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1.0416666666667%,1.9833333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe3SX2hTZxjH8e97zmmSnsSTNG0T3dom2qadrMpAK0MHjoJeCipOvPBO3WC76GCMbVcbDAYiLBtjuHmheCGMwVB0N1OcVMGKFxUs2qVKk9imNknbk6Q7+XOavLtqHTqHTEQG53P3XrzP73mf9wGHw+FwvGTi74feXy7LxJ5B4f74hKwePSyedulxnxz/QprutdyRrzGVMsma80ASPZFHmc1idUcRPW78A5209MXQ0jm8xQrD+98RKyHRL+Oy0hKgdj+DfnOKiKniXZjB9vuZCP9J/dUYPsVgXTDA66LMeu0unsY8B4/9JOIfvidLWjPjlovRWivzdgWvO8fqwiL2TAFF6CRpUN09gNEfQ0ymSB56XwBoyw3kk/dQ5gzUXBNrs2W2agXaOqfJtZh0a63cKswg/DW6EqMEikmCnW72nvldAAx9fVwc2/GW9K6K8Uq4mTXtkn7dZjDkoe8NydkxiwvlDsZny5TKt/HO5Vamt9LA+kmbVFsDdVEj4m/l7fY0GzZF8PaGOXenilJoY1wxWDArnLh65onv+ejiNQHX6Pj0O7kxDO0uhdCShb7QTE9MJ5jzoNRduG6keTM/y4PlBoa7QjLbcHE9b3Ep3IGlWTSUCgVUTN3HRMnHtGowbbhI1HwMn//mX3dj6qsPROCHH6UuXCiqh36jwN2MIEUdDxVWR6KElpqIbz4gV5VG0DKaj2r3LpS+Xgy9Tmmmytg0BJc2YM1VSZlu7hfn+fX7b595KcfePSLkybis1gSJhiATVMirNlXbZrG7AzO6iczYKLk/gojPdw5J/8B2RkIGV9M3qEzeQw9G2aJ5oJhn0a7x28/xZw5/XHToqOwxfDxYyGFl06jNXpKnHj3micLRwT1SC/QQMSJMNJpInz7yn8OXbdz2mQzXH6KoaYr1Ja6PXHl6zZ1dm+XBvn3yeUP/yVBX6IXUdTgcDsf/21//Ig6OEGQHhQAAAABJRU5ErkJggg==) 15 9, auto;}
2.0833333333333%,3.025% {cursor:url(data:image/png;base64,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) 15 9, auto;}
3.125%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
4.1666666666667%,5.1083333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
5.2083333333333%,6.15% {cursor:url(data:image/png;base64,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) 15 9, auto;}
6.25%,7.1916666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
7.2916666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe2VS2xUVRjHf2fu3DvTe+fReXWmnWKnLRNCRRIQWmMaN627xrhy4UpjKAEJCwQNQU1MILKAKAs1IehGImFRo8YubBpXLAygYktxTCutfUxrZzpt6WQenZl73JE+Sa7KhsxvefPP9/3Od849B6pUqVJlA5ff65afv7lPPo7a0bdel65DJ9bVtm0M3VH8DGsah4+3SYC2l4/K53pP/Geh/cc6ZTgUI7CnY913+8bgbOszaLcVlJlRel7qkStuH9mKbrlh19V+WcymyGUT/HLyvHjR7WU+2sywo5W/1uQeTqCrKy73vrZHupcl0XAbumojIFPsDhnEXU9bFqhtb8PRrFPJj3LwcIecszdh1u7g9isHxNqcHeBoT0zOZCCtFXgw/yMtUiOq16BGi2RyA5iL31kWcJT7MFmiFLZjllsYCzaiBFR2nTkulTvf0ulSuHz9vrABfPr9hNAj0FBwsdeeI1pY4dmnanihPUhAWySqLFsWuDHYx+SNW9hMN9m6MEkyJIYGkKUUPt2JbmjAmi249vWo6Ii0EJW7aa6rJ94QIhzxEmuqRXNa7o+oPI+xoBPPTHNAJmhgAp08/kgLnuBOPv4iIWDDITRqVFYzSWyhME6vDXVKkBkz0XzWDSqpCt5Kgd5dPlpDDj65O8cOu5OiGkPGvED/+gkAnPrgunDoK/ydLTG0opEsLVETkSzOi616PBqXQc5UMRwlFCWPYfOQKyuMLa/yzTtvPyy46R7o/fAnIQvjTKYf8MdCnvF8ibQraLm/FAaeiJ+r9+a4ligzrTUxpS4z/O6RdavZJADw6vs3RXJJ47fpAENLTgqN7ZYFDFeMCdHMTaeN38uNjFRMfn3jo02j3FIA4PT5L0UyUyBXdPBnsWhZwO/xU1vfSL3oJr3q5OdDF7fcx0034VpSyRFcAZ1sJmFZQPf5cUz8gLc8TVqq2+a2nQBA3+CoCLslB30LlgVWgwuY5buEzXsMnv1q21P8SAGAC1eGRNxTsiwwO36LoqJx6dzIv/iF/gfqPrvyWJ70KlWqPHn8A79cBELyw/SVAAAAAElFTkSuQmCC) 15 9, auto;}
