@keyframes rwdcur27180 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGpklEQVRYhb2W3U9b5x3Hv+f9HL8c28f24R2DbQgvDU1oCQmEjC5NQ6dsGWrWdhfLpLUXu6jWi+0f2LTcbeoqVdpFtGlrtG5q0RIpbBrQZE26KEBS3kKKMTjYBL8BNn7HPvaxd1ExZUmTGI3lc/Uc6fd7no++z6PnPNRP32z75OgBe1NlVX1ywbMWwjOGFkVzqE5Kn6OKkdODJ3u/d3Hkxmo5jT84ddzSVisO5CihkgCRWtuIj5//eHhmtwKUydqwYGAzZzgq2dq7j/h+d4v2dbPs3JxfDrge1/Tj1wf6uw60/LHObn/HYJVfkSzSKdkqvdndXF159dbdkV0JuJZ9MYetnrGIOFFl0epEsbIml804P58Nnf+6hh8Onmw72tk2ZKK41oJOD5qmQJIkGI7lzWbpcE9ThX1k4u6lsgUA4IuFwI3uNvmMll6WBU4PtZCpfqNfPFxTWa9vabIX5xbXgjsNZwe6PpDqG3uMqwGI/hBgkUBoeFAkCZAUGEHbpBOE4TmXJ1yOALkzWE3IP8/kbbH1aBJqIYvmBtvAd7rCv+1v8lwZPNnTsVNnsMg9FMMg39QIccaF6j8Pw+wLgGNosAwDrWjQSBbLi+Um8B+BDy9dG3KFpXfD0TRYTgLD6iFJLSBJwqilMsd26vK05qsmkwHKa69Ck1CgT2fB8TxYlgHHMpC1VFO5AtSDHxN37s866yo7DZrsPotRCyUbA8WY0F6zefjEi5VNLQ5Ho8ZUc9BkMJgFXgBfVQX2yEEUmh0oUiSKqop8oYDZJf97k9N3FnaVwA6hjPncRkyN5vMFpNJRbMVWIJurpUMt1NvP10y+V4r7vTRJgGFY8KII1mGHYJLAsRxomkEilXF98LuP/lpuAo8IXL4yPrm4VX/cG0pf2szISGStKBYVcEIdeMGuRDaW5r2BzVUQBEiCQqkEgCBAkBQy6RRWZm65y10ceGgLdlj0+EIW2e4p5gJnOd5EW0wWbKe9oFmZbq32HIn6VwyBLWbOyStmJhcn/eliMeD15N23rgXNyeHn5ZpD89PL/sfeI08VAIAZ12qgwlrVQavudppIIhzNgmYtYAkJTq02m46nL6rJsJwMeeKxcPiGk/Bpr84G3ybB99sr9G1/n1r7w/8kAABfrmwOORo74maROebyxRi+pGJtLQR/0EV7Y7FD46uqaSpYyvTWUgyRj8mRRCa5rSgvLGwyv571BKfLEXjkDDzMhb9N/WZ1vTSso7fg0JTQYqaRZtrgjhrh3N+D032d1UJxo+Oj8fUPbca85eV2McPwuk/LWfypCexw8+7GkK7i4BZbVHqLuVWutdYJu8QhnedRT67D5XPhirdgi2xrL6VV4ye/+vizm3sqAABnu6t6rZpM/+//FeOUIgtNKYhWYwECx2DUHQOvl3TZXO5At01j7nZadZ/eCUyVM+9Tt2AHgWWKDGOaSqu69etLKxhdZpEtUMgrWZw+fAQdFg7eQERObPk6KaIglztv2QmMzfnHj7Q36xlW7/mnJ938k5ecWpZSMTThBlfMYF+FBl2OGpACyJCSilybiV7cUwEAeOd49Xk9o9y3SZabxxzU0dv388TI0jZG7qwhv+1HjS4DkcmyOYQ6bLaOyBcLwck9FbDWtF7PKaXsq/t1P9uGIfen21tZFgoGD4lMo7UCS+thRApGqJwdsj7ff6hFbP187slJ7Epg8st7G/scdvq5Kvb0Uoz7xUvt1ZrOBjkukPFinUk0Rosigls+kCQJSbfNNDdYO070vMBfvr54ZU8EAGDa7QuzxvrRcxdGrnY7zKZEMhGc30hHE8q2qJQIViOILEdnkIcFkp4G1Lgsmetc0y7/va+bj9itwJN494zzsr2KPyXqWEzMh9DX2YR06j6yOTXm2ax86/2/TDzyl9x1Ak+i3VHVqeaT1SzD0dFEjrWKKihGglos8DaresIot43OLHj/6+m/pwLT7o2xG/Px981Wm0/DUa9ZDSRosoD4tgCjkBI4XkqNTayMPdhT9kW0G/xJ7ioBhDI5Aqpagj8UQConoNak/OitwcPffbB2TxPYwetbTTkaHQvxRCpJECAD65EqySCCZVmBUsMDtbXNi7Pur94Le3oIH0ffAdvYsXa8XF+pw2a8iO1c7vYvL9zrAv5PCTyMXNsc0ZGRb2s1Oi4aj0Hks5X2hhb3lCs4/0wEAoHAkly7/x/pLLUAlJpoMmvWs5lvCubnRp+JAAB4vGuhOXdgwmC1e5RM8hu8YKwo5FXlmZyBh+nr65N1tPItExV+498p9qK4wE94sgAAAABJRU5ErkJggg==) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG0ElEQVRYhb2W3W9T5x3Hv+fdb+f47fg9cZzEdoihAQakwChkGitJA1TTWqmapkldd7GLikn7C6rdcDHtYlJXpFWThpjUqUEVHayE0IbRNwKkG6C8O45PgmMnTuLYzrF97ONj72JKhRh0hpJ+rh49Or+fPs/3PM9zDvWL/vBAW3uQa20KpaOSJOM7hrbYnNn9HvWcLMcTJl33G+8P3hpqpPD1vj6xI8D1lkm9GyDkhTV55M9/+/udJxWgmvzBZZcx9ypHZZ08k33+wHM7VnlbaPWb0vjVK709e/eEzja1tr8pOF0vOizCcZdofa27w+e224TbE7FEqWGBiZn4Yos/HDMw5EmjjnN1R2yvWJi51wRH5P54NDHxPyt/uS9yoHvHeaNN7CRoBjRJwhKVAIeoszrF/Way4hm6OX6hYQEA+GpiYaIr5Dpo4bkQr6cg2r0CXdvoFr3+98amFwsPFvysb+/bYnPLQYamQbMszIkUzLfvorgrAtAMGL0xJHDGS3enZ5cbEaA3B4tZ3R8t7MyhoiAKgmCHgd0InOiizgb4jplcxXb5nYEbg68ePSpYHM6DFEWDZWlwFRX2azcBigTHsSDrACGYDWaHfS+Ae40IkJuD9wdHPxpbCr9RI/hMbkNBTasi3OLuPbZHPrW/LfHeT3pf6EqWSjWVNpA0RYJhWBgoGjpWD0YUoWM5sCwDjmXgNJKhhvJ/MAEAGBgaPR/27QmY6NzveIMeqJdhsXRgcTVqcRryh0k+PFZSVImkKC/LcmBFB7RTr0OrqmAoAjWlBFWtIl3UbjcqQD48MZ5izi+s1JbKahWKkkcuvwLe5MLxvcunDzk+vpZOSn6CIMGyHPQ6A3QeDziPBxzHgaJo5DYKU0v31/751AIXBkek5Ib910Wlnt8oC1jN5lAsZdDuf850qMt52EndySTTaxfqBAGCJAGCBECAICgUZRnSvdGZgStXMo0KUI+anI4nxx3e8KgB6WCugGaadcJi1EBxTiilBLOayhZW8lV/G5mtalWNzBSrWE/EqhM3ry/Z5ItdrqbusX/PLk49tQAAjEcTcwF/kC0p6nG7KY9CMYW8rIDRbPqDLVa/sZ5YTcUmp3KLs9ViYnLanv9049xord/GsS+3OflIUQj+VZKk2lMLAIDZ2zlXqxSbrfq19nRWYzLZDSTTKQgAACN55lbJlCgQmF9cfkfVmBivZ9vrteqR8RXq9x9+8uVX3yoBAIjH46Wx2MoHbW27