@keyframes rwdcur27585 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhe3TzUuTARwH8G/Pnm1ue9yetvUwHzdnKm7zBaTFInEyY2kLKhAsIYvoINSlQ/+Ah6Bbty7RoReCZIWCxcRuogkSGeEhSseWcz667XEvzzO3+TyzQxexxO49n/PvlR8/QKFQKBT/u2NHBXi9XtJ/y+9rO9MWTH9LLy+EF6anpqaKf4ttH2rXuC3uQH19PZGJZ5ZfPX2VOKo+eVhTZ5fT5/F6Qn2BvkCHp6M7vhMnCh0FiIw4rbKo7kw+m4ztzxm6O2TrudLzuLBWGDSbzBAcQtrV61peja3Oipw4Lwvyp4kXE/yhA3i9XpJpZny2ZluIdbABY62xW6/WE1uJLcxEZ0DX0tjT7aHOWnehcL4wgmd4sL+QgTZc1Ra1g0a9EeVKGSWxZCXURMDV6AqoW9WAET+bLjbNxn7E3ia/JmcXwgs8AJDDt4dPO1uc12ia7tFTeh9loAiTwQQVqQKlp+C0O6HRaEASJLaz28glcpBF2XBwE/sJu8VEmFA+VkaLowXBQBCSLKGKKuSqjIpcaSiWiyOCRxjJ9GVi/b39r6Mr0QlSTaoJmqbh7nIzDMsQBtoAfpOHxEuwHLdAq9WipqYGxeLvs7NmFhpJ88fpdDYdCB0BCAABAnvVPUAG5KqMrJjFRmoD6e00xKIoiQWRy/E5aXd3lyRfPnm5CGBxYGjgocPjOOUP+m/U2mrPlXZK9rJcxmZ6E8KOAC2pBaWjsJJdQZbLrh8coLWxNWWuM2MpswR6h0Y8EQeX4pDKp7CeXUe+mI/mMrk3+WT+PVWi5sLhcBU45Asu37vMGPXGbtbG+hkT47NarW0mi8kcXYsiqUq+S8wn7o8/Gv++P2d0dNTW1N/0nKgj+nW8DrzIS9w6t5jn8nNCRvhQKVS+RMKR9MFeR74hAFy6eamh82xnN8/xW/HF+FwkEqn8LS50PWRsaGkIWk9a7alE6jMrsR/Hxsaq/9JDoVAoFP+vX8x8JkFcejNyAAAAAElFTkSuQmCC) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRYhe3Tz0/TYBwG8Ge1XcJgY79gCCkMwiYjE4cDspgYCRrCUC+GeVEiiYnGo3+Dejfxph44YnbwAAiJEBbURMniCBKyWjLGFmBFWLd2lNKyzZNGp4l6tp/Te3i+7/u8yfsCGo1Go/nf6f4mNDw83OAL+nwpNoX8Rn5xcnJS+l3O7/eTZ0Nnrzm6HO3imriYX81Hx8fH5X8uEBoLNVQ3VPtMtOlCs6U5kOWynU6Xs14UReTI3Cz7jr038Xgi+ePM2NhYg3fE+0SoFUZOmU5BLaiIsbH3aTY9rabViJgSo5FI5Jcy5LdFf6i/pq2z7RzdRl9uaWoZyeayjYqiQBIk6Ek9DDDA3+0HwzFDO607NwE8/HGji3cuXnd6nSMLLxfg6nPBdc6FHndPgGXZQHwjjmQq+d562jotHUgROSF/L0OO3h3tcXe7bzU6GwctBoub1JGgTlBw6B0ol8ogGgnUGmtRU1sDu8MOUEB0JVpdeRMhL9g4lgNN0rBYLTDDDLPdDI/dg94zvUgkEoFEKhEoHBXA7/PR3qHe2TSTniTVskoIe4JEkdSxVC2VCB1BGA1GmGpMMOgNIEBAkiSUi2UcK8dI5VI