@keyframes rwdcur71634 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 18 18, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2WW2gcVRzGf2fmzG03qUSlRGn1ISCofVDQVGperLaCImJtFUGFagTbgFDECwpFbbUo0aJi1FZbzIPgBQRFRNGHIkpfvOEF1L7YBkNj2t3szuzc5+/biGw2JtnNk/3e5hzm+37nm5k/A2d0Rv93qU4b37/3jDhGjm2BNsDUCjQYTobhJBh2gmH5nHvpax09FiPdcaNqY2gFqkBpBdrAsAAnA0ujbIWp026yFwZQVY/ChKGRsbYTTh/bL4WlGLjw6a5OvyAAFRtMY96twq5w3gW7ug4HmD8BUJ6D4blt61Mn3pXUrHBi+qCsKEBsesSm17a+Zu1tKjGrRGaVYzMHuoboCJDaLrHjlNc/nPiiDLtocIuKdYXIrvBTfaIriI7P8cvjn4loA4WBwsY0LUxlMrz6ivKeo433xTB8RNVYX13eO9GxgUB7RLqfUPcxcv6I8nWVOdPj8/qP5YmvWrVV+aZDqDyO+HuX1URnAKuPpuWxefWwAth0zjrVtKrUdR8fBL+VYRu9O1RdOdQNl4+DR5YMseTa3vCnRJmCQcJ2b6i8fzKaEKOYwc2n2dr/+qJ9OzbQSaN9a9QsNrM4vND6p4m73Z2qUfRRK1bx1uzooptY9jB5tHVSNAlm3uTJ/ktKn/HTe0Vndey4yc61/91EV9PsvuCkWHmIJT4vnrWu9Hrqz31SJDXsMOSxi19eMKPrcbqtNiOaBpacZvLs4dLvod/3ixW3kKDBvvXPdszpyTzfOHtcLKnj5D4fDm4oPXd896po38dpJozf8Pi8WT0BALhs6mex8haVrMGRoWtL37s+PSBOM8KuR0yMPlyu77plj0S1uHcAAEO/fituFuAmEd9cvqn03jJ5WNy/mjj1lMN7HlT33/mc5KdyormwtwAAg18flUqS4CYJv2y+rvS/fvdBcXzBmcux5mLy2YQsSHsPADDw9idi5xmuX/DHjpvLjKvveVO+OnSvArhxw7hkfrIyAADOKx+J3cqww4xTu7e15Vxz5fOS+tHSJ+FiFY/dpKKgIGjmDDzwTttk9KMEP0pWDgAgfeJWlbUKai/d3tZAK8nIJV3gn7AXGpuUrJnMuxWEMSrt8Wf4L20/JKQFRgtUK8YKBCuMMRshOohw84Q8DlawgSSDsKAIMwgyVJghfopOUyq2Tb9dRRcefwOCLGDx6AbAXQAAAABJRU5ErkJggg==) 18 18, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11%,11.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhe2WXWgcVRiGnzP/+5PEbZoQNSoYbxRBvVCr7YVIGmlRpNUqBUXEiKiIhCKWghfRKChVsWKwjT8YL0QRRAutFesPUtqbahERtN7YBlPiNrvJzmR3Zs6c4914sZmYZDdX9rs8h/O+z/edMy8DF+pC/d9LZG2cPPWSdt0EywHLAkyBBCJD0jAiYiOibvgMrn87U2M5ZWVtKMshNgQKhRYCMEgMCJFILGIhUGbcivfSAFLkkApuGXiyqcMfpl/XsRIMlV5sqfslAUIcBMbicCrP5otHWjYHMhwAKVyU4TWtH5v6RCfkOTI9odcUIBY5YpFrWt/Yf59QZoHELPD5zIGWIbIn4HjE7r8AR89+k5oN9W0XiZUncvJ8WB1vCSLzHr86c1wbloOBgYOLaTqYwuCm3ivTM5/OH9K+Mcuc+JunC6t7E5kTUFYPyupFWj1suuQa4Rsl5uji62ol7fjezq3CNftwxXrG/LFVTSITIKCLmioy1NsvADb3dIvagk113uazmSA125kbFK64FM/o59nguRVDrHhs7/zia+GaGA48fEUuPT/e+E7PqD+YTn5mf8e+ZetmTiCrhq8tinIFyhV47feFtOMnvNtEUV1Op7qK4fLIsiex6jDZ/e2Ctjww8wmj13WkOmOzh3RVnqEWnmX/Zf+dlC2l2aMHA227CXan5o0NXanW838d1X50jnr9HG9evWtJj5bjdMcHFW1dBHa3ZnLTulTvmdPHtR3OkgRlXr75oUyftuT57QfK2i5p3GLCF1v6Us3Hf/pRW34Zt1Zh79b7F/VqCwDA9fumtO0l5Dsk3+8cSHUf/OiIdhs1HL/K+FPD6foL2/bosBK0DwBgYPQ37eUlnhVxcuSGVHv7nkntBVXchZj3J3aJ0Qde0fb5hMZcrb0AAH2PndB5M8ITEb++NZjq37FtQhcTTZ+b0KVD7HKEDuL2AwCU7jysHUPiRYo/v7w79diy8V19+NgjAmD3rXu18qO1AQBwNxzUTixxEsn5UzuafEZufFUnfmPlSbjcCk/cJRrziqCSUOr/uCkZg0ZE0IjWDgAgPn2PkL6iMtX8CdYjSaTj7H/CtlT3pJZBtOjWQj1Ex+HavQEK72mkwonBFSHrbE3RDuk06xStBnkrIg6DNZyAlBAqBBILiRYSdExsxTh5h86OAkLl+AecwV2dz4yCMgAAAABJRU5ErkJggg==) 18 18, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
17%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADe0lEQVRYhe2WXWgcVRiGnzP/u9lsuklc0uBPMQhWEBRBRXslVqmi1dRWChXRRsEq2CKiF3qhpqJSFRGjtVolYMUfKBSkKnrhRaEIVUERoiDV1KZNt9lNdje7Oz/n80KcgMnEJLt7ZV+Yi5mPed/3O+c77wycwzn836GSCp/98LyYboThgGkBpiIA6kbIrOFTN3xmjAo7e99K5FgKrKSCthyUoRA0SinAQAyICBEsIqXADJrRXtyAqBSBho0DD8/r8MDEqyJasTO3u6nuFzUQ4ADGwkWd5sHVu5oWJ1kBtHJRhjfv+aETHwukeX9in7TVAKrj7+tfuP38Lcozu3HMHG9P7m/aRKIBz+nFdfPx/dfj38Zig323qrSVJ+30MVL6sCkTifv45R8/iWG5GCgcHEzTxlSKq/N98TufzhyTilGmqKbY1TG4oplIngHpRoddhH6Wdf0XqsqMw3TJ5qvjpbjju7JXKdfMk1K9DFc+WtFKJBqolmzKJZub1uQVwPpLelS5aFM6Y3Hwx2ostjV1mXLVajyjnyeqB5ZtYtnL9s7hiijHxHDhvnWp+P2R+nGZ1ONMRGPs7RxaMm/yKUjA0IaMKpyGwil45fPZuOMd3hqV0f1k9UUMFZZ+OlYcJk+OzIqVAjMT8czmzphneGpMSuFJyo0/2XvBtv/kbyrNHhiuip2KsFcJr23virmePfmbVPxJarVTvL72jkU1mo7TzY8WxcqB3SuMPtId8z3+3a9iO3Wi6mlevObGRJ2W5PkN9xfE7hHcrohDT83lxEMHvxdLVXCjMns23bKgVksMAFyx5YTYmYh0LuSblwdi3nte+EJcyjhBiZGn507Hc3fukEZxunUGAAbWj4mXDfE8n2MfXBlzD947Kp4ukbMC3njvMfXStmGJzhapTbfYAEDf5Ucl7fl4js/PR+b2fuvN+6THFXrdiKw0CAtnCaqV1hsAyJ13WBwnpMvS/PL7xrmZuP5defPIdgWw57rd4lcqyw+ipaB4ZoOqF2B2SnNpzydxKP0jDqACFwms9hgAmG7cplRdo6sR1+bmf6hq9QC/Lu0zADAebFJWqDlavHveVtf8kECi5H/CVuBiRsUM/QVrtVoDHfjtGUKAtewXE03GAFs1WGULnt0gbdbwrDqu5eM3qu1bAYMQBw06xCQkUiFIQGAFZNMOXZ0diE7xF3raTdxmP3fLAAAAAElFTkSuQmCC) 18 18, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2WS2hcVRjHf+fc17wSO7GUtFgQsxJBdJEKVoSIVhGKWK0PrAtJutDaRYlaFwpNrZHYqIga+vABwUWVomDBFy3FhSCEUkEMqKtqSbSdSaaZOzP3eY6LwBWc3JhkZlb2vzvn4/wf3zl898JVXMX/HSKtMPrjYR07CmwJpkAYBmARSZNAmgRS4krNkfWDqRwrgZlWsM0uhJQoNEIIJCZIiwgLE4kQEBqqFe3lDWRFNyjJnr7HmhK+NfulFgpeLd7fUvplDdgUFlMvgZwqsG/jnS2LA8i0giMKZGS+af/Ti1M6R4Hjs1O6owayonvxGv6FR67rF3ljHXmjyLFL0y2bSDWQsYo4Rk+yPnPhj0RsR+8NImcWydkbmKjMtGQi9R6//el3LYWJBGwFhjAwpGDLTRuSMydnFrTrSOYdwb5Cfk1vIrUDas5ElUyiyyZ33LxJeH+a1GcMzpyuJIkf3tQtnKpB1hUcqrhr6kSqgahkEZUttg0sJh6451phVC2Misnpz2uJ2OPXZ4VTFmTmJPsv11ZtYtVtO/u+q5UwCCXc91Q2OT8x5elLecVsMeboxq4V86Z2IA0DQwURl0CV4LM360niZ/ozolBSdP+lGPq1tOJOrHmYnHqxrmMTakbMEyP/JD709Zyu5CKqGZ+jWzb/J39L0+zk7poOrZi6pRl8+5qE6+CJGe1aAQ27wTvbb1xWo+VxemLnvHZNuGJphid7Er7nR3/T1jqf2K4xNnRbqk5b5vmxu0p6wdJ4TsxLX/QmnHuePq9lzsUpVBkfWfrD1RYDAGO3XNS+FePlIka/60t4h5/8RuNUkXaFwxNDyf4rex/UvjffPgMAI32/6CAToTIBr527NeF+eceklpkKeSfkhY+Gxeu7d+k4LNPwrrTXAMCB3h80uQAyAQem70743733uLadBrFTxudngqhEGNXabwDgYPErre2IQkYxfOGBROODreN68PvnBMD4ttt1ELqdMQAw5pzSth1h2RHPlnc26byxtV97obv6SbhS7Pe3C9NTGLWYj4ufNE3GwPUIXK9zBgD2hg8JK1Lsmn+0qQORt5kw0un/hO3Ae0xqGQVL1vxGgB/7nXsDR/hQSxRSNvBFFW0t4FsLNIwynlkhMF1q4XQnOxCh8AlUjQiXSNQJtUtohtg5m3xXD1nW8zfIDk6OSX0OewAAAABJRU5ErkJggg==) 18 18, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2WT2gcVRzHP2/emz+7m8RGRaLYU0CxeGiRVFArVNSCUEtjW/FPETE5VE9RRK2iqG3EEiMqBGtthdwUi1oPVdFDD/5pS7ViqagHsZYGy7a7m53Z3Zl5M89DYXrYbEyyuyf7vc17vO+f33t8GbiES/i/Q7TaGD++zySuAEeBEgipABtt2USWQ2QpfEvy7pVrW3IsBKrVhqN6EJYkRSCEhYUCy0bjolAIIYml1Y72/AZyogdSyROD65oSvjlzzIhUsrN/ZVvp5zXgULiQeg7k0xxjV69oWxyg5QxdUcCz8k3rH53+3eTJs2fmT9NVAzkK5Cg0rW+59jpRSD0KpsB7/5xt20RLA17s4IZu9v3Nr39nYsPLB0Q+VOQbDlOnym2ZaHmPXx0+ZSwUFuAIkEikFKy+6arszMcnZo0vLUqWYOz6wpLeRMsJiJLCrihURXHb6muEqijkecnRry8m3nRjn3B9Sa4m2PGLv6RJtH4DgY1Ttbn97guJh+66QrhVG6+s+PGTIBN7YCgn3JLAK1s8cyRYtIlFj+3k+75JhSS2YNWjuez81IGGOeukzBQSdq/pXTDvoqtsxUiPkEWQRTg8WcsSP36vJ3pKKX3FlJGDxQVPYsllcuLZmokV+DJhzcsXE+/Ye96UHU3VDdm9Zfl/8rfVZj+PBia0EwLbsPatyzKuVybPGF9G1J0672y7YV6Ntuv0+OaSqSoo24b105dnfC89/YeJcyGJF/D69ptb6nSkz7+7o2gqtiFwEzYdGMg4x7f9ZOrKJ3GrjE/cM6dWRwwAfLHytKnZCUFes/XQYMa7a+uXRrtVtFPmxamRbP3V7RtNGJU6ZwDg08HfTN3TRF7EI8dWZdxvD0+b2CuDO8tTH7wgdo09bBJzjnpU6awBgP0DP5gkH6G9iAdP3pnx71k3YYw7S+KWCZedIaJInASdNwCwv/+gSRyN62k2/LUx09h765PmsW8nBcDEQ7eYSPvdMQDwufuZ0U6AdgI2nxtt0nljeMg0tL/4Jlwo1ocbRNoISIKAD/tfa2rGyG8Q+Y3uGQC4Lx4Vqa5xf+m5pgnoekSsTet/wk5gmp0m0tU598KgTkjcvTewj+dNSgRWjVAEGNsntAPq8nsayxRRnyLQYfcmoAlJqaPTOpoALWrExidWMY6Tp9DbS06m/AvDlVVOUGu69AAAAABJRU5ErkJggg==) 18 18, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
