@keyframes rwdcur176604 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNklEQVRYhb2Wa1BUZRjH/3vhsMsuCwurIAIeYCVBZVHUcQjwhGCaZWaKYR9qTBsvUzOEaTqZ9cFRG5mSphFzJphxCkuTvKCUoGsQriuCZ4xLsuiRBXe5LCx7Z9nd0xdsygseEPx/OjPnfef3e5/3Pc97eBjnUAwdAUC4q+6cUdemF27ZUeQYaTx/vAUAuCNNPXxFUvLRi0veUjxtsHA8yYvu3lz/flnh7OnZyxdWsAphX1Ag8bQ541oBweBgzGB0whaRw7RQ1n6n9/qsF3UTKkAx9L/zF91pyOKFyD8NkUQSDVXqDlPZT184HCNuPwAOW0AxdACAeQD+UJOqh18XUwx9AEBL7P4jIaGxcai3Wl13tE2LT19tu81lEVwqIAMQ/7AsxdBSAN0AlCzwW4LyhbWEzY3W+8aKsppWncVi4cIHj9OoJ4Ri6EgAWyWmfkX0tcZ3LV09Fdqib9a2dpmeXvvhcDoDhw9+IJLL5aAYmk8x9GqKoUMAQE2qOli7o8Hw5fdUJ+vtNSxNPTAaOMCxAj8f3ZEZQ4YtP2cR77mSkpoFQAsgi2XZ+/bV+dnWId42qXfgtRuN18+PBg5wrEDejiKNw25Z356Y9CcAN4C5ADTei9VSu0TyEcFzl/C/3nlptHDOAuHHvvPck0a4Uuy9DOvx1LEsklmvdyuxIrtMtHR+X+DeLd9Kpsct+O9nyTWcOqF508cIK9wgiycETcq2howp4cG5rtC4AHMfz7ezVruZWLeiCUCwmlT5RivAyXhjTsosMiaRqK7UVoeHBedapNGJhG2IFN3/y7cmQXxTTapcalJlHC2cs8DcOXGpXo/Qt+LNN06ICGLVaRmJSvEUnElIF6YvyzgsFosRGChFxu3rsnEVoBg6kmJoqdvtjRl0s8SFsnO7JWGxtqmEBw4Ji1iXxfi5kCwovlyyXVtVcKPA2lLdUH0kZ7JiEmcBwQhwPoDZS7r1k+cE8D6Ry2Uh5Iz5gZJgeVyly+cJv6e7rZgUadwgtEVF+rrz+QESg882UDroYXtTkuI6y8prBrkIPHIIh3u/Qk2q2imGzr2smPqq6u/6+lpTmnLBdGFqoG8QSkOXxl8gDpnqcSfDOTCr7uqNzXl7jpcMDMFlt9s4rx54TCMabq8kgFoA4dnm3sxAod+RoG5lgNN5F/3NPVi52Ad/P8A50FN/papm47b9v9Rzufk4CQxL8NWkyicWi3Hm9+NV3bKYTBuPD3+DBVG8boRJOnvdPr+S11du3603mV1jIg/nsX3gwfcsEAj4zb7Z0UonAf8hPYIkVoTyzD82tfYWN95sanlW+BMFhg+gKOpYT1K/wF8pkvRA3xyAIIlO1wfHofc+LNBaOV63oxKIip724DEVjqG0mckz344XS1GrMaL0RF0RyRbnl1/UjG2zuQjo2+8BAOadd7j7F0j32CQikb/HCT+4tD7Dr3nltzTPXPIRBQCAjJvLZ/nhe18eCBYlyvkoPdWCxoa6r5pvXRh3+CMCFEMLhXb88IolNNPiAPRmE2jC5ZYKoJkIOADwKYaWUgxNAIDHagsgXOI0KeHH18j06DIPQDrN7+CtS5+1T5gAgBwAGQAQUUmkpVsjInhSF9I6eKg4ayyiNy3bbbPZRn3Nco0QwEkArpdy94oEk6P2pUf7oabTgFMXjGp328l8h9M1YfD/Ze1R3a59l6zs2asGdmGe5m7amkMRzwUMAKv21cx450Sf85rOyi7aWTeUufFM1vNiC+MTU/miyNjDOTMIUXl1B7z95sK60nVj+sEcS/4BCXUp3LPld1IAAAAASUVORK5CYII=) 2 