4pA7JygJ66EGVKegIHbhdDrZ6GzI7GYh5EYqiAEagpbsFRbWI7S/b9YmPCYAESU48nVgCsNQf6n9gs9sC5npz0NPpucIrvJu20KBP0hAKAjJ8BoRKgCkwkCV5q7JAMp7kxZwIY8mIdWYdDMOgWC6idKKEo9IRJKu0yx/ykY3ljWeZ5czym/CbvZ/eQCQcKQCYAzB3+/7tRzLknuLpYrDD2zHQ4enwcsccQZEUYi9iU9wH7lVlgU1uc6qqveqqvC8P1FXVQVbk3D6/v7aV33qb3cy+zqm5lfnn87uVc3/8hl2DXYa+8319njMeH/eZW/00/2lxZmZG+V02eCNoamptumSvs1vjsfgcdUClwuFw6U9naDQajeb/9hUHcUDAmBX1rgAAAABJRU5ErkJggg==) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRYhe3T3UtTYRwH8O+Z55y9erQNh5Wu5bQtNqauqLBSaqFBL3QRlCwhCiZdBUEX3XdR/0IlXUhULCoVfEtkaAWLGDGXgik4t2Ruz/RsbTp2tnO6qcghSNedz9XDw/f3PL/n4XkAmUwmk/3vqJ0CXq+XzjfkjxkaDY71D+tLqYXU1NDQ0MZ22eMXj+sO2g+260/pTSREwj8CP774fL7sPzdw/e71Wg2naTHXmTssFssJIpK2zfymgtlksLC4MDr3ee7W6IvRpb9r3G63scPb0WesMp5P02nk+Bx2FXeF4iQ+GI/FpyORSND/3E/K96J/Dzp7OjXWBusJm8t2zma3XebX+T3IAQatAa37WkESBJCA2uraswIlXMML3P97oe573Vc9bs/5gbcDuHHpBhgwCCPsDBfCzo2pDawkVpabjza/isQjY/wi/9Hv82cBgO7p7TlssVmuGOuNnZyOc2pVWkhrEvSUHlwtB5fVBQDYb9iPEkpIpVNgtay2/CTuQ26DCiqABxgwAAAHHHCwDuAMsIY10+T05B1T0nSHHCCzdqd9MDYfe0NDgkISJZFSUzpJIaFQKEBUiVCySihZJYoogv51URQoaJQaKAoKurwBQgjM1WaICnHL/CpWUUABsaUYSkIJNVU1YNWsTkpKRUbF0HT/o/5PAD513ex6WL+33mVrsfVUW6tPC0WhLi/l/2w+830GrMgimU4il85FyhsY/jictDZaIbIingWfgXNxCL0MQVwVQTVQUO9TJxIbCX90OvqYT/JfRp6OkC1vYKxvbA3ABICJ7tvdRovV0lZZWXlSpVYdadrd1MJwjC5DMgiGg+PRUPR1eQOcgntFQC58E7914iuQ/5rnhYwwmxWz71PjqXfCphAafDKYKK/b8RsCQO+DXqfeonfl5nPLgfeBz4GRQGa7nMfj4SqaK9qNeqMYW4jNlhZLyz6fT9wuK5PJZDLZbz8BTTsnAxlkGMQAAAAASUVORK5CYII=) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe3T30uaURgH8K9v9mqlZvYWppXW2mo5y8nWrKQkWa3WnWNLqIsxENbt2P0uBvsXxthYW1dDWDBiSpsg/SAIrdaYtRFoSqJlr/b6I3+E7mIMwhqx697P1eE8z3OeczjnACwWi8W66DjnJVgsFm5SmexSqBU9qY2UZ+HjgtPtdqfOyu3t7RXIb8n75IPyxthGbMX72etxOp3p/97A5NNJKU/E07S0tvQ3qZr0TI7pOYofEQpKAceSw+5edD+2T9l9J2uMZmOt9qb2jbBKOJrj58A/5mfF5eLVQDAw5931LkWCEZfjvYMu7sX9OzAYDNz2/vYBlUZ1t1PdeS9+GJeRBAl1qxocgoO98B7KuGUw9BvuJAvJcfuU/fnJhbpHusfMI+bRta9r6LnfAxIkOY95XamjVEc1UEiRKb/mtsa+79+f8a/7F51WZwIAuKYJ042GSw0PhCKhvvlys65SUInEXgIoABJKgpqSGgAAJaUAANu728hn86XFJzHpTdXtknZs5jYhgww88GCGGTD+iQeOAo3LK8uWdF3acnj10KPX6z/t/NiZIcrLyglBhQCKK4paoUgIFIBsLguCQ0DRqDh1PWSOBEETp+YZhgEAVIgq4IX3VLyQLyCbySKXyaGkvESALI4L3AKXO/1qegXAytCjoRfKRqVW06WZUGlVA3SYrnf9dEFZowRJkvD5fKgWV4NO0aAz9H5xg0g0sg8AaTINT8iDiDSC4K8gaA8NhmCQqkyFooHobOhb6EM8EV+3vbVFgH88QvMTM1UlqromoARG3XXdgEwuazuIHkgOQgcI0IG55fnlh7MvZ4Mna8Yt49K2rrZ3dU11g+FYGJl0JsvP8100TS/uBna/hGPhDcdrx15xr3O/IZ6BGGPGZPUt9R1xXzzt/+532Ww25qzU4eFhEaWj+mQdMrFv1beV38qvWq3W/Lk9WCwWi3Wh/QaiwB8YRrAz0gAAAABJRU5ErkJggg==) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe3T30uaURgH8K9v9mqlZvYWppXW2mo5y8nWrKQkWa3WnWNLqIsxENbt2P0uBvsXxthYW1dDWDBiSpsg/SAIrdaYtRFoSqJlr/b6I3+E7mIMwhqx697P1eE8z3OeczjnACwWi8W66DjnJVgsFm5SmexSqBU9qY2UZ+HjgtPtdqfOyu3t7RXIb8n75IPyxthGbMX72etxOp3p/97A5NNJKU/E07S0tvQ3qZr0TI7pOYofEQpKAceSw+5edD+2T9l9J2uMZmOt9qb2jbBKOJrj58A/5mfF5eLVQDAw5931LkWCEZfjvYMu7sX9OzAYDNz2/vYBlUZ1t1PdeS9+GJeRBAl1qxocgoO98B7KuGUw9BvuJAvJcfuU/fnJhbpHusfMI+bRta9r6LnfAxIkOY95XamjVEc1UEiRKb/mtsa+79+f8a/7F51WZwIAuKYJ042GSw0PhCKhvvlys65SUInEXgIoABJKgpqSGgAAJaUAANu728hn86XFJzHpTdXtknZs5jYhgww88GCGGTD+iQeOAo3LK8uWdF3acnj10KPX6z/t/NiZIcrLyglBhQCKK4paoUgIFIBsLguCQ0DRqDh1PWSOBEETp+YZhgEAVIgq4IX3VLyQLyCbySKXyaGkvESALI4L3AKXO/1qegXAytCjoRfKRqVW06WZUGlVA3SYrnf9dEFZowRJkvD5fKgWV4NO0aAz9H5xg0g0sg8AaTINT8iDiDSC4K8gaA8NhmCQqkyFooHobOhb6EM8EV+3vbVFgH88QvMTM1UlqromoARG3XXdgEwuazuIHkgOQgcI0IG55fnlh7MvZ4Mna8Yt49K2rrZ3dU11g+FYGJl0JsvP8100TS/uBna/hGPhDcdrx15xr3O/IZ6BGGPGZPUt9R1xXzzt/+532Ww25qzU4eFhEaWj+mQdMrFv1beV38qvWq3W/Lk9WCwWi3Wh/QaiwB8YRrAz0gAAAABJRU5ErkJggg==) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRYhe3T30tTYRgH8K/vzmZzx6nNqdOzaVPUbObc2uyHkJhkohgUkorddCF47T+wiyToqpsgwojyRjBQpJgWXijmhfiLsGX+XHO6rbNfOre5Ns/pIgobRtBt53P58n3e53ngfQGBQCAQ/O9S/hYwGo2Uqctk1hl1DYHPgeWRJyNj8/PzkZOyra2tNF/IGzSMRhLzxVb6H/Y7/2mAzp7OzHAoXMEUM02mK6Y6wyXDZceug8TT45gamxrbervVMzI4Yj9e0/eoL6e+rf7Z6PhoiyRFAkWmwsvH+OV15/qUy+N6H/AE5iZeTviTe1HHNy0oLzCXVJbcrtBV3AqHwppUKpXIxDJEnVHQBzRwBFRWVt4Ix8NdGMT94xfFTsXa3RvulkJSCHGmGHK1PNvxyVGnUqnqNKUaiDJEjprWmrGNhY3h4Fpwdnxo3A8AVPu99gtqrfqOLF1WK6WlZnm6nNAiGoocBYoKiqAv0/9q4gv5EFmNgI/zsuRNylRlCqVMiaA4iOabzVBCCRgADhy297bh9rg1fqm/u1pV3e2L+uzmWvPg2se1YUpMiQmdRoMpZnIy6AzCJ3hIRBJwHAeO535r4vV7QeIEkrCESh7gkDtEbn4unHYnEtEEIP1xTkCQnZENl8uFQDCAyGEk4dn1uFmWTSTiCYoaeDowC2C2sa3xgfqs2mC8aLxrMprq7TY7M7kwiSXbEoiIQCqRQqvWwrPvwUHoYCd5AN05HcvkMZhLncPO1x1QhRSWl5bB7rPwRr0IxAKb/k3/q23b9hsEMT00NMT98RF29HZkZ4mydERBrpWeKa2Xp8nLZUrZae+uF86I87VtxtY7/Hh49XhNV3dXXtXVqhdKlfI6u8ciEo8kyBGZPQofTW+ubL5jfeyS9bnVm9zrr9/QYrGQxZXF/Fx97vmQPXQY/BKctlqt307K1jTVyPVmfUNeVR6z9WFrQQvtjMVi4U7KCgQCgUDw03cggyoXZcCrIQAAAABJRU5ErkJggg==) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYhe3T70sTcRwH8Ld3N++mm+km5Txd/sipqaFthcXAYeYqxUdaPgmkQIge9C/4wOgP6JkUSD0J9kAIKxMjAktYKkHpKNfYcjrnnXfbuVvndt56EIENRHrcvR59v/D5fD/vL3y/gE6n0+n+dwVHFThHnVT7qfbzXZ6unu+fvn+aXpx+uTSxpB5We44912+xWOw8z89nIpnVyclJ5Z8D9N3pK7WV2VxljWWX3JfdbrNmvshv8EQgHNA0UptenVm953vkCx/sGRoZqnCPuB/KUXmwxloDtVDNRLYiyyufV2aT28n3GTWz+ObJGyF/FvVn4fF4qBMdJ7pZB9vH2tkBK22tsZXZUMAVIL4eB5kj0VjbSKyr6wPFHcUfAYwfPKjhYsN1475xkAGD8pJyyD/lwjpLXaf1vLVT0RTItPyjuad5JhqMTsUDcf+Cb0EAAGr41rCr1dl6o/JkpbvUWtpppI1gNAaOegcqSyshZSS849+hpbsFdahDBBFEQpHi/JsYaaO1tqIWfIKHJEk4e+ksqg3VoEAhhxwUKHYBwuh2ens