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5%,5.2333333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
5.3333333333333%,5.5666666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
5.6666666666667%,5.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
6%,6.2333333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
6.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
6.6666666666667%,6.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
7%,7.2333333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
7.3333333333333%,7.5666666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
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9%,9.2333333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
9.3333333333333%,9.5666666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
9.6666666666667%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhe2UPYsTURSGn3vnM3cyySaZJWxiEV1BWGEtFiEBKxErYW1sLNLZWOkfsPEHWGzlH7HZUgTBQrazWhD3w89djSEzyczkWrk4ip13sJinO8XlPO+5hwMVFRUVFRX/HVu3dZntZKEa3dXYLu2bL0uTOBMQ46eai0OQNllwwPYoLkVCAlh3nuhQXUXYAXgKKSIuKUl/fGhcQna2H2qve4V62kCnc+ht4KaKFQXEU7g2NiohERKZ+czdGJRCNFZJ2gnTVJPHH7D6W9x7tGNMQgCozRs6a2yQXh6hJ4cE1jpi/zXDb1326kf4nQnvnu0IEwJnS2gnBzj+GtgutlZYKufN/DvuJ5/TiWZw676RKRRSOQ92dXq0R5QNaeoXfJ1O+bL72EjynxTugJcFkJyQuqc4BLTC0GTvPwXCtIvorBPLYzIxw1765Qoslxl2eAHZGLAQExZyVq6AJQLqiwhHhNj+CrmIjQvYvxbhrIn3vkUy+AyygRXYf3v3zyhMIHqluP7Rofa8Ty1p4uimcYFCRL+R0a5D7y3E+3XytmNcoDCBhdYcz+BcKycSFrUTr1yBZW7heILNHrSClMgxeoOA375gLRScXwVVg2C2IHDNL+EPKdWEB3Xvbc0AAAAASUVORK5CYII=) 4 13, auto;}
10%,10.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
10.333333333333%,10.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
10.666666666667%,10.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
11%,11.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
11.333333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
11.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
12%,12.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
12.333333333333%,12.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
12.666666666667%,12.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
13%,13.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
13.333333333333%,13.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
13.666666666667%,13.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
14%,14.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
14.333333333333%,14.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
14.666666666667%,14.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
15%,15.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
15.333333333333%,15.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhe2UvW7UQBRGz9wZe70b44T8KIlIAEVLQqqskOjgBSh4AN6ABtGAeBCeAJDooKChCaKgpQ8g0SAQISgE47XX67GHIgVsBB2zovDpbjH6ztx7Z6ClpaWlpeV/Y2V9z00zTyaqC/fceHjE0yujqUn8EujfdVQpTZhiuore1oOpSAjAwtobh4nBHlHOvCPNAA1q8Ni7hJy5+tqp2QotCmyGNcLLA4ewQYd1Frf87oSUwT517XCsQjCHjWC3/M7mcJvTxSpzoyVu3tn1JmG+vrim4ou3XOfbLEVgMHXI9fkeTz49os5S0hnFq+ervvKPd6ChwSQZmATGGZcXQ7aTmFh3qXLHweEPdnYeeumCAcj37isANm47pbuMm4ZL5xPCD5pnb28ogM8ffcSf/AeiFVx4CoBAhMHZ2E/q3wRUZ4mQPgC1U4jIHw/9S8zvRWwHmKpHXjtENzinvAtMXHFz1CewAe9zS9Ecd2GqAqHSAAQYDktHXvv/jSdGUFQ1UZ0QCiiEdOw9/8QrCBTzUUQ2Fox2aOV/BBMd0M6xX5R8EZBI6ITe8yc7sCYR0rFYsQyriqyspysQLCsWkoBzy5rK5hRl6V3gJ/BOlv+73pKkAAAAAElFTkSuQmCC) 4 13, auto;}
15.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
16%,16.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
16.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
16.666666666667%,16.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
17%,17.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
17.333333333333%,17.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
17.666666666667%,17.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
18%,18.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
18.333333333333%,18.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
18.666666666667%,18.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