46.5%,47.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
54%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeUlEQVRYhe2WS2hdVRSGv7XP6z6axDQhTetjYJwoDnSioB2JxgeImlhjRZFiHNSItoioEKStqaIURYIhsbZCaMVWbaUORNFBoYKT+gARS0bapmnLTe7NzbmP89wOxDNJT0xyb0Z2zc5Z7P//1tqHnwNX6kr930vSGm8e+0VHhgNigzIRDAggrCn8qsKvKdx5xfhwZ6rGcspMa9ixiYgiFhARlAZQhPE/hyQSAoxGvJcGyCIQxgxt6Vk04XsHZ7RIzN7h9oamXxLADkClyOeI2fnixobNAVRaw9FCRha3j35xTrdYcGD/jF5TgDZLaLMWD/lY/zXSmTfoyhsc/vBSwxCpAJ0Zmy7HSZ5/+v5sYtbb1y2dOZPunM3xsVJDEKn3+Me3f2lHmYgCywbTUIghdN22ITnz2+dl7bqKUlG4b2d+Vd9E6gZa44B8XCMXVrl68yYx3TmM+QKl76aSiW9+tFW6HIOOrPDViLuqTaQCWJUi1kKRrt4bBKDjnpvEqp7BLP9K5fjpxOz6rVnpdoRNGcWJVyorhljx2txPP9JGJBAqsk9vS85fHKvr6UsxUzMRAxMty9ZN3UBarXt8UPAK4BWojr6bTLzhuYxsXBdzXWvM0cHCsjex6jCpjr6qiUyimkHLa7sTnbMjc3qmFHJ+wePhiWv/U7+hNKu89ayOIgtds2jb+36idX7PtC64ARdqNXpHb1zSo+E4Le7aoqmY6AWL9eOTid7Uy6e0Z2UpRSGb37491acpeV544S6tXYvId+g+dCLR/Hn7Ye2aBguO5oF9Wy/r1RQAgHNP3KKjwCKMcvQcO5nofvPULr3gCCU7YnBsT/K+/41H9KxXbB4AwJm+Hh1GGXzJcOuXpxPtye19uuRkCNocXtr9sex450l9IZpltjbfXACAH/u6tW/l8I0Md3/ye6K///V7tb7KoZp1mPE0036BclBpPgDA1wPtOlQ2cWuGhyb+TDwOfHCnfmboBwHYtu8OXfLdlQfRcur+I0XBKBHHc3z2fEcSSv+aA5gSYOhgbQAAHjzkSWzUiVSFI8Pti5Ix8uvEfn3tAAD6xwOJrZCBkeKiq9ahjw50+j9hM2pyCO2r8LK9wKsRecHafIQAB3egYwXkFZ4SdItFXSwu1gxm6yZl36Rc8dZuAyEQmxBGMaEJYSC4aILAxLZzrM+3YGdj/gYV6VbhSEHBhgAAAABJRU5ErkJggg==) 18 18, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe2WS2gddRTGf+c/M3fuI2nzIqY2uulCXQiCoKIiWNSiUKTVKjVWCI0UH5uCNvgAoTaKGhuKGJs2rZCuaoSAiFJrF10I7loXPqBU0IamxJubm9y5uffO4/93IR2FZEKSe7Oy327mMN/3ne8cDgM3cAP/d0hS4b3TF02kXCAFykawIICwovDLCn9B4c0pjg50JHKsBHZSIaVtRBQaECMoAFGEBmwB0UKAVY/28gYyCISaV57bsqjDoc+mjCjNwEBrXd0vayAVgkqgzyrN/gOb6hYH/kl2KbhGSMvi8vgXk6YtC2PHp8y6GmjLCG2ZxU3ueqZb2nMWnTmL8WPTdZtINNCRTtHpuvHzT+euxGJbd3ZJR9bmpmyKb4aLdZlInOOl7/40rrIRBVbKYFkglqLznn9n/9uX86bsKeZnhYf359a0E4kJ5HSVtPZwwxI3P7hZbK+ANTdN8ftf445vf3qDdLoW7Rnh7CFvTUkkGnDKMzilGTofu00A2h+9U5zgMnblZ8oTE7HYLbsz0uUKm9KKs/3lVZtYdWzexKixIoFAkdndG39fHK6aq9Oay1MR20eaV8ybmEASmnb0CbU8BHkWjh2OO255OS1dTZruDZqv+/IrTmLVBgAyPf1i/BkwBUpD78Riba81yeaNEbe2aM7su7IiE3Vds/KRF