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+klEQVRYhb2Ve2xTZRjGn56enl7pVreVTUrXsQs4oXNswLKIVFjEIMLQBVQwKkoCIUEBYTGKxHgBTIyRBMFIBBMDCpvAzLhfChts60ZZd2OUDbp7S7dubdfb4Zwe/yGEEaBnUHj+Ovnyvef5ned9v/MBUZLBZvnMYLNMvfOMD69VT/p120pZpDoiWgAAWgEkGmwWMrW3O3EGyf7Z6xhkIhWRUQQwchyXO7fVXFowXqUODXbVr9tZRkcqiloCRl1WUNzRSZ/JeXlBX1iQ1+oYShQIBBHropKAwWahOJbVT/lha8FrhfPhaDrR3dvl2uL3+58NAIB4Rf9gMZU0paiqpj3YXtsy50hVu5VPYVRaYNbP7DVUNBEEQeL6jc6jhyqvt3k8Hl61owIw2Cwyg80iuX993h87ljelJRV237x5wHSm7P1h33CY7zsjTwmADaf/UZp0aTIBSWruLNkB9Bp1WeHciRMV4ZQXL+syUyWB2prsYxUXXHzNAZ4zkNPRkFtIOBceFIz9pj4lQwEgDYBLKpX5odBs8vV60jq6jG9ebq4dlTnAswU78uaT/QyWa0h2i1GX1QngEoDgtIryHaH8KevEWuVflmtXjo/WHOCZACGT5hF+tytOqVbOajdrOYahQ5dMdBIE850VDb0it20DwzC8+36veM1A6ngt9e2er9yehOSTjGewIp1iVhFj4qmLhFJzvLapWDJzRjeAowBooy4r8uG/9+P4bFqxOGfytDgVaXF6azJE9NwLqtQJrZBrAgwdVuTnLgXQD6AIwLzRmAM8WzA1OzWfZcnwSrX8y9sBryyREULiZyFWEMRae6OnqGDlSZIUgiJH/1/jlUDTuOw5LUIFde7fsk2hBJ2/Ty6EVBFClViJ7Z2h1cYj3y2bds3EXTzxY+2Vit8Wq+MTeAMII204WrJVm64QFg+rElQ5GfoYqzwmJdvj8BN1lbWUNoPdqOKSx4gCm99gBsxBn/9AiOH6c/SpPYfKK0N8ACJmNnDL9RwbYhua6ekT4saSebOFITS0OY4LY5M1i4JeNQLuBbVV5lVrN/+9130bQZ9vmI/vXUU8Bataq7aN47g1oaBaMrGtD1avF8teCsAnFoMedjVcPnHqo8+3lpr53HwP0iMTkEqlWNjvnM5KUySdVBAUJcAsDQ06YO/nfKK9RYUbN3UNDAUfy5kPgFAoJLr9enVYEUay047YGDdkoqF9Ldf79zTXt7Q+qflDAQw2C2XUZdGLig9PH+YUmYysB11WOUTy9rYg/L98vOYnk5fndRtJI2bgFWtdLMIsTUgk78Dmbnndm/57+vOKyVfNVuw/WLdLx+1ZX36q+vGa/RCNSICgRPMA0VDcfp95QJDwn3eGWHNL5AJJBE3hvsNryxurnzjyRwIAKAl1dINVZZbnZ0k1AwlO3ChzovWM6eerjceibv4gAEaaqDk/V6zK70YIgiCLuqrBYLwQ1U/DHLjvV1yvnwmlXaluihsgGqVOaOtoxIq5TxvPft35tABGJPDKvnOfaJVURiZIaHtCKDlv39Vcuni3PxB8rLuej+4m8Oq730vk7nGrl8TEg7T6UXrYbqTbS9Y/TfMRAOrZS9bpk+R6l8OF3acdNmqwcanlwu6oHrmH6q0tlZM+OOgK1LR5uVlf1N2evaKs4JkYAyAzMvMJiWbCzrdfEEnKK3rADg5tr9v/3tlnBfA/XAIZuZdqlhsAAAAASUVORK5CYII=) 2 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 31, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 31, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYhb2VW1ATVxzGv012w5IgKAh4oTSiA5ZRsGoZpFZSpvKgbbU6Q1tqtR3GEW2VUlsda1un43TkQR+sdcTWjli0OkXxiohYG9FqRDBEIESIEIPcQhJyI9kkm92+qLVeSEDwe9nZ/5lzft985/zPITCMkulU2QC6ASikbldsyoki/ZqNhc6B5giG0wCAKgB1UzraQ9cQ5s2dPX3sMK8/sCQSCYp//mxXeVO56kDDudPBwcF+55DDaeD1siMpnbw918cRpECraSYIwu+c59oCmU4lvv+NT7+jnPdKRcXCiUQwKThVfK/tfMUOp3PA7QcA+Lf4HywWQKdcmsze/w8BMBtAg1yabFxy+s8fJ7V0fiMScJ575cXTT16702yz2fyuG1ACMp2KBLAcQMwjZQcADQBLurZ2bBxBZtAWF/TV9WeOX2nRBgIHBpeACAAHIFMuTT776NiqL/IyJMJRFSaDofTq+WOftvSY/Gd/XwElsGf7Wlr1qswDgAaQKNOpHo7NTkgIqb6l26Nv79AbdJrVg4EDAXZBRJg4rfR4wdICH9tUMXnW9gf15IN7QZy+vNVl6p/S1tjwTm3jDfNg4ECACeRvLFToSMknkxjHxzKdasGDuvikPI0RSz6nunuLVLeV5wYLD9jAZMVfcXaCci7qaqjmGHdVeqsy5bUNa0Ni5s4opt+c5SD6OzexLMuNmAG212iOsXaJBZIIrGqrzVroMpen5K4wbZg9WcpuK1xxq63VMBQ4EOAZeLd077jpy7JFv2kMyvlSyft3yaBw2sdBzXnZpF9/IMNiYjMfrPd4h/iT3wRkOtUCqWzeAkVQFOYnJe4WUVRmtJdCosWDeMJG5rpbV/I8P5bn+XEc464aDDwgA3Jp8lnKZo50cAS5Uyg2MOEvMS+HeiAc5UE7Ha7btvVATq6hOXaLtXnTL7a6v5WX92ZFjY0M2IDfi+js0YLY3UvX3WWMHcjvNapnjglKdHS32a7ru1pTE5I0LGtFkKv9AyEtrrFYHSWMl9De1rRfWL66IKCr0O8Z+CcqPmX+pTPVHaL4lOYISeIc3oP6u/YL43lqAuVj3+adFty4dnN1/pYjRVYvmP5+RyDchxowAZlOJR7Peg+9Z+vLUCMuFIwJZE03suZ6QVM8zA5r3dVKec5XBcduBvLyPU1PJCDTqUIBJALgmI7OmkyakpKC6NAQkQux7R5ETOXgcXUbHf1U0aLFG75rN1mYIZGfZQDAbgEdtIxj3OsFFKU+GB45I9UtwkxDH8aHWSGmLH+oW4z7G+vUmueFP8tAHse4DwEID5bG2lPaaMwKMaO3W4xQiVbLwLkzZ92OanuAz+2gDKS31WXyPp+aEAp1cHqnzWkdo50ZNmaK+movDpfUFEr5/evLKhVD2+xADBAEQUIonCBg+K85hXieaOLoKDfsoMBUc10n8svqFc8d+eN6ogtSK0+QkaZpl96IiExLiABKSlVoVNZ8qCz78shww4Gn3IRRrDR7TsKoVEJAwNhjxXWNlaGFUIwEHHj8DLQqFwv1YZtVoSZBVG0QvJQdo2k+r/7c9/qRMvC/BKJPsp4k0ej4HM8kJIR5cFzeXdh4LGufw+EY0lsfiB4mILtyMcbniN6VOU6MpqZO/F7ZJffcObre6WJGDA48kkB478Q8aQQVZ+oxY9+FHp2or/4jVdW+YW25Z2rJtitTV5SYXde1dj792xpvxspTb70QMAAyPjFNQMfE7cmaKqLLLt+Dz2j5qeZw9sUXZeBfJhxATNdjadcAAAAASUVORK5CYII=) 2 31, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 31, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 31, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 31, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
}
div.testarea{
animation:rwdcur176604 2.6666666666667s linear infinite forwards;
}