19%,19.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
19.333333333333%,19.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
19.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
20%,20.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
20.333333333333%,20.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
20.666666666667%,20.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
21%,21.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhe2VPWsUURSGn3Pnzsc6m518kGiy6KpNRANBIoiNiBCJiI1lKrFTsLf3B9hHSH6DTWoFEVvBJl9qo8m6G0hM3J3ZnZlroWIGtbyrxbzFhVscnodzz+FCmTJlypQp879FsWAGyZMi/N4P+A45q/KnAmsCw+5TE6eawBnjIH2NMEPKonUJAbh76pNpxh22Ojs0wnFetTeZ8sf5nDTZz25blVAPZ1tmTtW4FU5SdTPirE+oNKeHInpmg8WTH63OhDqTe+z5wo2Ki5iQEcdnOqrTTXsk+TofDts8fvDSmoQA3Kk/MWkO779eYSFs0NLwYncFR8W08rdcrM/zfOO+ladQPw8tghBwwqtyzRumUZtAiY/qh7xrbXH9/JL99Zw/vmbeXIrN7tXYPJp9Zm5OLVuHqqOXc8EEZyOhcgzmRjWXJ8ds89FHL0Na0QWqAXgCFxzHukChA3kK2/0MAHEE17POLwo0TcKX5NewK6V+K7ArkBywftixDv2rwNr+Nknc+3cCFR3Q7nikPSAfjEBhCyI3xA++T15mMiS3/yMXOhB5HntZF+2BGEHMgAUqo1AbEVRVkfQTMpNZF/gGwZaIRpdRrWcAAAAASUVORK5CYII=) 4 13, auto;}
21.333333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
21.666666666667%,21.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
22%,22.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhe2VPYsTURSGn3vnIzNJZibGJLvuRtwPFfxALVws/AciyDYWNhaKtjb+DStBsLDyT8iSymILRRbFTtDGIsRdghs2mZnMHIsFSdi12ztYzNO9xeU859zLuVBSUlJSUvK/0dJvpMh6ejZ0vZcSuh6RelWYxF+B12sHEmcxXX+BRe8iXfdtIRIaYKP+ST7nI3JCArvD+doyl4JzONwxLqG3b0ykHw94/+sbSk6xUV1is7FCKoIixOOZUQkdOYrI8RnE+6z56zxs17gWWQySIYqQih3y9PELYxL68oeK2uzsEFg92m4VcYTrjSn3Wnu0PBcq2/TefTVV//ANiBJuN5soDT+SBAlSrpz2uVlfgjhiMNjlwsoTI1NQs+FWuCPPV89yd9VhK+2x30958PG++tfhk2BuDwyTEV+GIwAs5RIseCZrHxX4GX+nn/wGQESwlFWsgI1mN4fxnvnOjxWo2h0cy2cMTGIg08efOkHs2eAqh+FkSrM+IUkFmebGBeZaTCVDVIrGJXBAW+a/gzmBwPbwbZc8zxEUvir4CiKnxhmvcRgkJ1MFT+Bq2GHRq5OjkVyhxOgOOirwaLlNs+0Q+4qDcUw6zYwL/AH23Yp7o7fykgAAAABJRU5ErkJggg==) 4 13, auto;}
22.333333333333%,22.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
22.666666666667%,22.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
23%,23.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
23.333333333333%,23.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
23.666666666667%,23.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
24%,24.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzUlEQVRYhe2UPWsUURSGn3vmzszu7E72w1035ENCQBYJAUFTCBY2ltb6BywUBKs0Vv4E9S9IwMp02tiJ2FgLdioLSRbR7LrZmdmZey0E2Uk/g8U83bnN+/Dew4GKioqKior/jbudN7bMPFkeOtyzx4tj4r1JaRL/BPo8toYzvscjxvMaO/6LUiQE4Fbw0So8LAmLTHE4nbHq7rLnvitcQna7L21DNHXpIayQGs3XxQ/utHYYrqzyZHNUqISs1wcMwz5r9QEKjRbD/f6Aq20PXzSX6iHPH74vTEK/Hd1W31qPbEe6KDSORGz2hIMvBzScmNe/Eq582Cgq/+8OWCPM1BwQlGkSZ4rLF0I6rksjyxiPT9m/9qqQFjTA5+kzBXCRfavsAAz43YCho3j66YECYFRE/Lk7ELDFem0bDQhC0A6KSV1CLw/X2zeJs4yjxIAGm/crhFzCjd4GvuNwFCX8zso5hvr8Q025NLVmmhhMCQK5BuZpylbYwrEOvgjztHiBXAOedfCUw8/EYGuCX3x+vgER4cRMOJnHnKUpWQl/kBNYc+tgFZ5SRKnhNCneICcwk5Qoywg9QTDYEtYwJ7DdFKIwZhKkxFGCZFnhAn8Ab2SSJy5oKWsAAAAASUVORK5CYII=) 4 13, auto;}
24.333333333333%,24.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
24.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
25%,25.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
25.333333333333%,25.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
25.666666666667%,25.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
26%,26.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
26.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
26.666666666667%,26.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
27%,27.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
27.333333333333%,27.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
27.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
28%,28.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
28.333333333333%,28.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
28.666666666667%,28.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
29%,29.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