8.3333333333333%,9.275% {cursor:url(data:image/png;base64,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) 15 9, auto;}
9.375%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
10.416666666667%,11.358333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHElEQVRYhe2UXWhbZRjHf+/JSXOSmjbLR6NnI1v6MZpZtlUZugUrYzcDa5EJ7mIgVUHB3chgiEwciJdjXsiQXSiC4iZMlCqiguAGjnVjEXqxdSydq5s16Xpam6Q9OR89rxfao2NWa+m8Mb+rF56P//993g9o0KDB/x2xVGDg5EvSuDqC6/zC8OuFJfP+jtybg9Jzm7ly8NiS9criYvfTcZnbtUb6EbsLr65htsu/LFwOtViJtAyw45NP/Sbbn4rc1tA3UHcCVOIK+otdcu9nH8mW6Rmqly8xMvj9inYPcOOZL0W9eI4NwQh9J4dkcjAny7bKE/tTvgnfQFCN0ZpNEO/W0dxrGOPfkfEUHt23feUjAJpNi6bSBcIpi1BHB3PrE1QrcT+uLi7uvX8LurQo1scZHTtBag7CSRWtLUd+/4A0ZwwKHx5Z1jTyr74tlSabucopysZNpsZO44Um0dal6YxtRKvNA1duN2AZP7NzRzePRU1s26VgzVJ2YrTltiJ+TPDxsVeWfRRaaxv3rIuga/1cvHoC4bhotYtEF+C+4MOUtaSf6x9BOptGT9rks2n69CSb9RDOxDTF4VNkc9HlagPwzcEnRUevxkSlgDQVeoM2L29McPjBFFFxAzzjTgOKN49qhWgOSQKzgsnxOs68zYbEGEf6B/71RTzavVNMXf8We1SSVVTyegv5TBg9omGKW3caEFNNzFJixDA4fq7I+eI0pqLy1qGfVvwKLh8ui2AiztBwmS/OT1K2q5jCxKt7fo4AeOG5bVKJxWntsZmuzHP9Ug3hWHz1bnHF4n+m80C/jChlMlkb6cUIzGQYeu19Ab9P4Pg7F0SpanJ6IkDJ2kptbmHVxAGKRz8XC7KLm8YuKm6W6sw1P6YAPNCflOOuRTjcR7zzIc5+MLpq4osk1raTyvUig+0saB7PH0pI30DFVXGiSeqbenhvz7OrLg5w5sAbQmhbsNsy/IDLmVu//W8KQDy1huZ0irO799wV8UW+fnyzcHu6COcewWvZ9ocBtTNC69rQ3dT2KWzKC0ckCQXW/yd6DRo0aPCP/ApA0xxkbwzD4gAAAABJRU5ErkJggg==) 15 9, auto;}
11.458333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 9, auto;}
12.5%,13.441666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
13.541666666667%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
14.583333333333%,15.525% {cursor:url(data:image/png;base64,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) 15 9, auto;}
15.625%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
16.666666666667%,17.608333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
17.708333333333%,18.65% {cursor:url(data:image/png;base64,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) 15 9, auto;}
18.75%,19.691666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
19.791666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
20.833333333333%,21.775% {cursor:url(data:image/png;base64,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) 15 9, auto;}
21.875%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
22.916666666667%,23.858333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
23.958333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
25%,25.941666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
26.041666666667%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
27.083333333333%,28.025% {cursor:url(data:image/png;base64,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) 15 9, auto;}
28.125%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
29.166666666667%,30.108333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