Ek5D8cdhI4HlNRmTyQ1s8zjo5vA+vdgSMkmpxG6r0Zp6MVx/02ki5oeWbL+JxWLqtxbYxN4UiZZLso+BFrwtVdjP5qtoFe1otZuQK1PYb1k1dfrMe2ZThYnxNe70ux8MN/xRakggFoupvTvDnJcnn797P23jTUCpomG3U0PAWEF8cQ43kwSGJrM41mkNHejwGAfv3L/VSG/6/z/yX2w6eOtgk9I6b/pBp8N99HvbIVfXoa0ncC2axXJZQTZbdmfWS0Jadp1ptG9DCQDA1XuJke2hoHwsbIgc7rA1FQs5XB5fg6ivIexrwcAXM3ghrCLs55hUBeuf3127+EwFTvT0iH3h2hmHoRi5IRF/+sNn6QBhtBjl9TQiPgEuqw5tDhZ6Uo/5tUp4ezhQavF0Tk1JkvJMBGYkqWj3bLuRzBLXm2yMqMFwPV9QdsVWlVq7NcG22SlE02nE8mYoNY7d4Uv1hpoN3o9upL7x36BhAQAYnYqlrW2Bpf6g/jQv2L48EvFSP9zubldqddYm+LEsU5hfngXFiOhoccPnEEJWsXni1tjCY2/FJxIAgGh0QdHZW4d/+5fLg9s89ryqFjLXJe1dWatN0Jz6fb/bTRhYGTqdCWp5heHpxMkf7WtvuXI7felR/YgnFXgcP31p78mAMPqhz91ZnV7I0W1eHgJvQSabhdumU0YW7P1vnxsefrjuiRN4HE5/50qh5BhO54nPq2rlpFc0gKzLKKomiLxGm1jNUTM3X5qdXSxviUA8Hi9Nzi3GrN5tSTMx/0uXaNUZdAyi83OwCCJEgQxRlUrI5AtdjUYXvj4Zz0xgk0AgoJj1tKAqGZJjeSqZIXkbD3CsARW1GLGyde+nd5a+PhnPbA88ir6enqZcJnrxxD51l8MmYnVDB44hlH9JVP+5i7eGgS1I4EFmJSnf2uzb4eLXu0mKQ6UK1OqgeSbvIqxd/5AkSdlSAQAIdu68WSjpZnNFJlnTKkFNLeic5nJQLmj0vejK1S19BQ9z9NDun/tN82c7mijE01w2UQ4c2fIEHsTT3B4rlWkdhbpKUVQHS0D9ThPY5K23QI58svOUqC/u+w99d8dGOgy+IgAAAABJRU5ErkJggg==) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzklEQVRYhb2W2W9U5xmHf2f5zjLj2ffxMh48Y2PHJk6CMYHWrTBhSZM2oLppJaSW3nRRL6r+Ca16WeWmF70JbQVp2oIowkiEFhIq6mCDbcCxjW089tjMeBZ7Vs92lpnTK0tWgGicQJ6ro0/nffV8v/N+Rx/z4zc7zr/6Ugfv8rUmQ6HVAr5mWIfNku30FM/GNlKr5Oj+E1eujU7WU3j6+HF7oJU/ptKiG6AKq6nC6Pt/v3x/pwJM6672RJOpPKQqKVezUe0b6G1raLD4pIXlSOxZRT///rFv730t+NcWf9uvjA7nEZvD/pbbZvrhvo4mt81qvDsbipTrFvhsbjna0uyPNfD0CYdF7+lttx4ltei7FvfLEzOPwktP7Px7x7sO7O++oLfYO8EQMISFfiMNnSQLhtbm/RZa9lwbnblUtwAAeM2+kNeuvGXSKS5RYMEJboFS03Zno/+m0xsoh8Ph2lbBqeN7/2hr8h0ghIDlCMRyBfbr/4Pa2gjFbAYn6IMGXn/lwfxioh4BGgAuj4wU5hL6362nY/lKKQ6ixRD0VN881b9271jw4chvftR/EgCGDh82mh3OAwzDghAW+ooE9yejEHIFaI0e8ISFzmjSmRy2vfUmQG89fHBl7ML8RvB0SaKyGzkVao2Dv7nduWeXcV+bW31vcHDQWiAECqujGYYGIRz0GqBPF0E8HvCiCI4Q8ByBU08HdywAAGcujV+cjlrPJTMKjHoGilKE1eyGquS8fd7Md8vlsrFUkeM0zYDnebBtu1D99U9RffdtEEMDCCHQNCBZqt6tV4D9/MJnj8lZr65yymUtmk2iBsLSsJk4tn937v3dno1kftNiJUwLOI6HTtSBtzmgqgr4XAaqrCC3WZyLP07d/FIJAMCVj2/fycjen+UlLq2RVqxnJSjyBhz2NjrYRNyVzYc3V+Kpj2saBdAsKFAAKFA0g1KxgPDU+ML5a9fS9QowT1ucDa3NuFzB6yIVfT2yXnM57H6IpAiNcYKuhSyFxLozX+EEHcsojtIKE80rtUfLq9GVyf8WLJvD3a6mfTP3FqNzX1oAAKYWVmMBX0tnuZTvd5slrGcySOdlcIJXDPAZXROnrUzfmwgZaxvVuanx66bUzWQhlxvOVUzBNqehq2gMnNt+fHcsAACio2NclSpek1gIRNbLxEYawGocYokUvHav+fpC3jYSrSprydS/W6w6W04ixlshicvI3JlLNz6d+EoJAEA4HC7NLqf+1d3eKevYwhEXIyGXy+HqTAy77GZ0dr3CCp5Aw2I0EphZY88f8DHtvY2K9rho+NP4/OPUVxbYwtLcNE1LWnO5XHXfXsroU5IKVFkE7HpkZB5Bft3wLb92yMRLwVJFCn+ywZ9ZXIxK9fR+4hQ8jatXx/L9HkPtJQ9tTW2WwDAUStBBK66gT7cKG7WG2ViF/fNdubBact7xC7y3nr5AnQkAgM/XtqRVNTFbEf2HerqFge7dKG3GoUhZ/HP8EaaSFCIpqfZGQO61crAMT8aH6+lbVwIAMB6vLngcTucvDjUb2201eWTiFi5M5lGSGQQbe3D1Thwv+/S6EqNY08h4h4aG6upddwLf6Qt2ddiZN5I5afTifensBw9Le61Wp87GltHpawEhEg62AjYdjdm1eJsma4qtpefB0tLSF85C3QITc+HE+U+X/vbNTs+evmbspRjLPxKZwqv5fBF7XEXiMkvIFBlsKnrIjIkKOJODrdZah5kELs9GIuqz+tb9CbaQKTGuMIa1fUFn8vdDr6jf6O34SGMFWExeZCkK91enoSppMJwHPQH3ye494jtf1K/uBLa48WBl4tJY+CPBbIt5BdXynwXptxsSnVovsKOglYOE91BarQJRNEMkJbC12CG/r31hbPrpv2ZqpwLP4sjAQGuva2Teau3koNWgVqtocRuRzyfBMFx2Mdty+g9/ufHEVW3HCTyLZr9frWqm1UIZY7KUf10vckQgMmjiBMNUBaehsIuvBc59fh6em0A4HJanF+OTk/OJWwGf44TLInp1Ao1sdhVqlcBjZT2CgbMx1ubR0LZb846HsB5o1vBhNhNd2yxBVeDGRh5QYaatBvyyy5R6b/u7zy2B7TxYiN/WN/aeW8twF3PZTQelRnc7zAIyRQLCqB1Njf7bUwvR5RcmAACh0OPiXCgS1TuCCa6a/InNyEGpAhTFshax4BLcgeHFxaj0wgS2aGxsTDdwgiirUBmGtSfTaeI0qYHNPIlPPUqMPbdjWA/vHO4/yVRmPjzY3cAtJ5h0qOAbfOEJbKfntQPzkaQqiCwomhaCtWq1+rUmsJ2jA30/ELTc2/8HIK3cJrfpA8kAAAAASUVORK5CYII=) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG/klEQVRYhb2WXWxbZx3Gn/Ptj2Mf28c+sR07iRM7bhLa0jZNm7Trwtpu7dhUKloKYpqEhgQXSEjADTdIIO0OxDQhcQUSdAJGK9axITVh6bLy0SZbk7TJEse1EyexY+fDjuOP4+Nj+5gLVD5auroo3XP1nvPq+b+/80jv//yp71zoujSwrz3gbm7Jz0XiKXzKok1mW6pVlF9ltdSZ8yeOnt+o0qujo6PVRxm/dvq0PdjGnSqTeidAFJbThZu/+N0fpx4XgDLbfXNWTj7HUcWu/i58pYnbOGdv6ticiSRDDzN989ypwQMHAr/y+jq+JTikZ2128YUmu/XLhzrdTtFm/nA2Gi81DBCOLmX9LW2MaMJJt8PImwVns1Iq+fnm1jcjkUT5gS8/c7p74PBnLhut9i6CYkBRJEiSBMOxOlG0HbaSqmto7OMrDQMAgKV515ykK3zeyEQkPWdCrSa79zXn93mcXlN3sE27HUok7xleOt37M9HTNsDQFGiaBs3QoEGAommApEDrjQEzZ3z39nxkrREAEgBGRkYyy7mmH5Yqrdn1TB7VShHBNu+pFw+u//xYx+LI2eeO7gGA8ydOmC0OaYCiKbAsA5ZlYE2swx6Lg+VYsCwDo1kwCA6xt9EEyHuLX789enl23fbttUwRnN4JVifCZtsFkiQtRjJ/DADixaJaoQ0gCQIMw8K6XUTTlVHY/jIJk6KCYVlwLAPJSAYaBaD+80Fqk+5qpfpuQS8HRcGAsrIFirGgx5M+fPKgK2BgOK/R0rzPYhFEvV4PgyhCt8sPrlgGXSqh5JZQqdUwHUn8dHxieu6xAcLhZMXt6VwwUrkvtjpN+pKcxFZuA63uVr2vSd1PVKeeK5RaJuxOT4fewIO32cC1taAW9AElBVWSwJpcCt0aD/1gNhpt6CaQ979499qN8dB2y/FYqnhlU5aQUxzQNBWc3gudvl1Nb4RnYqubyyAIkASFeh2oGQwodnUgR2hYnPoofGloKNPI4Q8kcE/zkaWUZPdFa+rqy5zOStutdpSKMdCsk+5yR/sziUVhNUvfaSFyoq5aIBMFTVuNLVTCt64nxfw7e5s8fTOTkcRD+8gjAQBgcv6VlGQP76a1cA9N5LGWUcDqPWDqAvxGg5JPZ9+S1z6WSunkdnZ9428BYsk4cjv1dQrcYLtk6pbN/jdisZj2fwMAo3VvZ+BavWpLiWbmWGhpi9FBQ3xlFYnkHL2cy/V9lNJbp9ZJ+YiHYlDJSls5OS+r6oG5TfYnb4/8/VYjCdCftDk0dCMD4DXHhe5+ns5+qV0nQmNJTGe6Mb+hYF/fEXRaObe+NOn+zdjW630tsLt9gnxx0vxeI4c/IoF/y+jaO7wuCym2ph7Rystcl8cPn5WFXDPAiyRCS3fxXqzSmpYNV2RNuPTjy+/f2FGAhYWF8suHXEccBnnwl3/NcqrGgicy6PWYUFcSuBbToOMtvKJWPtvnk8TedpEfmY5PNFL7gWv4MBlYRmMY20Sxxq9/EF7A1TkF2YIMpS7gC/392GPnEEtsSrlMZD8HRWq0bkMJAMDwncTN/h6/ieFM0euLpc7vPt9rpOolvDU2C72WQ6dDh4P+ZpA6jUyV82mB7/rz/MqKumMAZ48ftz3jK79upNWVDsl946kO5ujYwjYxHCnj6nQCleIKmo1bMLMVtoz1PQohJG/NpcZ3DCC0uFiSvMHrpQqhnDng+l6hypbf+DCjcFBxts/M+CQX7m6kka5aUeN8kMyVwYNBU5fTFfzgkwaUhgEAYHx2cSPY3kp3S8SZcIb60ed63IYDbdK2ntrWvBazJaMJSG4tgSRJ2IwlptMr7HE73fV3rs+P7AgAAEyGl9cYwTP86sWha4f8Nmsuv52c2Sxm8lXVXNbAGvRmlqNlVGCH1cSCqG5Lor0lNBFKLPyvesTjAjxMg4OD/F57/LftLu4FM89