29.333333333333%,29.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
29.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
30%,30.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
30.333333333333%,30.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
30.666666666667%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhe2UPWsUURSGn3vn6+7sOrM7y26Milk/oqASS4mNtcU2Fv6AgGAlgmUKsbYV/AF2AWMdtFBBsEolCYhKCoskxERYE2bWnTkWCyGK23kHi3m6c+HwPtxz7oWKioqKior/jQXvqZSZp48WfW9RZoKT3PeelyZxKLDU/SBFYZhyppmPL/I4XilFQgPccZ7Jm711OjJDPz5Dv9njIM+Y45Z1CZ1dW5WOnwBwIZilnbxHR5/YybfwCbmpFq1K6DwwTHsxp/2Ellcjd1qo9irz9VlcDOdNj4cLT6xJ6PDtJUVnhTV5iYiQpiFSV6TdZc6GIa/1EmuvvtjKH++AOJor7WNsZfsMhwaAWkszlwREowbbO5vcPvfAyi24APc+PlIAd91lWR9EXAcazYieGvDu6wsFwGcb8X/8A5ujDb4XKQxzNIooiuykThKIVZtBAbJ3AhFBKVWugNENDCHajJD9JnnuWBdwjxa+1NkdHiDBN8iHqMyUK5CqDMdxxsduiih3Qtu/47cRJCom1P5hrZy8XIGpoM7lsGs9dKLAjeQUzSBgPBn99w6bAleDDULHQ/+ooX4qoORXUBzfReUgLZ9se4Rr7Av8AvIHfelVaB04AAAAAElFTkSuQmCC) 4 13, auto;}
31%,31.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
31.333333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
31.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
32%,32.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
32.333333333333%,32.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
32.666666666667%,32.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
33%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
33.333333333333%,33.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
33.666666666667%,33.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
34%,34.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
34.333333333333%,34.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2klEQVRYhe3UvWsUQRiA8Wdmdvd2924v97EXQzhRFHMEIQgKJqaIiqhYaKetWNhICgv/ByurVDYSe0ljGsE+hRA/WhEiiZrcGUnifezd7Y6VkkMsZ7HYp5tieH8zMANZWVlZWVn/W2e5otOcJw8vznBRFyjxqb6cGuIP4AFPdMgkLj6RdjloPE0FIQEucVvX5Dhz4ho+RbbbZaywz7L32jhC3qku6nNqnsvFGcpqDIVFTuQQtZfcqExwn8dGETJIKsznzzNVEPTocExMk89HCM8mcfZossnSvefGEALggn9dn4hPMjO8iofDQjlkNX5Bqb7K/u5N1vjCytYzYQIgAYQQNFUTiWQn/sFGv4unQqL2LI7TIvgpuVW/a+QWRk614q/pN52PLJTqvKu8x+pGPPz6yMjJfzfyDwy0xpYQWhqpNEMvZ3L234CistlOvhHFkkBJXEv+a58ZwHRQ5YicYL23wyAW5KT5v2gEoFRCwzmOT4mt/gHtJDYOsA4vHASn/JBO0uez8vg+iNIF+H6Xhh2x2yszrsbYG3bSBbjJK5KgxWRymrIL7rCQLiCuWYij6yQfBIEClzBdAMMcbM4i7AitWthW2zhg5BXIooWuFmBug471lljvGwf8AmUdipjczaSEAAAAAElFTkSuQmCC) 4 13, auto;}
34.666666666667%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe2Uv2sTYRyHn/e993LJXS6XS4wlFG0wOJgMRVRIF6cidXNyEHVzUHBwcXF0ciiCnZz8D0R33YtCJ5EuDlbbWjXNjwbTu9z1dRBKI3TzDod7tnd4+TzfH3whIyMjIyPjf+My13SaefLo4wo3tEmO1cqr1CQOBR6J57pNBwPFRhQxXniWioQEeGg81UvuJVzhkMfmpCwhq6/ZnP2QuIS8WX2gz1vz1IsWoQ5o0MLOxeDbjBhwlduJSkiJpCzz9IMDFDa+qDHcd9B7E3biH8wbF1i+s5KYhADo2Iu6HbVoThbY1ptcdJp8EmvMzL1k6/sSW/mQF19WRBICh0u4ob5y2qyjyFFRNiPjgL1Bh3yui9HT3GrcS6QLCmD11xsBcN28qzUhvimoeiV6fcmT7uM/lY+SiP/rDsxYDj122ZkEeKaF57vJpB4n0HZrzIkmH8fbDKOQolLpCkQHEWfVGRqywbdwSD8M0xVwjBzniieomS5lVWYQjxMXmOqx547xrV1+7tdZp4QyUh6BzVvMyn1mC2vUCyZ100tcYKrEqFSAWhV6nynmx5hxygJaK0R3kdgPMEQPywgSF5gagRGDsBS03jNxIoSZ0PU5wlQHhBvAqXdQ8giddZQjj/v3z/gN3LWIMmY19BwAAAAASUVORK5CYII=) 4 13, auto;}
35%,35.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
35.333333333333%,35.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
35.666666666667%,35.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
36%,36.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
36.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
36.666666666667%,36.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
37%,37.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
37.333333333333%,37.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
37.666666666667%,37.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
38%,38.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
38.333333333333%,38.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
38.666666666667%,38.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
39%,39.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
