheXubVs0/jx2oQrQAwPT29be22GdA0DUd3cAJVKqE6t8I1ru+rEVxxMB/0COpNDvcsbnX+xZefA1CNXaMeucrM2M9YlsXs7Oy29ZUmII06HoDh4AqwhU4lWOXRtTiZg5e5cPlZLMti/O0xjj3/ArkPeyi8fwuA3t5eyuUy3CVvSgCCGpvLBkwfIRroZo3Kw1e48N0klmVRLBYBGP7A5PvJJjPffsPJl17Gtu27mqsDGDV0v4kQLrrmYGpV4tzg1/wk6XSaYrFI9rSgEdX5cbLJ14UZzp97t625MoCpVdC1JrpwCFIlIv+gnJ8gkUgwPz/PU2MGfjyOv68bgKlP8juO/S/NqQAEZI2gXiHsrW+ZJ5NJVldXeXwkSjV+CCeW4tL4CgMDA63/X+XGqE0gqFUxpE1A1CjnJxgcHMQwNj9txFL43Q9w5cwPZDIZFhYWlM1VJQ+NfSyT4xMSkKOjo3JoaEhKKeWRc8/IlhKJROsE/yspZqCOKesATE1NAZv3QUpJNptlcXGRtbU16KBzpQyY0sHE5uip4zzxZm7r/fDwMK7rKgeuYwBdczAaVQzhcemzwpZZKpVibm6uY3NVycdG3pDp147/fccd7bwjgKOvn/zPzLYFuJ/mLYA9/X/1Jxe3Ssf+CFLiAAAAAElFTkSuQmCC) 8 28, auto;}
58.125%,58.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
58.75%,59.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
59.375%,59.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
60%,60.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
60.625%,61.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
61.25%,61.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
61.875%,62.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
62.5%,63.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
63.125%,63.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
63.75%,64.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
64.375%,64.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
65%,65.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
65.625%,66.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
66.25%,66.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
66.875%,67.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
67.5%,68.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
68.125%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe2UT2gcVRzHPzPz5t9uZndbt6tSrZNUU+lBSDCz4B+EgF0SkF4itYdKFeqtJG3Nopba1kMVFUoQqriHCAb/0Ny8pJfcd6ObWw85mND2kogxtbvZzc7svB7WBNGaTtfGguQL7/Lgvc/n/d6PH2xnO3eP3MrL1QctEUlg34HRLZOIJCDMBt0H8lsiEU1ANBB6g739p++7RCQBPSYRRgPdWMN98dx9lYgkYKZUjHiIbtbQzRqPZS+sS2y6crmcnJyc3FRWRBLQqpC0gSYyrOH7Jg/3XKT66y5qvz9Es+pgBHEypk3GsiivuPT19TE1NQXAhyc+k+9ePK60LaBpK8SUAC0VAxoEQQW/aqPQhEAF3yBpmBtw13UplUq8cXAUu57g0pUzPPX8o3JoaOhvEpEE1rRFFPUmlrIDbUcSgGDtFqs3G0ip4Wgmj8dilFdcLMtifn6egy+PYq8mWLvlAFAoFO54dyQBXVSQsoavVgnVX0ind6MIhcpvaahZ7Es5/LjcevlHFz4GoH4jQb0S48r1ETzPY2Zm5l8IqBWQClJTQGiEchknHWPvs9C38go/zHfheR4nR97m0OFX6d35AeXl9wHo7OxkYWEBoP0esLQqAJIQTZGoShMr5vPMkz+TL3yO53kUi0UA9utnueqf5/tvL3P0zdep1+v/CL+HCtRRCTH0JroIsY2ARzpU8m+t0tPTQ7FY5An1JGnN4ap/nsvfTPLO6fxd4dErYDSw/4BbRohjKpw5FpDJZCiXy+wXIzydTLKnIwXAp2OfbFr2PyfSIIrbPnGziWO14OeOSVzXZXFxkeec42R3J3mpK0Hh+gmy2SylUikSHCJWwBYhpgBLb8H7+/sRonX0BTfBrtBn9KdT9Pb2Mjs7GxkeNfK9L5Bnv2yN1+HhYTkwMCCllDLfdUSuJ5PJrI/ge0rEJoS4EEDA2NgYAIqiIKUkl8sxNzfH0tIStPHySD1gqAJLCMYndvLdV3s29gcHBwmCIHLDtS3QoWvYqoGJwWtHr23Auru7mZ6ebhseNfLS13E5PpH+6x+39edtCYxPpP4z2B0FHiR8XWA7/9/cBp/CJEzk/tmEAAAAAElFTkSuQmCC) 8 28, auto;}
68.75%,69.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
69.375%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhe2VP2wbZRiHn/vOZ/vinFPHxYg2qAdDYEBCjogjGtohUFkJEgyNGDq0iImBKP1DSiWEUBiqCoTAwJYpQS20uAsbipSBCTs0WZgiKgcoCIWF2Klz9t35ZQBngJB8shoqofykW06673m+9/vdHexnP7tH9nJxdb8ltASedm7vmYSWgBe0GO6p7ImElkA19Nn0Q55N33sJvQmEIZuhz3pDeD7z4z2V0BTwqQZN6kGT3xshp/p+aUvseOXzeSkWizvKGhp8SfINFhHipsUDls0hJ8ZjaZsfiHKkYdHXMDkUKFK+SSI0OFZVDA4OUi6XAfjw/Cec+2BiW1ZEZwI+TaAFIfwGmHWTlB3gdUeIiGC3IBGoLbjrupTLZSZenCLlJXnnq7d4ePghGR8f/4eElkCoPEIUfivAD6PgKZI1heHEsMQgEyhSgeJYVRGPx6lUKpw5MUWqniSoOQDMzMxsu7aWgOraIGyYYDbwwhh+GPD9RouToU3aT5D5C+66LlcuvwuAdSdJsNHF5Z/OksvlWFxc1EFtG+lOz0l3ek4SvZ9Koveq2M51iUa/lCcPfCvFvl8FkFwuJ59fuyEiIi+lpqUd13Xbpex8AnZqHcMQDDNERQKUGWA7NTLZnxn/eJZcLkepVALgpPU2N/1prn/2BS+/chrP82CHsmsJxJLrRKwA0/Kx4pvYPXdJH/aY/2iWbDZLqVTiOXWeB02Hm/40xWs3uPTmG7vCtQW6klUi0SbRuEf8oMJxPOYLs2QyGZaWlnghcpbHe3o40n0AgPcK77O6urorXFvAdmpYCSGWMumKbjBfmMV1XSqVCqecCbKHUyQPely4dY6hoaH2+6/zjdETiPeC5Shss8Z8YY6RkREikT8ffcRt0N26zYVbVxkYGGB5eVkbrhs5/tqrcmLytAAyOTkpo6OjIiJy8dGRrbZnMpkd2/5v0SuhWUeMKgCFQgEAwzAQEfL5PCsrK6ytrUEHO9f6GRlGnaaqMTw1yPFLT2zdHxsbIwgC7cJ1LNBUNUJ1F6UCvr7y3Rasv7+fhYWFjuG6kaOvH5VnLj719zPu6Mw7EhieGvrPYNsK3E94W2A//9/8Adg4VGmwQxvxAAAAAElFTkSuQmCC) 8 28, auto;}
70%,70.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
70.625%,71.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
71.25%,71.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
71.875%,72.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