0tBYKh66FngVWAlOUgTIQdCENxsQcJ3IESIJELpcDQzMAgJLCElSz1WDwe69CBUMwVH4AwkIgTaVBMzQUWcHa4hpilhhMRhMMlAEkTUJICuDinCrGxK291J4KDRT1dOKpHxPwe297H1RUVbjsNruXrWf7LUmLw2w0g1d4iJKIzbebWGKWEEYY6d30Rn4AM2MWN6QNxL7E0NTYhN3ULqJCFMlsEolUQuMF/psoiM8TocQLk2Ka9/l82l9v4PXj1wKAWQCz3iHvfa6Hc6V6UldJK9nNGbjWbEGWiMViKr/PP9/5uvMyP4B/yj9ddaHqcroofWUHOwSRJdTgZtDPSdy8HJRfpYKp5bm5OSm/78hv2Huzt4htZl1tZ9rcQkRYHr87PnNYrdPppDr6OjzH7MdOi1Fx2Q77h7GxMe2oGTqdTqf7v/0CUEUy5wRvYrMAAAAASUVORK5CYII=) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRYhe3Tz0/TYBwG8Ge1XcJgY79gCCkMwiYjE4cDspgYCRrCUC+GeVEiiYnGo3+Dejfxph44YnbwAAiJEBbURMniCBKyWjLGFmBFWLd2lNKyzZNGp4l6tp/Te3i+7/u8yfsCGo1Go/nf6f4mNDw83OAL+nwpNoX8Rn5xcnJS+l3O7/eTZ0Nnrzm6HO3imriYX81Hx8fH5X8uEBoLNVQ3VPtMtOlCs6U5kOWynU6Xs14UReTI3Cz7jr038Xgi+ePM2NhYg3fE+0SoFUZOmU5BLaiIsbH3aTY9rabViJgSo5FI5Jcy5LdFf6i/pq2z7RzdRl9uaWoZyeayjYqiQBIk6Ek9DDDA3+0HwzFDO607NwE8/HGji3cuXnd6nSMLLxfg6nPBdc6FHndPgGXZQHwjjmQq+d562jotHUgROSF/L0OO3h3tcXe7bzU6GwctBoub1JGgTlBw6B0ol8ogGgnUGmtRU1sDu8MOUEB0JVpdeRMhL9g4lgNN0rBYLTDDDLPdDI/dg94zvUgkEoFEKhEoHBXA7/PR3qHe2TSTniTVskoIe4JEkdSxVC2VCB1BGA1GmGpMMOgNIEBAkiSUi2UcK8dI5VI4pA7JygJ66EGVKegIHbhdDrZ6GzI7GYh5EYqiAEagpbsFRbWI7S/b9YmPCYAESU48nVgCsNQf6n9gs9sC5npz0NPpucIrvJu20KBP0hAKAjJ8BoRKgCkwkCV5q7JAMp7kxZwIY8mIdWYdDMOgWC6idKKEo9IRJKu0yx/ykY3ljWeZ5czym/CbvZ/eQCQcKQCYAzB3+/7tRzLknuLpYrDD2zHQ4enwcsccQZEUYi9iU9wH7lVlgU1uc6qqveqqvC8P1FXVQVbk3D6/v7aV33qb3cy+zqm5lfnn87uVc3/8hl2DXYa+8319njMeH/eZW/00/2lxZmZG+V02eCNoamptumSvs1vjsfgcdUClwuFw6U9naDQajeb/9hUHcUDAmBX1rgAAAABJRU5ErkJggg==) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1ElEQVRYhe3T3UuTURwH8O8z9zx79Uk3HFa+T9vEMXVGhZpSCxWyroKSJYiB0lUgdNF9F/UvVNKFSMakUsG3RIaaMDGROSboBKdL5nammzode9zzdJOhQ5Cuez5Xh8P3d87vHM4BRCKRSPS/oy4KdHR0SONF8VvaYq1p98fuetgbnhoaGjo8L1vzsEZdWlZap7mjySMu4t537i/a7faDf26g7WVbtpJVVhTkFNTr9fpawpPqo/iRhD6i4V3zji7PLz8f7RtdP11jtVp19R313TpW1xylo4jtxpCZzHQFSGAw4A9M+3y+BccnB0ndS3oyaGhtUBqKDLVGi/G+scz4KLIbuYIYoFVpUZlfCRIkgABkZ2Q3cRT3FH14fXqhllctT2xWW/PAtwG0N7WDBg033GZ3wm0+nDrEVnBro/xmeb8v4BuLrEVmHXbHAQBIWztbr+uN+se6XF0Dq2bNKrkKwo4ADaUBm83CYrAAAAq1hUgiiXA0DEbFqFJPYq2yauWQAxGABg0AMMEEE2MC7gE72MmbnJ7sygvldZFrxFNmLhv0r/i/SiFAIvACTykotSARkEgkwMt5yBgZZIwMxziG9M9FUaCglCkhSUikqQ0QQlCQUQBewp+Z38Y2EkjAv+5Hkksi61IWGAWjFkLCMS2npdKedz1zAOYanzW+zb2aazFWGFszDBl3uWMuJy7E/26+9GsJDM8gFA0hFo35UhsYnh0OGYoN4BkevT97wVaxcH12gd/mQRVRUOQrgsFY0LE5s/k+EoosjnwcIWfewFj32A6ACQATLS9adHqDvjo9Pf22XCG/UXK5pIJmafUe2cOCe2F807X5JbUBVsL2E5AHq/xqAzxA3BOPcHuc54A/mAmPh79zR5xr8MNgMLXuwm8IAJ1vOs0avcYSW4ltOGec884R5955OZvNxqaVp9XpNDre7/V7kmvJDbvdzp+XFYlEIpHoxG8Utyb93fnyMgAAAABJRU5ErkJggg==) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhe3TS08TURgG4HfaKdOxtEPDpaVUTCtt0RZEy4JICVWjgBhjDHVjUKILXfoDDGHPRuPOLYnGdKGxxGCQhIgx0BAgIDdvsZRpO6WhY1umM0MBt8pFfgDzLE++8533yzkHUCgUCsVRRxxWEAgEVBIl2X0dvovxWDzx/eP3D6FQSNiv1uv1ks23m29W1VbVRGeio9w0NxsMBnP/60/ut3i156qZOcY0GCuMrTUna3w0TdczJYwBaoDqpoZgx4PQ09DKP0F7AubaS7XPsulsl6PKAYfFsb1Qv/CFcBNvstHse3ldXhp5PbJ+YAC/319sb7WfdzY4O/VGfVf5drmlsqwSkighwSVgNBnRcKEB01PT7ZH5yE0AT/5u1Ha/7RZTyXQthhZh2DDAUGJQMceZeqvWWs+lucdclvtZ6i59kUlmhsWv4uTo6KgIAGT3ve5Gl8911+lyXnG73U6aocH+YFFClKDaWo1YPAZZkuHxeGCFFWWNZZifnzftnmRD3Ci1qCzwODyQ8zK05VrQFA2zwYwtbKkEWajhz/C9fJbvTSaSky03Woa+LXwLkSChklKSkEBinV/lRZ1OpzUUG0AYCbAxFhzHgdgisLq0Cl2tDuFoGGkhvefqCqkCRL0IIS+AIAnkhBy0Wi0IFQGNRgOaprHD7ECzo8EmtVmRyWQAEiQ58HwgDCAMANcC15pM1aZOk9Xkd51yNYoQtXqjHtJvCWuJNfCbPGbiM1Cr1eyeAGIhzSZZFElFUFNq/Fr5BWlLQm4zh7ych6gTE2vZtcHYcuxVcjk5MxYcS+15hIPBwXEA4wBw59GdJpvH1tnR3nH9hO2ER5AFlVVnLUysTLxlJ9l3uwPMzc4N2lpsl4kc0U6VUipQKCwuLYYjycgnfoUfLuQLsyMvR5K79x36Df0Bf7HtrO1cXVOdL/41PtX/sH/ooFqv10vW+ev8FrvldCqdmrIULJ/7+vq2DztDoVAoFEfbH+myKhoRbKj3AAAAAElFTkSuQmCC) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYhe3T70sTcRwH8Ld3N++mm+6HlPP0UiuXqZFthsWgYeYqw0daPQmiQIge9C/4wOgP6JkUSD0J9kAIKxUjAktYKhHpKOfYcnPNO++2c7eued16EEENQnrsvR59v/D5fD/vL3y/gMFgMBj2urLdCjzDHur4oeMnz/jP9K69X3s/uTD5fHFsUftXbRfXdclR7eAEQZgrxAsr4+Pj6n8H6L/Vb3PZXV67237Wd87ns+rW00JSIMKxsK6T+uTK1Mqd4INg7M+eoetDtb7rvvtKUhlsdDRCK9cK8XR8afnD8kx2M/umoBUWXj56KZbOon4v/H4/tb9zfw/bwvazHDvgpJ2NLrsLZXwZ0utpkEUS7iY3sa6tD1R2Vr4DMPrnQYdPH75s/mEeZIoMaqpqoHxTypvtzd3Ok85uVVeh0MqX1t7WqUQkMZEOp0PzwXkRAKirN6562z3tV+oO1PlsTlu3mTaD0Rm0HGxBna0OckHGa+E12nra0IxmxBFHPBqvLL2JmTY7m2qbIGQEyLKME2dPoMHUAAoUiihChcqJEIc385vD0dVoLHox+iS8HJ6gTJSJoMtpMBZmH1EkQBIkisUiGJoBAFSVV6GBbQCDX3sNGhiCoUoDEA4CeSoPmqGhKipWF1aRcqZgYSwwUSaQNAkxK4JP85qUkr5+z33XoIOiHo89DmEMocDNwL3a+lov5+IC7EH2kiPraLGarRBUAZIsYePVBhaZRcQQQ347nywNYGWsUlJOIvUxhSPuI9jObSMhJpDdySKTy+iCKHyWROlpJpp5ZlEtc8FgUP/rDUw/nBYBzACYCQwF7vK9vDfXm7tAOske3sS375TtEKlUShN+CE+3Pm09Lw0QmghN1p+qP5evyJ/fwhZB7BBaZCMS4mV+TokoL3KR3NLs7Kxc2rfrN+y71lfBtrLejmMdPjEuLo3eHp36V63H46E6+zv91Vz1USkhLXHg3o6MjOi7zTAYDAbD3vYT/2Ez5VTMaaMAAAAASUVORK5CYII=) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5ElEQVRYhe3TS08TURgG4HeGaSljW8CKjrWlSIF6CykX8QIqhgQULwsFxcSFutC4MuEXoNGEpYmJC/+ATcbEhCpiZFHjJbHRxoiYsABx7HSq0+lIO5R2Oh5cGBOtRuLaeVZn8Z3zvSfnO4DJZDKZ/nfUSgVt59uYoCfY0b69vUOJK3Mvxl5MhsPh3B9r29qYzqHOY64NrgZpXoooceUNf5PX/jlA/5l+rrK8MujY6NhX76/vcte4dzMGQye/JPEx/3FCeildDF0Pzf+yZ7CfO3L6yA05Iw8EfAEQJyFiVnwbexwbyyQyTyiVioVvh1OlvZgfi97eXtazy9PlafAc4rzcgDVjdTfVNcFCWSDGRdDlNHYc3wHqCXVAmVVOA7j680GnLpw64XQ7B3LPcqguqwZZJLSNtjVXt1Y3q5tVpElaWB1cfUdJKQ+1ee15hI9oAMAMnRtqb+1oPck1cr1cHdfsKHeAztPwrfVhnWMdAGB8YRyBzgD88GPLni2QBGlV6U2IhbjsrB3eGi+MogFvvReVzkqwFSzIMoFBjFpVU4fThfRwUky+6+npGZuOTd9lwIAuGkXktTyjCirJleVoJ+sEW8cCAAoowE7ZoeH7UyaQQBFFpjRAMp2Ey+WCXtSh6zqy2SysFiuIQUAzNJaxDPKVIJ/OGwWloFGgDDBgmNCtUDSEULR7sPuye6t755qKNQfXc+sP6xa9aVP9JhCdwLAYeH/vPabYKcgWGUQnYmmAirIKVc7JkD5J8Nv8ED4ImJmfwWJhEUtYgpyX5+SEfCc1m7pvS9me8jxPfpmBCB/RwGMSwGRfX981Na42iy1ijy/gO7rELm3Ta3Q6raSNxOfEmPBKGC8NEJ2I3mvY1bA/S2UPVC1XWWGDIWSEqDQnPdVE7VEunnv9gH/w2xCu+A27B7vtjS2NrS0dLV3CtBAbvTQ68bf6s1fO7q3iqoILHxZitZba5yMjI2SlHiaTyWT6v30DwT47El6E9CwAAAAASUVORK5CYII=) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRYhe3T3UtTYRwH8O+Z55y9erQNh5Wu5bQtNqauqLBSaqFBL3QRlCwhCiZdBUEX3XdR/0IlXUhULCoVfEtkaAWLGDGXgik4t2Ruz/RsbTp2tnO6qcghSNedz9XDw/f3PL/n4XkAmUwmk/3vqJ0CXq+XzjfkjxkaDY71D+tLqYXU1NDQ0MZ22eMXj+sO2g+260/pTSREwj8CP774fL7sPzdw/e71Wg2naTHXmTssFssJIpK2zfymgtlksLC4MDr3ee7W6IvRpb9r3G63scPb0WesMp5P02nk+Bx2FXeF4iQ+GI/FpyORSND/3E/K96J/Dzp7OjXWBusJm8t2zma3XebX+T3IAQatAa37WkESBJCA2uraswIlXMML3P97oe573Vc9bs/5gbcDuHHpBhgwCCPsDBfCzo2pDawkVpabjza/isQjY/wi/9Hv82cBgO7p7TlssVmuGOuNnZyOc2pVWkhrEvSUHlwtB5fVBQDYb9iPEkpIpVNgtay2/CTuQ26DCiqABxgwAAAHHHCwDuAMsIY10+T05B1T0nSHHCCzdqd9MDYfe0NDgkISJZFSUzpJIaFQKEBUiVCySihZJYoogv51URQoaJQaKAoKurwBQgjM1WaICnHL/CpWUUABsaUYSkIJNVU1YNWsTkpKRUbF0HT/o/5PAD513ex6WL+33mVrsfVUW6tPC0WhLi/l/2w+830GrMgimU4il85FyhsY/jictDZaIbIingWfgXNxCL0MQVwVQTVQUO9TJxIbCX90OvqYT/JfRp6OkC1vYKxvbA3ABICJ7tvdRovV0lZZWXlSpVYdadrd1MJwjC5DMgiGg+PRUPR1eQOcgntFQC58E7914iuQ/5rnhYwwmxWz71PjqXfCphAafDKYKK/b8RsCQO+DXqfeonfl5nPLgfeBz4GRQGa7nMfj4SqaK9qNeqMYW4jNlhZLyz6fT9wuK5PJZDLZbz8BTTsnAxlkGMQAAAAASUVORK5CYII=) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27585 5.3333333333333s linear infinite forwards;
}