39.333333333333%,39.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
39.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
40%,40.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
40.333333333333%,40.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
40.666666666667%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRYhe2UvWsUQRiHn3l3di973N5dztOLkoBYCdFK0lkJFhZiGyxtJELAKoKl/0FIYyX4ASGQwkorOxEL/4KAlZwgamI8c7cfszMWJ5ILWM5isU83TPF7eOf3DtTU1NTU1PxvvJ5/6KrMk+OHVW66L0VBtrFSmcRfgfvccWMmDLMM9XHCVuNBJRIC8L75xEWE5BSoUnP04TaXwyXehI+9S8iL3qbTktOXNm1aaBvxvYhY7uyz0Ibh0pZXCRnEEacTwyBuoAmwYhisPCc6u4MWSxKnvL331JuEvj5cU+udVdcT0GhSGaOX+zzb2yMLHpH/uMHiu0++8qcdEKuYKEEQWraJOypJLp4i7IaU5QGHXw/ZubLuZQoaYHO0rQA2uOsG7gw4SzPpoS4FrO2+VAAMfcSf+AfOs8CFuXnQIAqa7a6f1H8JXO2eo6nBDvPppfWePyuw2E8JAkv+OcWNSv/p/OnAcULl0InGHuRQgcPMBIxRdBJDgEPmBH6ZagUCV9JQBfZbjpQgkff8WQER4acNyfavYSYGCv8tnBGIwxHKgVKvsGMz7UGVAkZiylKQToQNoIItPPEErW2ypIVRt8jTlDLwvwa/AeVUlktHDmW7AAAAAElFTkSuQmCC) 4 13, auto;}
41%,41.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
41.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
41.666666666667%,41.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
42%,42.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
42.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
42.666666666667%,42.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
43%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0klEQVRYhe2UP2gTURzHP++9e5fkXS5pYmqqERJaXLII/sEWHIuuCk4VXEQHJx3c3AquHTq5OjgJDi6Cs+Cm3ToKppaCGk3TuyZ31+dkaRDHdzjcZ/sNj+/n94cHBQUFBQUF/xs3uWbzzJMnizVWrY/mQ/NObhLHAs/FI7tMHw/FIK0QP13JRUICbKgH9kpYJxAaQ4mWVMjzhp3OE+cS8vGpNXuh1KFWTZjYhD49jJ9AaBgTc5cbTiWkRFCWGfHExxAwL+Y4PGxiDxL2sjGXVI/N++vOJATAqrls+2mLleQiO3bIUuDzUWzTvjXg69sFRuUGm19eCRcCx0c48A44owN8NMaDTBn2t35Rbm9jh/s87N12MoWZrt7pZ3Yr+cxyS/C+HjH+OWb9+2snnf9h5h8ISik/iBgmmkBD2AhdZv8t0A5TlkSb3dgSpYKyd5SvQHqUseg16MkmoylEU/mvd24EAqVoVRNCLZnzDHHmPH9WoB5GLHZfcLaaUcOjoXK+AXP9DfpeSOfqS+qVmLp2no93ski9GoRV6I6pyk/oXfc7mJmAnVrYi8gWGqiWoNRVzgVmJqBshtUG2ztN8m2E8ib5Coh2COfmoVRhWonwjO9c4DfS54Tmd47JrAAAAABJRU5ErkJggg==) 4 13, auto;}
43.333333333333%,43.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
43.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
44%,44.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
44.333333333333%,44.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
44.666666666667%,44.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
45%,45.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
45.333333333333%,45.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
45.666666666667%,45.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
46%,46.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
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47.666666666667%,47.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
48%,48.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
48.333333333333%,48.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
48.666666666667%,48.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
49%,49.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
49.333333333333%,49.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
49.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
50%,50.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
50.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
50.666666666667%,50.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
51%,51.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
51.333333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
51.666666666667%,51.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
52%,52.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
52.333333333333%,52.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
52.666666666667%,52.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
53%,53.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
53.333333333333%,53.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
53.666666666667%,53.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