00UOpiKw8a3j8RcVw/+bjxPca1S4aFP7lhWo+5zOvvRLkPZxsw7tB0ei/kuvX7O1JwM5Uhx7wf3Jeo05J7n39xqjOcQ1Vy6Rr6KOS+8dNJ4tk3JFZ4Y3LOkVkMMAEzuu8tEgUMYZNly6nzMe6Z3jyk5LkUnRd+nw/H7He/uNLO1+bUt4VLoHrko1ahAVee50HN3vIDbPj8lC+kCC5kiHx/sNQCvfvi8UXYF1ELjEriOH1/oMr6dxVdpHhn9JeY/fmibMS0uc5bLtZph0s8zF5QbbwDg272tJpQUujnNk0N/xBonRh8we/t+EICewftN0fcaN4L/4vETs4JdRJsC4/3t8TiuiwNYEmCZYH0MAGw/WhNtV4lUmdPvty46StqvEvnV9TMA8NRgINoJefaN2UWjNqGPCUzyP2EjMHYA46twyZpfq6BrwfosIcDJtzBaATlFTYQo51CsOfxVsShUbeZ9m1K5tn4JhIC2IQw1oQuVquAFhiCwSaWytOeacTOavwHKVVQ3tltG3AAAAABJRU5ErkJggg==) 18 18, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
73%,73.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfUlEQVRYhe2WXYhUZRjHf+973nPOnJmddSZXWTMrW4okLywoJb2I6AOCiNw1CwqSViiFQCKyy8w+DCtCWDKtaOmirAjaIjMLvRA2oi+IQjLKVt2QWXd255ydOZ9vdydo9ujuzuxV/i/fh/f//z3Pe3g4cFEX9X+XyCp88PyPWsY2JhYShRIGCrAjiR1IrEBiupLrXu/K9JiJVFahYCmUkIgElBAoCSYSOwJTgSUEKjRayb4AgCMwSFi3taepwxOvjmpTJFzxXLml7s8LkLfAkNPXrHzC5duWtBwOkBEBji1wcs3lkQOntJEPGd03oucVwHB8DMdvOl9232XCKAQYhQZn3zjRMkQmgJULse1/AUa++ikN615/jVB5HyvfoDrwc0sQme/415FDWpkSpATHwjANhGGw+Nqb0juTHw5r6UrEuKawbfWcvonMCaiFCWpRguqKuHTVOqFKLsaCCapnDqcdd/atEUbxd4RTx915dE6TyAQwyx5mqcbiq+8QAAuX3i50oQadVbzax2mY0/uAEIv+QOa+xXvqs1lDzHpsp9392jIENpJOZ1N6v/HRgE6OnyU+uZLi3r4Z+2ZOIEtLO/pFjQqTVBibeiXtONe7RSTLO0i6vqHS/86MJzHnZfLr1HZto3BigyXFZ1Kfc4M7dfRnFf/0VSzbu+WC/i1ts++9zdqKTTq0yZULXku9zhzYoYNRl/rfdVa8sOe8GS2v06/HN+gSirI2WX7JYOr329CT2p8w8c7FrH58V2ZOW/b5ocqtuqRN8rHNyu5PUs8fvnxMu+OK2qTNXf27p81qCwDA0KlVOheb5KM8a3uOpr4Hv3hIu5M21apF/+aB9PzeZ3fo8XrQPgCAd4/3aDvKIYIcfdd/l3rvGlyvJ6o5aqHNnifeFg++tF2PxQYT7QYAeHG4WxPk0UGOp2/7JfXftO9OPaVtkriE9stUAokXJu0HANj6eVmLyKKR5Nh/z8k045Y31+ojjxwTADfvflS7wTwBANw/ZOsgsggii083jDXl3Pjyw9ptxLPfhDPVe3f7YjJpMBF7rHm/3LQZG4FHI/DmDwDgcG8ovCRieON40wSCqI4Og+x/wnbohkG0G0TT1uq+R+i3cQ/8VyveQkcJ1JE0fEFdm0i/gFEvoRqdqKCI74XzN4EwAj8BP0qYiiCIBEYIKgzJWxbFQpHEkfwDivxN736dCFMAAAAASUVORK5CYII=) 18 18, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
82.5%,83.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
84%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe2WS2hcZRiGn//c52Qmt5mEaVGhhC6km7pQIRW81YiFVk1rpVIXkrhQV7UUXVhEWxW1tIgQ1KqBuBCtFyjY4g2qoCgi7cZCKCLaNmnrJDNJzmTm3P7fVQ/I5MQkM1nZd3e+j/993+/9z/k4cA3X8H+HSGuceflHZccWFjoGBroAiNAiHy2oowU+mlej8NYDqRxLgZHasCSaiEAqhAA00IghCsCIESJCD2Uz2osbEJkYSUzfU7c3TDh55GslRUzXS4NNTb+oASwftIX5pRuxZs+2psUBtLSGsGM0RzXUL3x8StFRYnL0aGOzpQY6PUSn11C/bucdQi+0ofe0ceXDd5o2kWrAKjjYvXbyfP70t4lYcfOgMHpcrKJL5fhIUyZS7/Gv8a+UYWsgNDAthK4jhE6x95bkzOxvnyit6iEqZdoG9qzonUhNIMhJ5l1JNROxdu1tYtrwKOkzjFe+SSZu37BD6D02Ip/BO3FwRUmkGpg2q5TNOdb3DgiADfl7xJQ5x2Wjwi/VzxOxzLpdQhRttDUO1S+eWbaJZcf2qfeuMnWBg8ZA5rHkfP3vESUnrhCfmyS34+0l86YmkIbt2WExSYmLlDg2fziZ2Ol5UshiFnlDO6XPhpecxIqXySvzz6oMBrlYZyj3QsIzffGgii5V8CfmuH7rfyfR1DbbW31cubFJlzJ5uuONhOv8xIsqLnvULtW48e43F9Voep3uLj+kujHoUSb7u8cSvu/P7VMZ30TOxtza/2qqTkv2+bbSXaqgTDpjm8PF4wnnB6efULpnwJzNI1sOLajVEgMAd17YqLKxSSFyGe37LuHd/+WjSpuzkRWLA8MjSf3B4QOqXPFbZwBg43if6ogc3MDh5E2/Jtw7xwaVUclih3lG9x4Ru59/TU1NxcxUaq01AFD8qajcwMUJHM5uPpvw33t0SNmqGzvOozyH0uWAqhe23gBA18l1yopMHNnFn/f/nGhsem+f+mHodQHQ/9wh5c0Gy19ES0H5vj9EhZhpWSd/rD9ZSlfFAUJLEJpqdQwA+Ft/F3UpqMaKro+2NGzGugyoy1VK4CrC7WdEJA3KD59ouOqACBWHi/wTtgJjN6so0Bds1UKfULb4M/wX3t+kkDoaWYRvYqoOTN9Cr2Uw6hZGTcefqa5iApEO0kJGCiINEUWo0MIIQ1wrS85tR5oZ/gHo8FE7jtVxLgAAAABJRU5ErkJggg==) 18 18, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
92.5%,93.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
94%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeElEQVRYhe2WTWhcVRzFf/e++96bz9SkGlKpuKgbBUEIWlAXxaqFavGzikXFalqoblqhVqj4mYqRplrFoFZFKi5aBUULom0XLgS7kHZR3AhCa3SkmcxMZt6bvO/ryic4eTHJTFb27N79c885/3Pv/fPgIi7i/w6RVTgz9qq2kxhLghJgGAJMkCpCGgFSBkjtcOn2dzM5FgKVWShbSClAJwghQEmkCZgRCIUQAiMOu9Ge34Doy5NIWLPlqY4OK8fe0AmC/jv3ddX9vAYoW2DIOUtJqcCqdbu6FgeYWwEQJRtZynWsT546qikXqJw6pJfXQF8e0ZfvWF+99gFhrChiDBS5cPb9rk1kGrAGcqiVdvp9/reTqdjQVfcK1V/AGizQmJzoykTmOZ49/50WSgKSBAthGEhhcM3gDemeSvNznZMOFnWKpaXdicwEaiqhqhKmVMS1l98sKqrN74bLicaJtONVffeLpmHjyjwtZ3RJSWQamDJDqmbIusHbBcBtK9eLlilpKIMv3OOp2JX5h8S0sKnJHDV3z6JNLDq2D5yTWhgJkpCt+Y3p/p+8CV1KLjAQV7is/N6CeTMTyMJIab2oElMl4UD7s7Tj4dyTYiopUUn6+LU6suAkljxMnm1/qRUxRuzyUvnRlOd4bVQXogY5v8XwFf+dRFfTbJt7RJtxiKnbHFyxPeU6+sfL2gwcrNlZ7rj67Xk1uh6nm+ufaoWDqWc4PPBMyvfaL7v1Jb6J5cY8vnYsU6cn8/yW6oQ2dQs79vhq6IWUc8fpHbrkKIotmxc37p9TqycGAK6b3KfN2KcQ+Xy/5p+OH/l2p7ZbEqshmBgZT9e33POKdur+4l9BFs6s3itqnqbqwfDp3ekr+GTDm6LWztNoF9k6PqYBHt72uq57iplA9i6BvzH0415dCAS5AH6+dTTl33DoLW37OezpGP2nT/VcgDsT9t4AQP83z2srglxS5Nxde1KNmw58qH94+gkBcOOm/dppBMtjAMD+elRbkY0VmUxv3tmhc/3d49qpe727A/+Gv+k54SUKNzboP/Jxx2T04gAvDpbPAEB43y4RJRb1Bx/rSCDQEZpwnn/CXuDwQR0Fc5/ybOATxv7y3QE+ekeTCGRoIZo+ZlNjNn2M6VlUw0M5AX7LXcYEIiCSJK4HToRoR2gnRIUhBcuiPFAksfP8BQKmTwa3BIT6AAAAAElFTkSuQmCC) 18 18, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
96%,96.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2WTWgdVRiGn3Nmzsz9yU1JlRDFLiQgupF2ocVfqtQIgqjRGgSrFVPEv4VKqKIutK1FqX8Rg021luwsoqCLaqkUK6Vu1OJCENH6Uxqa3t7cZGZy78ydmc/diNzcmOTerOy7m+/jvO/7vZzzMXAe5/F/h2rVODH6iriS4FhgK7AsBQa0idF2hLYiND4XDr3XkmMxsFs2Sg5aK5AUpRXYGm0AJwZto7TCkkY72gsbUKU8qYb+wcebJpw88qakStGzYWdb0y9ogC4HLD1vKy0UuGj9U22LA8yvAKiiiy7mmuqnThwQugpM/rhXVtZAKY8q5Zvql6y9V1ndRayeIlO/jbdtYgEDOaTbzb5//eurTKxvzaCSYgFrdYHq9FhbJlo/wz8PCbYGNIKDsiy0sriy9+rszMnZj8XRPkZN01tc3p1omUDZTjlrp0zZMesuvl6dtWPOWBGHq0eziS/tvkd5lkug8pz2dywriZYGZoxm1lgM9A4ogFsuuEF5xlC1DZ8G32Ril+fvUxXlUtE5TgbblmxiybG97x8XZaVoGjyU35CdP1ofk3w6xapkkstKexbN2zKBVhjuukaVgTLwxtwX2cQ35h5T59IuptJuvi8PLzqJZS+TZ+eOiE2MlQS8VLoz4/mkskPycZVc6HHTmv9Ooq1ttjU4JCaJMBLw9qqhjGvf6ZfFRD5OrcbQFe8sqNH2Ot00fVBsPIzMMLF6a8b3wi8j0hMa3CDhifWvttTpyD6/uXxAjMziJjU+63sy43z0hxGx/Yguz7Drtt3zanXEAMDaU+NikjqFuMbX/dsy3s1fPi+uJzhVYWx4V1bfctd2CabDzhkA6P95VHJxSC6K+W7dcxn34MROyVUFN8zz4cgz6v4HXxN/KqE2U+usAYC+b9+SQiTkIuGnjU9n/LeO7xV3RnArCXImpPx7ROg1Om8AoOfgqDhxSi4t8scd/1zM67Z/IMdefFgBXLtxt/iVaGUMALif7xEnNjixzblNDzTpXDXwuviV+tI34WIR3v6IqqeGILHp2f9R02asxxH1JFo5AwCNuzeruA7TW4aaEogkRmgs8E/YCeyfkNiL5m3VopBG0uFn+C+8u0+IUvQcKC/EeILxQqxKDXu2jh1EhF6wggnUY6ilpHMx+DFqLkb8BnajQcFxKDlFUjfP3yGVVxnMlM/lAAAAAElFTkSuQmCC) 18 18, auto;}
97%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRYhe2WS2hcZRiGn/+c/1xmJpOaKiVWXcWNUPGu0HbhpVooSEk1itBWpFHxAioiEReiNQotrSJCaBIvmF1FEOpClFaUEnWhVRAKpS5sLQbDZGaSOWdmzvVzIZwik4lJZrKy7+78H//7vt97vvNx4BIu4f8O1a7wy9hb4kiCbYJWYGoFGgwrxrBCDDPEUB5XDB5py7Ec6LaFHhvDUECKMhRoA8MC7BhMjTIUJlEn2ksbUMUcqQEDO59p6XDm5DuSGoq+LW921P2SBijYoI1FS2k+z5W3vNCxOMDiCoAqOBh5t+X8wq+fCIU8M6cnZW0NFHOoYq7l/OrrH1JmbwHzsgKz5yc6NtHWgBRckh4nez77x4lMrH/jLhW7eejNM1cd68hE2/d46vxX8s8MGIANpompTG7YcHt257eFT8