30.208333333333%,31.15% {cursor:url(data:image/png;base64,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) 15 9, auto;}
31.25%,32.191666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
32.291666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
33.333333333333%,34.275% {cursor:url(data:image/png;base64,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) 15 9, auto;}
34.375%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
35.416666666667%,36.358333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
36.458333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 9, auto;}
37.5%,38.441666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
38.541666666667%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
39.583333333333%,40.525% {cursor:url(data:image/png;base64,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) 15 9, auto;}
40.625%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
41.666666666667%,42.608333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLElEQVRYhe2UXWxTZRjHf6c93drTlW6tG512cx/o2NgIy0qFEAwJMBMkTWgw2dVCwCwx0cQpghfGCzMTPzJvvFhmFI1XC5KYkHihGQzHAgqbVMemaTIYZc3Kae0KU/pxTvp6QVicPYHBncn53b3nff7P+/zf/N8DJiYmJv9Hhn1nxVDtsAAYqh0Ww76z4nF7yY9SvPTiRTH1dzlfpifI227AIpx5Mkq5lmd04y+iy5mn6rvt0qP0XFPxVw2fCv8TTxErW+JbcZWbbTYiX3y0ot1y5Jiom9U4ILVTX6hiIRXn0Pxra+r9wBsY8H0i/izP8ltWZSGdodrtx9XhRmsorqrTGuy4NAVt2sJPt2dIZwv0P/2+8OYdvJN444GDGG5uqhsSLxT/Imq/iu6RubuxkfmLlbz0nCB5a4mvR98t0fXueU9Ur6/im58lGrZnUP64jpzWeTbXzveWCmZuvmJ4luXfC7UnLgZ7o8IpkkzbI4h99TSeCuMd2ElH2Io362Rzqt3QyeZUO96s817dwE4aT4UR++qZtkdwiiSDvVGh9sRLwroywEj3CXF+cRxZzVCrtFGnbMPZ3Iwuy9h1jdacg2hU52gkbOjkaCQsRaM6rTkHdl1Dl2Wczc3UKduoVdqQ1QznF8cZ6T6xaoiVDPT8cFg63jUoJtVZrEUXSsrF4sm7pNU5KgplWOIOdDVn6P4+ulrEEreRHZonWVbAdg5qUjILzmucvvErAaWSD398c5WBEjeB0MvCt6zRkezidkKm4JKof96OY/IWb828/dBkf7zpA5ENrCc2nqNsWeD26UxXT5Fw2Zg8/XmJ3vLfD56Ahx0tWwn5d+G2WvFKVnz5O7S4PQ87G4AWtwdf/g5eyYrbaiXk38WOlq14Asb6VQPs7ewXwVgNB6UgieQsVxyXGVMiTBTnCF3oW9O7Dl3okyaKc4wpEa44LpNIznJQChKM1bC3s78khCsZ2NPUJzpj69id8/PM70EJoGnLfiEHq0kHa+Dkmi4AgHS3g0ylSupSkgNTPRJTMNY6IgrqMqKpT4xe+8zYzOsVR0om3PBq6LH+80Y6o/4mJiYmJv8ALLkqisNQi6cAAAAASUVORK5CYII=) 15 9, auto;}
42.708333333333%,43.65% {cursor:url(data:image/png;base64,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) 15 9, auto;}
43.75%,44.691666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
44.791666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
45.833333333333%,46.775% {cursor:url(data:image/png;base64,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) 15 9, auto;}
46.875%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
47.916666666667%,48.858333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
48.958333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