54%,54.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
54.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
54.666666666667%,54.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
55%,55.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
55.333333333333%,55.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
55.666666666667%,55.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
56%,56.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
56.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
56.666666666667%,56.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
57%,57.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
57.333333333333%,57.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzUlEQVRYhe2UP4sTQRiHn3lndjf/9pKLOSOY06hVkGAhFoLaWQiWChZ+ABEEKwW/hIhid51XWFmJlZXin8IvIGgXUc6D05XLZrMzY3EgyYGdu1js0w3M8Hv4vS8DFRUVFRUV/xsv7q36MvNk8XDtBP7blznvZ2dKk/gjcHuM381h8nnGYTXl4aWoFAkBeHej4UOBzIHKLc23CeNhwMvrQeES8uRy15uW0IuFlQCMdWx/mnPySptDoxUmm+uFSkj/SJ21UUx/vY4RcEaIrq4RjjuYmhAfrfN682ZhEubi44m6db7tuwcFI5AifDc9nj/7SDbXZBs7DEZvisrf2wHBMU0UArQCR+Qtu/EBTDvANi0/trd4ev90IS0YgAevEgVw5xS+H3rA0W50SZTm7qMPau/qpIj85X9guArHhzXmgBJoNjqFhC5iFg/nLnSwqaXnMsBg5C+v/iFLEYOzPXRNU09TGt4Wn86+BgCCSGFDQ2QzSihgOSNPc9rHYrT2OC1EPi9cYKkBHXp0qAimGYHUKGMISw2ICD+/OmZbU2yao3HlCtQHAQqPChUuzfG/snIF8kSwM4s0Q5wCV3wB+0YwbDFLYvKdBlmWYnXxW/AbJR+O7AwCogkAAAAASUVORK5CYII=) 4 13, auto;}
57.666666666667%,57.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
58%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
58.333333333333%,58.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
58.666666666667%,58.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
59%,59.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
59.333333333333%,59.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
59.666666666667%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe3UO2sUURjG8f85c9vM7OzsJht3k0A2GFHZFFGC4IpgoVhZ2IhgYWehnV/BKp1FKls/gmAnCCJiZxpTCEbMhbirSTbZyV5n9thIcArLM1jM0031/OZ9Xw5kyZIlS5Ys/1vuLqHS7JN/fzy4jLJN+Ph6MjXEKeDFfaGuzoMpYWc94m2vkQpCAjy/Z6grN3w8V+BaUK5K9qTL7oc57Qj59PaUWr7gUKjlGUSKegXcMzYRLuEQHq7ovQkpBeQCSa81wJUwnRf0N/tYakTzV8zKOYO1Z4+0IQTArSVX1RciGuURu/uKxWWPTy3Bz0s1JjdaHG/nWHu1LXQATo9wp2kyM2NhG+AWTeLQoNw5Iq7aKA55cmdByxRMgDefuwLg8XVLDQFv1qKwFRButFl9uf/nz0Md/cl3wKs4HHTgcGuEV7LwiyUtpf8EVOo+ixXB3pce3XZELjC1AxINUTzm7LzJSErefRsyjsbaAckVFAzKF/P4UxZF36R3HGsHJCYQnPcJGg4H7/sUfoBpGOkC1udgM/a5dlMQfJ3AakbpAuyogEme74Sc1HIE1ZRXYCiFL7qcxCXahmDo6F9B4gilEWMIhyNm6Y88OsLSDkhMoCt8BkyTY4Jw2MU2be2A36j6jJe9XXBYAAAAAElFTkSuQmCC) 4 13, auto;}
60%,60.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
60.333333333333%,60.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
60.666666666667%,60.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
61%,61.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
61.333333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
61.666666666667%,61.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
62%,62.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
62.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
62.666666666667%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvElEQVRYhe2SzWoTURiGn3NmcjLJTDqmYyIiVUSrKEJAr0Fw4w247EbwAsStuBTcualLL0FQxC4URBQUwXbT+kOLpj9JpQRjMpOZOcdFFiaIyxNdzANn8fJxeB8+PigoKCgoKPjfuHIJM8s+MRmWLo/Ldw/g8dvpmXWBBzdLxtUZUeTw+n3GhRNw7a59CQHwbfu4iTsxu2sDGos+n1b2aZwqs7eZcPVWblVC7nVbZmtO0ln0yVWJdJjjBpLwZI2Pm4b21wWrNyHbStMQZV6VKvhVQ/mww7FWyGiQsbGl2d/o8/LFDWsS8mK4Kh4u9+nfPyCLNb1IUj9b4dGTIc1zAbfvJKy+e2arHwmgAS0EnoI8UKwfUjRPz1FWAr+W8nmty/K981a2MHVg62+OmOetBbpUqT3t4X3vcn1p2+4RTobqGY+OCNFU+eLO8yM6arMbAHcyxNKlAqR4gKDtONYF5HTMqOfpeCAcNGq2ArXE4Ivk91DKPz5YFfi5k1Af9K2X/lVg50OPZBT/OwEvcGmqATDCoGcv4EcllPIA0LlBa/sSUwIqVMhhDigQZvxmKUA+jxZ1KjJglKTo3L7AL2VmkeMBXUnrAAAAAElFTkSuQmCC) 4 13, auto;}
63%,63.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
63.333333333333%,63.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
63.666666666667%,63.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