72.5%,73.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
73.125%,73.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
73.75%,74.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
74.375%,74.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
75%,75.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
75.625%,76.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
76.25%,76.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
76.875%,77.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
77.5%,78.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
78.125%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEUlEQVRYhe2VTWgcZRyHn91smjZuFpNm2WxraxILsaMguzQRFzUgCeJBrEhAwUNuHuyhghUSMGAFBU8ecvDkoaWNMfUjIB4k0oN66AbWgJ8FjVLXJm1CutnNzs5MZubnQTdUN9Sh3bUgeeA9Dfyfh/edmRd22OHfUSOHh293RKCA2XefaVhEsB245jJ7ZqQhEcECCi4UXD7+4GjdIwIFhFZsQqubhK41Mf3RE0iqW0SggPCyBUsWXHHYbUZ558NHqxE3XIODg5qZmblhbCiAX58cOQKdu/C7W+GeVpxDHgvur3xv/85iZZ1iRXjmLjYrLUgtLJ1cpb+/n2w2C8DQ9GE+f/bHbV2RIDvQUnkM50qJsP01vg/NrW0kumL8HLoKPvhuGM9urpE/f+IpzJjF3Ks/cK7pnEZGRmoiAgXEK/sxN0sUN3fjlr7ABw7Ek9wRzuP6ILsZz9vD0slVUqkU2WyW0RPDODETt60EwOTk5LazAwUkykmcSDt7K3GKlSRXL+QJed/R/XicL53LeGaMpddXSCQS5HI5nnvpQayOInbrBp8e/42BgQHm5+dvPqDDiuOHhRfySZZFd7GPtc/uQ+Up7N4k+TfyRKNRlpeXefrlbqz2IlbbBuePO9fLg7xv2yI/dkF+LPfX+lZe+0U5nZeU6ykJkGEYmn7/rCTpkYmIBt5GkpRKpapfxC0hr/2i3I5FOZ0/yY5flpm0tdBTFqB0Oq1T752WJPVPRFQlkUjURQ4gp/OS7MSqrK6yVu6y/iav8sDEnZKkMzNnFY1G6yYHkNVVUHmfpfxBc0ueyWQkSYePRdU3cVCSdHp6SoZh1FUOoMI+S79cJx8aGpIk9b5wQPePPyTjraOSpHQ6XXc5gBbvLm/Jx8bGJEnG6MPqfeVJ7X9ztKFyAC30lHX+ULHmX7/ntWOSpEwmc9PyQHfBV70brEd81sM+a80eL36z988HEsPDw8zNzQWdVUOg29CM+JghYTZtyUMA4+PjtyQPimb71nXKWPvnNjfszGsCpu4t/GeybQNup7wasMP/lz8AE4bVrXJ6UcMAAAAASUVORK5CYII=) 8 28, auto;}
78.75%,79.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
79.375%,79.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
80%,80.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
80.625%,81.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
81.25%,81.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
81.875%,82.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
82.5%,83.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
83.125%,83.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