50%,50.941666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIUlEQVRYhe2U0U9TVxzHP5fb0paupUC13NJOIBVxDZKAI64as+0PWMIDZIPE7IlEFpLFB1+MWebiEk1cNAT3gA97mxsxM5txL8RNBEzcyJSMBAGZCLaX9PZaKdxb2uDZ08hYq6JvS+7n7Zzz+31/v+/J7xywsLCw+D8y0D8gus+dEQDd586Igf4B8bpatlcJvv/ZHjHj2Md3sslyNArAcjTK7flpfvqyQzSsT7Ln8/vSq2huK7i/tUK46yTirmpGXftI7Apy78RXm7nNp48JZSHOIXOSoKmy9pegb+LJtrRfeAMdvRFR80Ypf/ysI6l2IlUykbANber6ljj71HUitfuRp2TGUm5ELs+nx98Sj1dzDF2ce2EjRQ+/2V8mlt/xMJSwU50LUfn2B5SaBo3ZeWoWf+GjoURB3rcdingcfo9pZz05Vxn6bz+ili7RoeQJ3M7w8e9G0Vol/15Mt7eIkYO1YjIPVxccPIvEsJ0dpKK3i3BTI46kSUY1izrJqCaOpEm4qZGK3i5sZwd5FolxdcHBZB5GDtaK6faWgmHdbOBye0yMJ9PoRpYdTjt19V58DVHKSyqR8wY7H2qk9HV6bqWLOum5lZZS+jo7H2rIeYPykkp8DVHq6r3scNrRjSzjyTSX22NbmticgQ9/GJdORqrEn2smyi47LWs6N+5OsOqqoXrDw8rTWWwb8aLuN8U24qw8ncU+rLAqZ3DenaDF1BESjKgruN15vhid32KgwM3R3nfFm8YiWRVSXoEnUIXffwh96ganv7/30sk+0dksKqPvo2mjZJZTVK1IOKvhUVmYry/+WpBf8t+NK5HdSHvbaPI58MwmCc2o+M05moOpl9UGoDmYwm/OEZpR8cwmafI5kPa2cSWyu2j8lgaUm4Oi1eUjprjRtTTxnI0HyCyWa3SeX9rWu+48vyQtlms8QCaes6FraWKKm1aXD+Xm4POHMHiqT3jG7nDAm+XwkUtSz3BcSvgDXJMCXDBC23L/DxeMENekAAl/gJ7huHT4yCXpgDeLZ+wOwVN9z/+227pbCw7dn3S91j9fLK+YvoWFhYXF32vVKuy9xnWyAAAAAElFTkSuQmCC) 15 9, auto;}
51.041666666667%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
52.083333333333%,53.025% {cursor:url(data:image/png;base64,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) 15 9, auto;}
53.125%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
54.166666666667%,55.108333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
55.208333333333%,56.15% {cursor:url(data:image/png;base64,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) 15 9, auto;}
56.25%,57.191666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
57.291666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
58.333333333333%,59.275% {cursor:url(data:image/png;base64,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) 15 9, auto;}
59.375%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
60.416666666667%,61.358333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
61.458333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 9, auto;}
62.5%,63.441666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
63.541666666667%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
64.583333333333%,65.525% {cursor:url(data:image/png;base64,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) 15 9, auto;}
65.625%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
66.666666666667%,67.608333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