64%,64.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
64.333333333333%,64.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
64.666666666667%,64.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
65%,65.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
65.333333333333%,65.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
65.666666666667%,65.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
66%,66.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
66.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
66.666666666667%,66.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
67%,67.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
67.333333333333%,67.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
67.666666666667%,67.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
68%,68.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
68.333333333333%,68.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
68.666666666667%,68.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
69%,69.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhe2Wv4sTQRSAv3kz2U2yG5PNJegJFw8Vq7NQ8c+wUDhBwUbsbOzFUqwEGy1tLa61PDgLS7E7CxFO1IN4QiA/3OxusjMWQTHFde5ika97xeN9772ZYWDFihUrVqz437h2A1dmPfk72L6Na5yAh8+80iT+CDx5YZwxkCaQDiz3RlulSAjA9Zu4Lx/nbJ4FEfAaGl9pHuz2CpeQO3fbbjxaBNYuBKodj4nnkW+FPP90qlAJSROoeHBmE4KWEMeQxXNwPl9bHd5saF7u3S9MQgFcuRq4JJ3y6Knm9asZUVdxOPDoX+6hKprTTc3O9r4qQkAAnHNUjIcInL8A9bqQDRX1byOyWU5/MuHWzsVCpmAA3r+LFYD4VbdxzjKawI9+xOBgyO7j74V0viTwm6Qb4HeF9sGQqG0QiYC4yPrLAsP1NY482Ix8wn0QY47L+2csvYQfJGNPpyRBgOu18TtyXF4xAq28waV8jUM1Y1arwHqzcIGlGRszZ2JrfNYRHedo+rpcAa00P6VK4uBIWzKblSsQG8vUVvFUQGbHDCj5EL5VY6wK0E5jtI9VtcIFllrM85NoFnt3ziFS9i3QEaGEhBKSTlPyWfFfgl9BKZBHwnEA6QAAAABJRU5ErkJggg==) 4 13, auto;}
69.333333333333%,69.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
69.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
70%,70.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
70.333333333333%,70.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuUlEQVRYhe3UvWsUQRzG8e/szt7s7N3taXJ6wRxYRAW10EoEsRUsFCxEEIsUgmBj4Z9gYSMpRNLbiYX/go2dtSj4guJbNF5e3Mvd7u3OjoUScojlbCz26X7V85mZHwN16tSpU6fO/5YTp7FV9nk7h8vXsTqCM+eqQ2wDLl7DliW0YtARLL2aqwThAVxaxKYj6M5BZwaiFtg85973vnOEWHrUtYY1PrwWHDxsKZXPu+c5x85r7D6NmYm5vf+9cAZY/nbcJmaTcGwQowkmbqA+rkNHQ1Hw6VCXIy8vsHjqvhOEvNl7Ia7c6dmClLNXQ9KOorEZ8uzhFqIZEKiE1YWnLrqBPztgAx8/UKwIwzCdYJRibz/Cs5Y8GzMcrHLj8Ukn+zB1rXff9uybjqavBD+fSPKNNR7cGjh7fwC5c8gkbIQhP7wJB/ZERJ4HDFz2TwPaUvJVhkgWwP9MNw6dlv8FGLabxBwlpEkiYCJXnAOmvuIvShCI36fWoomx89UCrAgYsb49Nzz3TzAF0GWKLBPnpf8EzOY+2hvtHqA92CIaZ7sH8JOMzBgASsrqAcHsPJkStIjIxhlF4R7xC5QTh4c4Mzo9AAAAAElFTkSuQmCC) 4 13, auto;}
70.666666666667%,70.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
71%,71.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
71.333333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
71.666666666667%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhe2VP4sTQRiHn5nd2ezG3bhHckdcc1b+Q7C5QsRPYGdz+AUitjb2/sFCsLP0E/gRVPAUi7tOGwXLA8WgZzCQbDbZ7M5YHBwXop2zWOxTza8Yfg8vwztQU1NTU1Pzv3HvuTRV9snj4c4zz6jYo/+IyiSOBO6OLxgZOWSlw/pph8cvVSUSEuDBfs+8VXOULtDtBvHFJmnucvW6/UnI/mjLiHLBJS0JQolqB+QbTYpuC+XBjdt2JeR+M8T9lXJ2kBL4mtG64n0SYnwIY+gk8PBJ35qE+9p7J4ZPz5vN4YAr2yF7QUIuU37uToh6LT7sFIzOvbDVf/gGFki+RyfRLZ+QLh29xY84ZNrxUBuag4Mh27fOWJmCOB7uf+uZN3HCmrzG5NVXBrOPfLr5Wfzt8r9gaQ+IbM6JQgPguwFJcNlm96pAY1oQzaZH2XP9agXMl5TWeHx4NgZRwSpaEsgnGr805GT2m/8k0Oy6tEPIxIDSLNAVfAlLAijBtMgJxClKM0PrebUChRCQGcDFI7JeviJgXIlRDugCAOF4FQsEDVTog4TSlNbLVwTU2iZuq0esI+aLHJ3bl/gNreSQtjvEgyEAAAAASUVORK5CYII=) 4 13, auto;}
72%,72.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
72.333333333333%,72.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvUlEQVRYhe3UP2sUQRzG8e/M/r3dzW1uL4mYCHpq9BWInb2tVQhWdtaxEIJg5xsQfAE2Iih2EpJKtLC5NIJd0EK8M+qR5O7Yvdvdn4WgF0I6Z7HYp/sNLM9nZoeBOnXq1KlT53/L3SeOVNmnZ4e1TUcaKx73X1SH+AN48GFJQr8kOmthX43Z2IorQWiAe08tKT4OWDgv9DsxvYvzSFZw4xbGEfpmdl3cxAUgXvV4H53hi24y7Bd4AaxvKqMIHRceEjuUiYs0HFpFSa6uIashrg/RBZ9Hj+8YQ+hnwRv1eneR7rYgIgRpSihzvNvrcBQE7D7XdPd2TPX/vgOOWAzbbexRhj+ZANBqLPNjOUGinG+976xvXDJyCmp2ePjSlq+XF+hfuc10e5+D0QFv116p0z7+Fzn2Dux/yrHTkglT0NBsNk12nwSEbUVEyUC6iAhKGd38SUAj0jgB+LrFSD5TFKlxgD07+KEwHk/wZIUCIVODagGSKSzLAnJs5lDiGgcc+wVWrMD9u2Qpv1pAHnqkS4Hx0lMBh+cSSs8DcqCsHrCz6CGOxVD3mKoMKKoFNMoOIQktmeco+8k4PzQO+AXdLZCgr+BQtgAAAABJRU5ErkJggg==) 4 13, auto;}