83.75%,84.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
84.375%,84.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
85%,85.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
85.625%,86.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
86.25%,86.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
86.875%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYhe3UvW8bdRzH8ff57vx0thOuttOIulhFggq8JLHPQyxVMmFh4EEBpE6wUNqqqJeq6QCqBAsLAxUDlIIqQSNEFYkd5Q9AsRNnYGQApTBQNakbO2f77POXASVCbUhOEDdLPtJJpxvu/dLp9IPDHW7vySBfHjhohC/A9LOzA0P4ArQ1l+lnrgwE4Qvgai6u5nL66Q/2HeEPoAttzaWtd3gr++G+InwBehGVTrCPo7dw9BbvHvt4C7HrNTU1JfPz87tiNT+AUFqlswYtPDRpEeqGmBn5lGObKUZaR0h6cVKKgRHyCIc7ZOuTWJbFwsICALP2Nfnkmq38Z4CaUomGFTr3FBprLmqvSaIbwVM8ggQwCBLR2Y5PTEywuLjIa6/MorQT/PDjVYqTGXn9jelHEL4AjViXkBEkHFPoRhTqvzsYvQajjosqKglVJxp1yNYnyefzVKtVXnx5FmctQbsRB+D6l1/s+G5fgKa2QUs0ggmdkBEiZoa58/N9jjaTDBMmPrRJdr1EoVCgUqlQfGGGjXsmzQdR7vxmUywWqVQq/wMQeIAioKgqqhZgPR0keirK0k+/cD5ykhO/vrQdz45fZmPtCZrrcdyGTT6fZ3l5GWDHf2DHhw9NUldPAdCnjyh9PKVHV90knL7P+tk/GBsbo1arET1+mW7DoFc3EblIoVBgaWlp146vL9AONOnTxdM9+ppHL9gmEHNwztwlk8lQq9UImJdQnThGf4i6XMSyrD3j4PcgCrbpGA5udBM31kTiLXpn7pLL5VhdXUWL2IxKnInUMHX3EpZlUa1W94z7/gLdSBtRO4juoeh95J0/KZVKnDt7AQArPcTJZIKbyzOMj4+zsrLiK+53wmdPCp+PivLViABSLpdla2/m3t++z2QyW6fgvk64PircSAsgtm2LiMirz70t7524IiIit2/dllwuN5D434AbadFumo+c9R9FzomISKlUGlgcQLSv0xL+9oiYc6Y8//3xbYCISLlcHmgcQELfmJKYM+Wp747+Mya2bQ88DiDGLVOSc8mHY48ljojI8Nzw44n9G+DA4luGg4wfbuD7CzmcbLMMzTKLAAAAAElFTkSuQmCC) 8 28, auto;}
87.5%,88.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe2VTWgcZRiAn/nb2Z/sTluCiKNQPBR0pSTN7oZuTxswmpN4iPSoRy9mk7RFgm0xUuyx9JqjWCgBQVBwQYmFImQ2ITkEwYPmEBBas9YkuzuzM7P7eigJyLbpNGabSx4YGBh4n2e+b/gGjjnm2Ugvh6tHHREp4I7+Xc8iIgUEWsC88X1PIiIFuKqPR8g3WuXQIyIFeFqAq/t4SsC36o+HGhFtBXSPptaioXu4SkCFn3cj9r1GR0dlfn5+31g9SsCO4SLK4zlKR8UUjfudX0hrOla6SfylOqaRRfUfoIePSK2PUSgUqFQqAHxaviU3b5WVAwdsx+r4akhABxHBFI2+TpwUKqIB8QJqa2NPnsvlWFxc5IP3LmN4Gb6uXGXogi3j4+NdEZECtuJ1vNDH1wJaWgBAohPjVCeBGmsRCx+h+w9JrY8xNDREtVrl7XcuQz1DsJMGYG5u7omzIwXU4tvoomGGDfqCBA3DBUV4uWlhpFuY7h97b16tVhm+MIn39ymCepJfN8oMDw/jOM7BA3b6QqQToolHTbbQQ5U/Mw9xax5nQ5vU+hj5fB7HcTh95hKNzZN06mlqfpl8Ps/S0hLAwb8B41UDVQNFV9BMhSChsJFsct+8y