UyPLSqcFVhdTPRNoGSTilpoaRTbt64Vc1pYdZMOF6dzjq+tvdBVTMdfJXjd290VUm0NVCzLGqWxX0btimAey/frGqWRVVbfOZ/l4ltyj2iysqhYric8UdWbGLFsb3v/SjKTDCIeCy3Nbt/ojkmbjrLumSGTcXxZfO2TaAdhntuVSUUJRRv149nHd/jPq3KaQ+zaS/fl4aXncSql8nL9WnRxJiJz+vFHRnP0fKouHEVN6ix/Zr/TqKjbfa4/41YSYglPu+uG8y4Jv7cLzr0sBsNdl/33pIaHa/TocrXoqlhyTxT6/dmfCNnX5L1gYXjJzx/x4G2Ol3Z53eXjoklCzhJnWP9T2ScT/38imgvIFdTHNxxaFGtrhgAuPHClFhJk3zc4NuB5zLePV++Jk4twa4KY8Oj2fm+wTfErwTdMwAwcGZS3LiJG8b8dNPFzbhr6oC41RSnYfPRyItq956D0iglNOYb3TUA0P/DEcmHghsmnN72bMa/fWxSnHnBqSTIXwHlcyGRH3XfAEDfFxNixwluWuDczouDueXVD2R6/z4FsPnOQ+KVw7UxAOB8/rHYscaONXNDD7fo3HbXYfEqzZVvwuUiuP9R1Uxt/KbQN360ZTM2k5BmHK6dAYDogSEV11MqT7YmEEqMqGiJf8JuYHxK4oVw0VIjCIiSLn+G/8LhD4UoxfBBeQFWTbC8ALPSQC800X5I4PlrmEAQQyMlrcfgx6h6jHgROorI2zZFp0Dq5vgbDj9W72+u65sAAAAASUVORK5CYII=) 18 18, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdElEQVRYhe2WX2gcVRjFf3fmzp+d3Y2mSknFPgUEQSRVVFpFQa1KIYrVWKQVUSOoBUGl2Ie+2EbBEBXRpmptCwEpiiAoKP6jKK3kpeqDFLUg2BYDySa76c7s7Py71xeZIpuNSXbzZM/b3I97zvnO3PnmwkVcxP8dol3h5wOvaIcM2wQpwJQCLDCsFMOKMcwYw/C5fPCdthxLgWxbKNsYhgAUwhAgDQwLsFMwJcIUmCSdaC9uQJQKKBP6B3e2dDh14g2tDEHvxpc76n5RA5RsMI0FS8rzWLfhuY7FARZWAETRwSi6LevnfvlI43lM/XpQr66BUgFRKrSsX3nNQ8LsKWJeWmT67Hsdm2hrQHkuadHJn0+f/TYX61u3VSS2hyp7zNTGOzLR9j2ePPOVRhr/eLTBNDGFycDaG/M9v5//WFuGjxRV1hdXdibaJlCRilkJs1Jz/RW3iDkJM6bim9oPecdX9Two6qZDIAr84Y+sKIm2BnzLoW5Z3LX2DgGw+bKNom7Z1KTNJ8FkLnZt4WExJxyqhsup4MVlm1h2bO/7P2phKgxiHitsyvd/3RzXrpqmnE0xUH53ybxtE2iH4dJ1ogJUMHi9cSzveLP7jJhTJWZUD8crw0tOYsXDZHdjUktSzMznpfI9Oc/RuRHtpDXcqM6W9f+dREfT7MnguLayCEsHvHnJvTnXgb/2ahn72GHIo1e/tahGx+N0qPq9ltSxdI2JNdtzvl2nd+k1kYUTZDx/06ttdboyz2+vfK4tPY+ThXza93jO+fRPe7T0I5y6ZmzL2IJaXTEAMHDuqLayEC8N+a7/wh/0kS/3aqeeYdcU48P78vXh+/fpoBp1zwBA/29HtJs2ceOEkxuezbm3Toxqt6ZwGhZHdr8gduwY1dFsRjgfdtcAQN/kIe3FGW6sOHXnUzn/3W8f1M68xqlm6OmI6pmYJEi6bwCg94vD2k4zXOXx530XDubNew7pEyNPCIBNt47pRi1eHQMAzmcfaDuV2LHB7LahFp0bbntN+3PN5U/CpSIa3C6aqSRoZPTu/7BlMjazmGYWr54BgGToAZE2FNWd21oSiHWKFskid8JuYP+ETuvxgqUwikiyLn+G/8LoYU2sMBog/AirrrH8CLMaIs83kY2YyA9WMYEohVChghT8FNFI0X6CTBI826bsFlFugb8BG1NV4rLsPDIAAAAASUVORK5CYII=) 18 18, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur71634 3.3333333333333s linear infinite forwards;
}