72.666666666667%,72.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
73%,73.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
73.333333333333%,73.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
73.666666666667%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABx0lEQVRYhe2UsYoTURSGv3vnZnInmc2uxiUJIohsY2WwsPIJUmgrYiF2ioqVCNY+gT6BCj6BpY1sJVhpsWpjtRhW1t0xs5PJ3LnHIiAb0M4ZLObrDtzD/93D4UBDQ0NDQ8P/xs2dodSZp48XVx8hycGCy/N7tUn8FrjyEMkS0IknUm1uPO/UIqEBbn3qi40hPQD1JWfGPga480pVLqEfvz8tcaFQKmA+g1A7UnlL95zGnmlzd+dUpRKaaY6XkmgkdDcgwnHxMGd6vs9idIJss8vTN7crkzBPJt/V5H4s8/U2gcnwoeFj5yThy112E8+aKpmNtqvKX+6A8h47M0Q9SGewHl4iiXu4KCCTgsOfe1x7caGSKRiA18+OFMDkARJGCu8XDHpjpsEH3l3/rJZPv1WRv3oHNobQXVt+VGvDMB5XEvpXgd6morsVAiCqRGv9x6Z/iTle2HFM0TGUkhJ4jVR/BlYn8GNriGu1KNxXPBmiynoFXLDct8KAk31KSesVUGWB61k0bdBQktQrYFULby2iU5AAr1TlAitLWIgQ5hkhGrSlRVi5wMoE9qzGOE3oNKookDKvV+CsGtBp9bHBgOLI4fLqBX4BwkGaDwrv69oAAAAASUVORK5CYII=) 4 13, auto;}
74%,74.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
74.333333333333%,74.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
74.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
75%,75.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
75.333333333333%,75.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
75.666666666667%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABw0lEQVRYhe3Uu24TQRSA4f+MZ2bXZryJY+OEgBVDuAoQoUPiUiEUUSHR0CEaJJq8ANR5AN6BMgVvAB0NiAohgYQQRAGiYGM52fVmvUMFikW9Kwr/3anmm6PRwLRp06ZNm/a/dfomvszz1MFh+QZeW7j45XJpiL+AW0/wFQthBL6iWfl+vhSEAji3iq93BNcC1wZUTBgsc2/DFI5Q1+83fODg0ILmzG2Fa4Hd3kaHi9j5gLtPi30TqtlVLF7R+G6NoGsRBc0sJ+IkvRNz2Iaw/uxBYQgBuLBa85lOWFmz6K0Rn692+LHRQ7trzOy+5nDf8nz9qxQBUAAighFDzXiCpQArQtU5dkef2LSWHd/jzuNOIVuYuNXDF9Z779lpRfx822YwHPDm0WYhN//TxD+QRBY1zImTjHqW0XBRkWf/Cxhby0hDGobkKVSzvFyAGo/Z7+fkRkisIi0bsD/nwAuzWzEiAsaUC0icJlgKqGYZ4SClUsIG9MHB5xC3auAF895j9tJyAWkYkswLM79GqFlLZa/kDbyzx6mbI3wIX3LKWhwlAxbyS7Q5ykdp8829opr1CwdMPMKmDDHiOUaExB1idbZwwG9LPYSnfSx4LQAAAABJRU5ErkJggg==) 4 13, auto;}
76%,76.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
76.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
76.666666666667%,76.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
77%,77.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
77.333333333333%,77.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
77.666666666667%,77.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
78%,78.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhe2WP2sUQRiHn3lv/++GXS8a5S7qGc4UaaKFqdROQXtR/A4WFoLgd7HORxHEKiBYGEUFDXpy5HLr7b9Zi0PNCumcxWKf7h0Yfs/7DjMMdHR0dHR0/G9cvEvdZp4cLy4/oFYCV5/ZrUn8Fth8SN1zoC5BBTBO77UiIQAXblMnmxCPl4vZB02ZT9guHhmXkK07q7WTgJtAOAC3D+W8oqjeMFMfGR2OjEqIdxqidTjch1pDcG4poukhVJSlw+OXT4xJKID1a36Nl7P1FPQUZm8rvrwQjm6dJYwHxCHs3X+lTAjI0kJQpUOxkZBeX2Plhosf27jvZqSLKZP5jCu7O0am0Ohqezqqc3+V+OsB0S4cvP7O3vPUSOe/sI4X3zJwbCEUyIenOCMW8N5kflPAsUKCss8kLvCkohiGRsPhr5fQquZ41oDQ3uHIj8hETtr3z2hMQNs9PLlEqGNyWVB4n4wLNFpUvmJFnafPgIghbm9sXKAxAbFu4pURAJ4EWNr8ETQSRCdU6s91t8RrV8AiI6unxkNPFFjIZyqVA6Bb+pc0BNZ0SkBKJC7Zj5yy1MYFfgLIVH4LB8NIwgAAAABJRU5ErkJggg==) 4 13, auto;}
78.333333333333%,78.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
78.666666666667%,78.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
79%,79.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
79.333333333333%,79.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
79.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
80%,80.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
80.333333333333%,80.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
80.666666666667%,80.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
81%,81.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
81.333333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