67.708333333333%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhe2UXWhTZxjHfzlJkzY5PV1OS85INNbYLZmkbJatI7qV3EhGCyu5UBwMh7IiHbualLHJdtHhBg5253bRoeiNipuKoFhEkc4P1pbFsdhNWlvWULU2TfqRjyaNfXcx6Oxy0OqdcH5373ue5/8+/+c87wsGBgYGzyOXD7jFwW5NABzs1sTlA27xrFqWpwm+k2oV6Sslrh7N8Ve6CEzyx6V1LDqtDJ4KCmfYwgb1vOlpNFcV/EOPR7i8KumxKobOysxlwvzY9+Vy7oct3UKRr7Dx3QzO9XkejKfo7JhYlfZjO/Dt5x5RTFtIxGZ5MCzh9UkoL4YZu7W4Im66sMiahtcx00v80gyFTJb9neuE1Vmi6+vHF6L78ftQgyiEssTiDiQh4y1EqByN44jK5Bbu8lnPL2V533S8LeyVbrKnMyz4gozbelkyZdgUzGK74eCjGyO6Z0mPLqZuRsVQV6uYLs0zELPhlLdT5z/DvLqH6sYINbV5AoH7uk4CgfvU1Oapbowwr+6hzn8Gp7ydgZiN6dI8Q12tYupmtGxYlws4fjIi+gaTZKU0AbWSkNeGptQjlqxUKFDjH6EYixPdO6zrJLp32FSMxanxj1ChgFiyoin1hLw2AmolWSlN32CS4ycjK4pYnoEd23pN3+3eKOK3F3FUCKodM8gTP7GUylFrsyIxjoWUrvv/xFJIjLM+f4HpmSKy6TxWzwx/F2wMXU1SPVXBJ4dW/r4yN7ubd4ls3ShvvDQJqSR2s4x9bQsT/Mq+r24/cbL3f+EXHt4kl+gj9zADah0DwxqOpI9D/YfL8qX/b0xqQZqaA4QjLsyKQFIh6cpj8dmfdPa/XfDZSbrySCqYFUE44qKpOcCkFtSPf3TRsaVNeBoStLRbGbs1y593qjDnNXL3JI4ci63qXn+6K2b64L2Xhf2uxsOqEmtSs7S0W8nPJnBvaRM9186t0FkuYOdmn3jhtX4aI/cIbfrNBND2ylYxZ6nHLW8GTqyqAwALc+8wmrqOUlLY9v5FE/zOzxeaRLaYYKfwiaPXR/XNdH4sl12TV9/a90zvvF6enr6BgYGBwT/ZjyYZ16TfzAAAAABJRU5ErkJggg==) 15 9, auto;}
68.75%,69.691666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhe2UT0yTdxjHP2/bl7d/3tIWBmitUIqdlGSZbi4sjciMLiSOeCFl2YHIwSzZLi7ZLstcxhzLYrIl7MJhwR3mYVG2ZB5mYmSZiOMCLouoGES04hRasC28UN6W9rfTyLq+cehtST+3932/z/f3fH95nhdKlChR4v/I0KmA6DtZLQD6TlaLoVMB8axelqcRjzxqE7YpwfC3MtF7y0CMmfON5PxOxod3iPTzEi1bL0hP47kp8Ud9W4TbV45pQeX+UA0r6X0M/PzhRu3RN74QDttlag/Ok39OI/lgic/fm9uU9xNvoKd3izDrZhamNcS8CbXGSnlliOhNrUC3sKSx1RdCX/sT7arGynKazz7eJnJKjp7jT27E8OM3nV6x/HKWsVEFU9aNf+01bMmLuA6+QKZshg96fy+q+/L4S6IsEyA1NEHa/Tr3rJfIy0leCes4r8q8ffah4Vmmfz7ErrWL6yfCIpZZY2xUplrppLbhHKLqGO7t3bi8aeqDccMk9cE4Lm8a9/ZuRNUxahvOUa10MjYqE8uscf1EWMSutRcN60YDA2cOiJHxRTRFY2eNTLhRxeupw2xWkFQLzt0J9IlJOo7MGibpODIr6ROTOHcnkFQLZrOC11NHuFFlZ42MpmiMjC8ycOZAQRMbM3D0zV+kr94NihsP0thViYpAktz8efKpLC7ZDPoUDuuiYfq/cVgXyepTbMv8RGouh2K9iFqRJDprYvK3xzh8ad7vv10QoChNV2tEpDx3CO9aQl5JYMs7USpauZ8d4dOemf+c7E96AqJWbkF/PEzatEzW4WH0j3JciQZODw8W1Zv+/UJ3NBNsaqKlrRI865T58tx1pIj7i6SGxP0m7jpSlPny4Fmnpa2SYFMTuqPZUF+whpG2LlEfirPnkJ2b0RR3bjmQVquYky38+P30pva6v3ta6nhrl0hkqxD2dcoDKV49ZMeix4nkusTghdMFPhsNRPaHhNV/CW9zHZG9VySA9j2tQjMFsdn3AT9s6gYAVh8d5sbqZdS8Sv93wxLc4uuze8VDLUpkf0gM/jppHKbjHVfRmry4o/eZ/vNGdUb+JUqUKFHiL13cKut7yP6YAAAAAElFTkSuQmCC) 15 9, auto;}
69.791666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
70.833333333333%,71.775% {cursor:url(data:image/png;base64,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) 15 9, auto;}
71.875%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
72.916666666667%,73.858333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
73.958333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
75%,75.941666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
76.041666666667%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
77.083333333333%,78.025% {cursor:url(data:image/png;base64,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) 15 9, auto;}
78.125%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