8yNnxgYGMBxHJLWJZRmimRoUZMJcrkcy8vLT5VHDujYOoEBgeLjqS0a2hb/6A/464t72LbNysoKqjrFSS3NCcXid5kgn88/Ux45oB53CZQWnuriqU0a2jabs/fIZrOsra2R0cu8YVm81neCHzYmKRQK+y778weo2/hqi0BxcbUmm7MLFItFPvl4AoCibXGmP8Pt5UkGBwdZXV2NJI+KnJ55X1757F3pv1YSQEqlkuzy0Vsze/e2be+egofKf+RTU1MiInLxzQ/lyuvTIiJy96s7ks1meyIHkP5rJbGun+866z9PXBQRkWKxeGB5lH0S6/p5QjzCWJu20SK88tvjByKMjIywsLAQdVYXkf6GbQloG23aRrgrVwCmp6f/lzwqkpw9J+aXXXvcsz3vCjBvnH1hsicGiMiRyTlS+TEvgn8BlOl5aeApoD8AAAAASUVORK5CYII=) 8 28, auto;}
88.125%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEUlEQVRYhe2VT2gcVRzHP/NmdmcnyUtss/gHahXRg3VBE3YT2EoLWSMIgqfQeimCFSwW84fsgkpLe/NWxUsQBEVSquvBi6JWAgUPZROSgl4lrS2lNELb3c0mO/Nmfx62aa0p2yFmWyj5wpxm+H0+851578FWtnLvSDuHqwctEUngT/1T2yQiCTSMzWLPL22RiCQQhDHCQLHY++OmS0QSCENFEILUE/z16A+bKhGxAfCNg2+EsB7j8o7v1yRaXrlcTorFYktZKwJfznIGByFmgxfzcbWP11slznPE6uex6+dR5hK29SVWIkRdKJNOp5mdnQXg+MQnHDsxfleWE6UBH6GBQGgBceyajfEMTlcCER8aVZT5CkvfCT/wRp7Eajef/3yEF7I7ZGRkZJ1EJIGa8lEoEg2HeGihVmOoShxXJ7AkQJmrKG1QF8pkMhlKpRKvD+dxa90sVzQAU1NTd50dSeDveBU3tKnbDm7oYsI4jWoHXliiM1hC6WnU4m34nsFxVHk7lWoHZy6OkclkmJub27hA2ak2nxTrVhNdoUdwRcO2Ezy+eJ2+vj5KpRK7np6E8jbsquZ3/w74xv+Bq94NxBICK8RXhkAZrnsVLr9U4fR3l0gmk8zPz/NExyRe0Em36eGcjDIwMNASHl3AvYFxDHU7YDm2wjVvGetZl1+Ln6G1ZmlpicfUBL22ZrvVw2834TdXQcuVFkngWkeZuuNTi69SSyjcpxKc/uZTUqkURz74CIDnezRPdj3C1xfH6e/vZ2Fh4Z7wqJHXXjwkufS7snv3ezK8b1QAyWaz8u3JUyIi8ubOo7KWZDK5thFtWmTv4CF5ee9hGd7fhA8NDd0CjqU+FBGR4vQp0VpvOhxA9uRuw/P5vIiIvLXrgBSeebsJPzktqVSqLXAAGd4/Kq+8M7Zurz/uNZvIZrMbhkc6C149OMZqp2IlHrBi1/jj4y+aN0TI5XLMzMxEnbUukU5D31P4sRCjzBrcAigUCv8LHjWSnZyQdOGwiMi/a27bN18nMJh//7/w+5r79qatBLby8OYfM998YbgT2r8AAAAASUVORK5CYII=) 8 28, auto;}
88.75%,89.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhe2VTWgcZRiAn/lmZrObyWZpYpMabAlqW+oouMkmlsVTEql4KUgIIggKQuNB+kObrkFrIoKiIq3QkIun4E8g7U1QSFCkKLL5uSQHS4MBf0KSVpvdzWYnOzOvh7L+JaZj3FiQPDDX73l4v493YIcdbo9s5+HqTkcEClg++M22RQQK8HTF8sEr2xIR7ApUDNEiZA58UfaIgBMI4ekVtyLu/6SsEYEC/NxXeLqFa4RAWeTuHSlFbPq1tbXJyMjIprFaAL/80HAZI7yKqipguM0Y7k/ozjy68x0GA6gal1zY4EZthKXqCK2XrtHc3Mz4+DgAb5y8QO/5Exu6jCATcPMGvmthejrEJlC+ja4yaFoIlI+naSxHK1iqidA6/Lv8+aNnqCpUc/6zVzjw6D3S2dm5LiJQQKEQwlgTvKJGyFVQO4Py70N35tBMIRM1md9j0Tp8jUQiQTqdpvOxM1j5arLZKAADAwMbnh0owHF0HAXmmoFbMDGdCNrds+jObgjrXG2s4fDHV4nH46TTaY48cpJwpoZsrpLL358gkUgwMTGx9YBV0cADBwWuj14IsZLdS+zQHNMPNfD40DR1dXVMTk5yuPE0RmYXXi7K6Nqf5Ft/A3nl4qMAHx+hoApk9DxXsj8yODSNZVksLCzwQOVpqooWVW6MT+U4LS0tm8oDB+SUS1EvUlAued3hprnCbGyewdl+bNvm5d5zANxVtNitxbgkx2lqamJqampTeeCA62aWol4kqzssV6ywVHmTwbk+4vE4qVMpup7u4sldr/JlsR+A+vp6FhcXbysPilyIvS+v116U3j3vSHdjnwCSTCalxAv7zomIyPAHH4llWaVFVDbktbr3pKfhrd/k7e3tIiLy1N5j0vvg2VvyoQ/Ftu1/LA+0inPmKplQnsG5Pnp6ehgdHeU5u4t95s9Ef/kWgDfffZuZmRko09j/iHQ39skz+8+u2/X9sYiIiCSTyS2PPdC/4Nn9L5E1V8mF8jhhg8+/voimaYgIHR0djI2NBT1rHYGuYEV3cIw1PEOV5BpAKpX6V/KgyFH7RTkSP/bXMZf9tf9twBMPd/9nsg0D7qS8FLDD/5dfAS+7aHLQO7wAAAAAAElFTkSuQmCC) 8 28, auto;}
89.375%,89.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
90%,90.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
90.625%,91.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
91.25%,91.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
91.875%,92.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
92.5%,93.025% {cursor:url(data:image/png;base64,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) 8 28, auto;}
93.125%,93.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
93.75%,94.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhe2VX0hkVRzHP+fcc2dujjOKxcBuBKMPQlEPCo5UL2Esg770kIvtS1BE9LKotStFtYuGaxlk0qMbCz30154qcCGkp2BGUnoLIcbYxdDV1lLH671n7q+HTYna3NuwthB+4b5cuOfzOd/f4Vw4ylFuHTnMxfWdlogl8KV569AkYgmETpWv3AuHIhFLINCCRXHZefO2S8RsQBEYCJXiaz1+WyViCfimyq4j+CYiVIpv2G/iwKdQKMj09PSBsiaOwI4LoqqAg44iHIFvozFSjtCQruBlfZLuA+jgZ4xdI1WeoKOjg5mZGQDeOz8op4cnVM0CW4kQqw0RESKCIxov0kRYxFFo7xH07o/78FwuR6lU4mzfE2SSPq9/cJljDz0qvb29f5OIJbDpVQkshI5D6NyYWiISUpGDTgQYew0TLJMqT+B5HuVymbMnTpAxFdJ2E4Cpqambrh1LYNn7DVcc6myCxtBjxzWI0jRUNG7aktz5YX/n42MXAMhcv0pduMXA91fI5/PMzc3VLrBebyGyOOJzVX4lYTXZTD3+epoHbZVU+V3y+TxnBgc4+dQpRo43cW75FwCam5tZWloCqP0MbKddtAFlFI6n2Egqyhnh06afeH70ffL5PMViEYDzjS7DGyGfffwRTz/zLL7v/yM8tkB0zBC6ijCh8D3N9l2WDbPOtTcu0dbWRrFY5MWkJt3kMLwRMv3Jhwy98uot4bEFthoNoafwTRVf77Dt7LA2colsNsv8/DwDdxsa7m+g8b56AN5+Z/LA2v+cWBfRVkrYdAMquvIH/CK5XI6VlRVOt6ZpePheMo+3MPjFFTo7OymVSrHgELMBX+8S6IBAW9ZGLtLV1YUxNz7NPJajviXipZe/o729nYWFhdjwuJHjr70g95x7TgDp7++X7u5uERHpH2qRvWSz2b0r+F8lVgOBtoQqAGBychIApRQiQqFQYHFxkdXVVahh5/H+hirAsktytA8z/uT++56eHqy1sQ9czQJVsVRdqLqCHfp8H9ba2srs7GzN8LiRupFTkhw7+dcZ1zTzmgSSo33/GeymAncSvidwlP9vfgeo91D1JFQPjgAAAABJRU5ErkJggg==) 8 28, auto;}