81.666666666667%,81.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
82%,82.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
82.333333333333%,82.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
82.666666666667%,82.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
83%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuElEQVRYhe3Uv4oTURSA8e/cmbkz+WNiNpqsBkQQQSP22grWvoMWgrZWtj6A7yHYG0QRH0AsdllFkFjtgiZrspvZZGbuPTYia2E5g8V83anOj8vhQl1dXV1d3f9W5z5a5T5zemjcQXUN3detyhB/AL0noYoF0wF7aczw261KEAZgMInUjwSxoB5Go0dIdJ3td7Z0hLn6sq/5vsMNYwDEQtsn9IMB3im990mpCJN/9LCrmMIjFsSAakqSXCTtxkSf1jycPCgNEU6fHUrvXkOL3TXhAMwYIGL5Yo9eepfj2RveTidl7f99hBsh1pjotmBHAblk2CQmCTuIvcAs/cHNp5dLeYUQ4PBVKgBbz0fKwXcWJzv0W01WGL48/iwAc6Zl7P/7H2gm23g8qhmZP6DZjkpZ+k9Avlly0m0QxedQLXD5vFqACS2t3hXwKaFp4E1WLcCj5JsFR/lXnBQEQaNaQNIeUKyP0NxTZDMKf1wtAMAYQxQMUVWyYlktQERgscTJCgmaBJpUC7CdMRoHpPMdnFuBCUoHhKcHic7QPn+NjctYZ/uEpl0toK9n6W7doPBNfroPOC3/CH8BoMuhah6/kfUAAAAASUVORK5CYII=) 4 13, auto;}
83.333333333333%,83.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
83.666666666667%,83.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
84%,84.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwUlEQVRYhe3UMYsTQRjG8f872Zmsuc3GxJikuJh4HIiIjZUgWlkcV9haio1g4xfQwkp7v4Pl+RlETmstFAtFRI8YItyZSy6bZHbGSmGx3sVin26q5/fOvAyUKVOmTJky/1vMTXyRfSpTfgMvBi5/e1oY4i8geoTHgMTgK5pL48eFIBRAdQdPX1BtUB1AJdSr25za07kjVO9O00sE0gvQuwrVhsnkHUHYp9LdIH6W704oPVRUrgaoYY/10CAKnB0Rs0lr6zquKdx7fjc3hADEOzWfBAnqQY1wNCe+dpvDvfeci24xmb+gfnTM5yffJQ+AAhARjGgqeo0dVBFJiaIG8+VXjLnADz9l+2E/l1vITNV4abz3Ht2+SOdtn+nsmIP7r3KZ/E8y/0AaNzAzh03A2glxtJFn978AYxokAYThWVh5nJ0WC0jTJXLkEF1FmRhnc+/PAqLWAPHCYvQBEUHrgp8giNqsB1WsPWQ1HeNskjsgyJycp9Y+j3jBf1yyOhkXCwjDLtKNWP76gjltcSezYgGJ2aWuW6jwNca8wWGKBfTcFh2afJIuKlqg7AGwnysgs4Rn5CdaUjYBWfRAXcm1HOA3ThGE+aAM1ScAAAAASUVORK5CYII=) 4 13, auto;}
84.333333333333%,84.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
84.666666666667%,84.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
85%,85.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
85.333333333333%,85.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
85.666666666667%,85.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
86%,86.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
86.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
86.666666666667%,86.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
87%,87.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
87.333333333333%,87.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
87.666666666667%,87.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
88%,88.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
88.333333333333%,88.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
88.666666666667%,88.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
89%,89.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
89.333333333333%,89.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
89.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
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90.333333333333%,90.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
90.666666666667%,90.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
91%,91.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
91.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
91.666666666667%,91.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
92%,92.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
92.333333333333%,92.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
92.666666666667%,92.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
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99%,99.233333333333% {cursor:url(data:image/png;base64,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) 4 13, auto;}
99.333333333333%,99.566666666667% {cursor:url(data:image/png;base64,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) 4 13, auto;}
99.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
}
div.testarea{
animation:rwdcur70997 10s linear infinite forwards;
}