hbCaFp/YHUCysQCnXsgsbrldee/PmH+73PXYCD1MsFlN3+937K2rBzTIMncmprMNcA8XYUNOqulapdtJi7x6eCsX+a/RvuA80okjO/v3bW8Ge8UXdN0hGQE0jQdRlyBUeNCnburzEV+/37FgCABCLxbRoNFqxNHVsuHjlJV5P8gxVR3RlDRaTAIfA7bJYm8OTofi/ftU7CnBPy8vLBX97YC6bzecJEuTqetplE8xgWVZPaWunWjyB+anwP+eFJwIAANPhlbsT4fSfLELP71czSq9kVtt5XR2lMq3jmZxfNe66GI/Hq08M4J5CsZjiaAmmeSL9otHAc5ntLEw6xclQptmJ0OrMEwcAgGQicdfp3nO1UCbngHqAJhXRzBWf4W27hz8VAACILMVTd8KrYxZHR1Qt5p7WGSxN1WpN3bFG9DgaGBiQzKz2vEinLvwD207ZXrcoSx8AAAAASUVORK5CYII=) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8UlEQVRYhb3WWWzb9h0H8C/5JylSoqiLsiVbtiVb8u24axzHTVxs2No1HnZgQTFgWLITRYcBHbA9FdjDgA17KrqnAH0a2mFD1vVami5b3cKYkzXOiaZxEse2bku+JFmi7oOSuIfBw1osjZw5/T4S/98PH35BEiTPnxh987HRrqP69pGFUChUxWccpqqZt9ql3E+fNMb7u4Txv4Tzltfm5+eV+w3+YGZG9rp1x+q04ACowtpO4fLvXj370Z4B4R3mBYltHO91aMdsUvmYM8EfnQe+92lDP3762BceGfO+INvliUqTAg0NneWK0mPhX7kViv369dlL6VYBZDkQUR4d7HKb+NykSeRACOmbGnZU2zu6SYdnJBUMBtWP3fk3ZoaPTI2+IVrtQyAMGEJAERosx/GybJ2ykJpz9vKdMy0DAMDQPnxF1lM+hlBDhUKaOzxif8on+3+Imjpks46+txyJVHYHTsxMnLJ2dh9hWRYMy4BhGRCGAaFpgCZgBYPPqDP89eZKYLsVAA0Ac3Nz6Zubws82UrUNljOhARZ2+zic5vLxge7Kid3DMzOHJbO97QhhWLAsA56iIPujsMa3oWNZcCwLvWTSm+y2iT01AAB3/bFsv8fhEZm1SZMogtBNMESAy5yc/NyAqzE6MMjmGoZCb0/PM6JBL/E8D5OSh/3358CrNVTHBgBCg6Yo5FPbd/9xZXGu5QZ2E8o7fhnaNp/RaBNqtRrKpTU47Gb5qYPVF78yHjn/iL3w1VJVjRBCwHE6cB43yHe+Bp1VBicIYBgGmgYkSo1rrTbwMcDc3Fw6lnb9aCvLvFWo6qGUrNBAQzR60NRYNNW0L7O9OU9oCgzDgrNYQB+dhNDlAk9YMAyLbL64vBXbmW8VQD55IRiPl432rquopp7WmhWpzaqHWssgX7HAacqMFjPhg7TRJ5isdgiCAUSSQPEcKoRGJqfg7rWFhVOvnXv5gQEAcHs5opjNTh1pbj3R3dmHfEFBKpPCUN+wrrstKxQT4dsykTiVCBxfTlMNJYQP40okcuODgiX/zli7a/LOjcD68gMDAEB2+W4Xq3xSIuFDmTwlSJIDWqMEk+hCPus321TFkIjHk8X48no5eevK2xcjP7FRmSgh4nSHRewrSd4/RiKR5gMD1tbWKv5o4lJ/3wjKxdSTAldAbjuIdloPpSiT0xev406KNSwmUQ1sN//0zJcPnPRZS89djajryyntpTNzl67/Xw3sxugYvFstq7p0NjcYj1d5PdeA09IGXuyC0X0IfV6vcVBITpmYinUxXj4VLRl/m0lp7y7F4/V9AYTD4fJSODX7zUMj0mMe9fFzSwpimwoOulSwunaY6To6dXndnxcCzTubjfe/P8H8Rs/V+XM31v+5L4DdjPf1FgSieRaCO65EnSGVUhlHPDaI9S1cWNlGVDXy2WLxgJ7SZt/z879aicVqreyl73/k3wllmVCJ2BeVimmrWCpBY51I7GwgnVlDrZLA5lYU1XLCYRK56cFuZqrVvS03cPKI47sHHNSzyYr46sHutrGZAxbdjWgB0VQRh/t7YTU7YBTK6DI2ZKqWk9kez5nV1U31fntbBrDO4aWtfP3twy7eN+lmx66uRHExZdFdC2fBNYoYsOTgMIuIFBmUEfJ5Zb2PyJNnA4FAY18AwWBQ7e92C094Gy/lGuIHF6LCG/GUckBPioYuVzvUugZZV8dOsQLonBAFdsjCFKtt8ujNpU/51WsZAAC9I66mWjfeuhGtnz75uPP5R3vk9T67uDQsU/2xMgVFk7AaX0Knw41qTaW65OqXep31AV3Tc/Zer+WeACsrsdr5jwL+3vGDeWMt7ltcr/5hNYIXBYmVi6XLExpjQqbAwiVrMOo5VFQKDpthKFtnLi0srvn/105qL4B75etHj4oWa+HntNao8aT0i1GPILJERapgQJ+TIJVt/m1uWXr2rb/Pxz85u6cG7pWVWKx2c3X7vMftXXUYws+ZJIuOZRn4IxG4XT2QhKbPyhe+5erw3vpwORbad8BuPP0dBHXBXK0U6o1m3ZpUVK5TZtCkRBSKeclhM7RRFuc7gcD6fx7KfQUEAuvVm/7k7KUl5WXJ6onxnO64XaqjrhaQyddgFmmvVmM2Lt+OX30ogP+OraM31cZtfVvQNY2EbmIzXYdsscDM56aMNvfyHf/GykMFxGKxvLtn7EK6iHVCaWpaifWZjGboWCKU8gmfpWf0zWAwXn5oAAC4G45t3AokzluloTObOWpKljgPrSlo1NMdAvTa9ZXk3EMF7GYlFqvZO72JZq3Uq2NoNlcsiqLewHP2sdc/EwAAbGxsBEYmvvjKZqpxWslr4x02dlqtVvl9+RDtNdPT0/0OUT1eLyU//y8BFPYfeGCpYgAAAABJRU5ErkJggg==) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHBUlEQVRYhb2Xb2wb5R3Hv3fP3fnss89/YztxYqdpnKbOH9q0pEkGNGhq1Y4KJtZ1G2IvJu3FhvZmL5AmoU2g8WJomqZpQ6BJbNOENKCUPwuUpRUlpTDapGmTNmnzx3Zc23FsJ/V/39nns70XU1FXZcWFlo900j2P9Pvpc7/f8zynhzzzQ9+xrvZ252M/iE1NTKCOrxmmoJpnO+yp3xnT3d97+vvU5EJR98zY2LT0RYE/OnjQ1tmuOaDSWidAFcLXC2dfee2fM3cskCqyxx2C8nODRhpxGJWRfHnLOQCv3S7oJ4cPjO7o6/ytrcm2u1SjQKMOl1zKeMz83y4HI78+Ov5ZqlEBcmkxFOvt3lZvNqn7inIVvR3CgYd3mg5taXFajK39c8FgsPw/X/7YQd/IYO+bemvTdhAGDCGgCA2W43ib1TJkppXm8XPz7zQsAAA2d/u8gdX5OE7YZjMJnNdjb6PU0P5cXhubWYpO3hzw5MHdf7K0ukcYlgXDsWAYGgxNgxACEAJWK3gNGuG92UV/omGB5eVwyWJx+0V27YhBW+Z5joWGt6BaTlqat3jHHa7tCAaD5dHRUf1g35YX9BpB5Os1iOspWGaugmMIVJsFNCgQlmPjqfz5yYuXLzYiwNx4OXby0/OmQ12vtjvzP1PKPGoVBS5raWjEtzaVyMSkb/cPvfn2LHkBFUIbI2sQ4xvQXwqAWVpH8alDUDgOFYoCTVOwC7S30RYwNw9iWcdz166LitVMntrIqbyg0cJpdzsJiSCeSh4mpPO5HGFCBZ+nhR7oA/vIPtCyAkqvhYajAQCqWkVSqk41KkBuHvjDYen0xdiJ+7wtQ6lMvstlt0CvkaHhbUhmFCIypetyibW0tbb08IIBOrsdmtYW0IIOVbUCVVWxnkovTE8u/OpKICA3IkBvNnkxxL2UyNRy1Vod2aKK5MYKTPqa+J2R4ot2auxINp28AooGKArAfx+KZiAVC1iZmVo6Oj7e+DbcbHLeH1lua+sO2nXr3+R4qzYnAQ5HB0yiFTwrlwKB5PseQeiuMVqWKqaB+AJmr22Er134uGjOj/U6WgfnL/pXF760AAAsBKPzVnv3JFWJPpqVaC1HipDy62gyb2W42vKAoRhnV/wrc+z1K6qanLz6j9PR71rp4jKhmIddFnGrJHa+GgqFal9aAAAef+LH4WsB/0C94u+h6gnEV9fRRBsQTjIYuzCHszFO/0CXS5eQhHdt2rrrgU7mN4sxKX4pSb/0zoefnf9KFQCAiYmJelN756lKxR7nOdNDKxGFVSprCBczyNXasGfnINtnqzHngzHPG7PZDxi1eiYmiy+nU+RfV6JR9SsLAEAgEJXn/LGz3+prGn6wo95FMxSKkh6VKgOrloNWieHTcEFfLst7VJVMPjFAPa/TUvz7F6Jn7orADVpd3nM2Lesh1UqH12EiW00ytlp5SHIKxQoNm61FWIxn+wRCxo/HyfN+/2r5i7PechDdjpTM5VIKFfr7x6vxLvu6m6fW8eReN6rVEnY2OyEaDegRJSfDanZsy2s6PwAuNJJ303NgMwZbSod7HbXHd3vdb/w7JG0wYi/MZidmokX88cQ0/nz8E2RLMjRI7t5qSDz97LON5W64BWyz78pannm3Ta/q18qGj/pdlj09Lbxw7NwywnkDTs5msNfXhMUUhUByucNY6+g2m/o/WgiFSndFIBAIVO7v8mzZ56381aWn51qdrkSdZn0nLkeY/TvtOLTTDLcgI7RRgt0Gtred7heN4urJycjk7fI2LAAAXV3tilwzTC1lqPH9PdZflKtUcLtDG/MI6dZ0VVU31CZaqedhNrvA8TZo6MLQQzvszYLYN7WwsrLpv+GOBOaWQtLpGf+yt3+woC9F2qZW8q8sZ+mXjTozMtK6UGdYpwIj0pkE2hwiMtk1bZvTMmTSVciJydWTm+Wk7kTg/7Fr1y7mfnfhRS1T7QfqvRQq+p4OEyo1HXhWBUNVQm+dF4ffGj8TvzW24V1wO6anp1XnfYs//f1R/7BUJhMGvYh6HZALfuSKKkQ93/6gt/CH0dFR062xd9SC23HjTjHc2zpSr0QGRb0JsqJFOleCw2oBTZMeqw6dnM31YSAQ/Xw93DWBG7CWzjMKmsby+cq8Us4NUpC0Zj0glevgqJxPZClyZnbt8/Vw1wUikYiy4I9EpxcTZ4nOU7MK6n4DX0RZqaNU0cBmUFt4Y/frVwPhwj0RuBmfp2NBx0nb61W5mWU5NpmpUh6n2VRVMm59S+epQCAq31OBQDQqG1073kvkbH9JFcmFcDT8iNtBmGz2Wg+p6sjM8vrJu7ING+UbA9te39stHymV06jBFvanncP3tAK34mvvOnVd5pYSqbpWFMgATYN8rRW4wfDwsMWmkX8psLLtP5aD6kDmpFbEAAAAAElFTkSuQmCC) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur27180 1.3333333333333s linear infinite forwards;
}