94.375%,94.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
95%,95.525% {cursor:url(data:image/png;base64,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) 8 28, auto;}
95.625%,96.15% {cursor:url(data:image/png;base64,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) 8 28, auto;}
96.25%,96.775% {cursor:url(data:image/png;base64,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) 8 28, auto;}
96.875%,97.4% {cursor:url(data:image/png;base64,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) 8 28, auto;}
97.5%,98.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhe3VT2gcZRzG8e/7zuzOJt3d1G3YKgWZ9LC9eEkgG7wGTEguIkRBRAUPYqkhq2kjEtRWaKEthQZLUINXhZijKDGQg7fd0OTkeSNWsKI1fze78+f9eaibg0nTtyFpQfLAXAbmfT7vO++8A0c5ysMjhzm4ftIIK4D66p1DQ1gBXAxq6u1DQVgBnAQ4SsOXZw8cYQVIaYObNGht4PNzB4qwArQ44X2EG6McgcnhJmLPq7+/X2ZmZvbEKot+KUy/Rs04bESaWuARBC66rklsatL1FG01h+OrEdnViORKzI9zE3R3d1OpVAC4cus848M3du1ybVbghNPAUw6OSgINjFFEbgx4aCDZMBzbiLfLfd+nUqlw7sKLSLbO5EeznHnmeRkaGtqBsAI8rUPWVUArBi+ZRKNYjVPECXBrDpnNkNa/ImbnJkilUlSrVUYvvEAqW8PJrAMwNTW169hWgDOOUBOHmgO/mXUyyuMXFH/XNS11yN0JmP135teuXgFAZ++gWze4WvqVYrHIwsLC/gGn1ToBihBNQTvUkjF3k4afpMGz32l+mPuMYrHI+dESL7/yKmOf5rj+8T0AOjo6WF5ehgfsNyvAqXgNYiA2EBi8MKTd1Ln8R43c3O8Ui0XK5TIAI58kmLgUMv3tN7z5xlvU6/UHllsDsisbeCqmxcRk4gZPSYNjmzHuhyt0dnZSLpc5+77GZBy+uBQyPfM1H4yNP7TcGnAy2CIlEWkC0gS4W6BLa+TzeRYXF3m95CJtbcjxNAA3rk/sueyPDDghW3gmpsWEqFChS2v4vk+1WuWl4Qwmd4ow2873792mp6en+f3bnDF2gDQBCRNDqNGlNXp7e3Hd+4/ey/r8mTb8PHqbrq4ulpaWrMttIzKZEXMzK4CMjIzIwMCAiIicHntOmsnn880j+MAj5mZW4mttO856EZG+vj7xfX/f5VY/IwkUEjkE4+003j25fX9wcJAoiqw33P4BocIEGgkV3q2722WFQoH5+fl9l9tGoos5Ccbb/7vMh/bOdwB2KX+seaLlTcBR/r/5B+s6V5kx02XBAAAAAElFTkSuQmCC) 8 28, auto;}
98.125%,98.65% {cursor:url(data:image/png;base64,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) 8 28, auto;}
98.75%,99.275% {cursor:url(data:image/png;base64,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) 8 28, auto;}
99.375%,99.9% {cursor:url(data:image/png;base64,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) 8 28, auto;}
}
div.testarea{
animation:rwdcur74932 5.3333333333333s linear infinite forwards;
}