79.166666666667%,80.108333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
80.208333333333%,81.15% {cursor:url(data:image/png;base64,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) 15 9, auto;}
81.25%,82.191666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJklEQVRYhe2UbWhbVRjHf/cmTdKwNk1bk7ZK+priMH1BardOmGNFnFT2oSBjzE+dYBl12rEvU5SBjMEQBrMUGVIQHA4EwaHo2CoTdJ2zyLquiOtLmkqXm5hUb+68MbnpPX5aIea6dfsm3N+nwznP83+e/8M5B2xsbGz+j4wPnRJnd54XAGd3nhfjQ6fEo2o5HyZ47wdbxWMLLaxe1yhkVgFYTK/iNDQOvjEgfm9b4sLrv0gPo7mp4Fe2Hxb1B8pYvHMFebKRWhr48PrYRu5w74hIcQezP0Zrwy7i5ww+uXZmU9r3ncCh9gnhdjuI5S8SvbhGrR6BJwRKNFEUpxgJAs1b4McIUe8cZr6a0Y6PRS63zvjtofs2Ynn48o5XhfFnG7WmjAOFtsefBcVFuvtnZnx/8/X4yZK8Fw8dE12qh5obT0NdnoXVH1injpRsUla1wGdXP7KsVTSBl053CWN7H3ff/AufodEX2kVf8BlWDIlk4AYaTuplt6WTetmNCyfBzkoChW4Ggv1MJX7i0soV1PUcL0wNi7JrU3w5OlPUiHxvMTjaL5SohplKEuoO0VQVIVzdToXXhdMvka+J4573MzF23NLJxNhxyT3vJ18Tx+mXqPC6CFe301QVIdQdwkwlUaIag6P9RS9mYwKfn56UWkbCYssXWX6dW6LNrCSuBimnQNr3B5peQDeylu7voRtZNL1AWr6NovqJqzFS5goLN5dgPcuax8H0mckiAyVu9u7YLdbyXjoCEeS8l8Z8HWanjBqNcfKr9x54s48NvCN8zY3IN01iLgXTpTObvEW1S+fC1W9L8uV/bwTVFlq3VeAYzhAIz7LsvEyOJJ5e14NqA+DpdZEjybLzMoHwLI7hDK3bKgiqLZbxRR2NdXwqFp+ap/n5GZYTCdLfqWQNQSYT4Jvp0u7/iz09u0VlZZLyMoma53w0BYNEL3XROhdmZHZ/kc7GHTgaPiFyHp2ehic5cPBdCaCnq1Poeoiww7/Z2gC47zZwSy3H6/2N6be+lwDOHdknlEWNo+ET4v35t63NHN5zpORPH9z62iP981Z5Vvo2NjY2Nv8AY18t/SQyFRAAAAAASUVORK5CYII=) 15 9, auto;}
82.291666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
83.333333333333%,84.275% {cursor:url(data:image/png;base64,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) 15 9, auto;}
84.375%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
85.416666666667%,86.358333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
86.458333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 9, auto;}
87.5%,88.441666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
88.541666666667%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
89.583333333333%,90.525% {cursor:url(data:image/png;base64,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) 15 9, auto;}
90.625%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
91.666666666667%,92.608333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
92.708333333333%,93.65% {cursor:url(data:image/png;base64,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) 15 9, auto;}
93.75%,94.691666666667% {cursor:url(data:image/png;base64,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) 15 9, auto;}
94.791666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 9, auto;}
95.833333333333%,96.775% {cursor:url(data:image/png;base64,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) 15 9, auto;}
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98.958333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
}
div.testarea{
animation:rwdcur76999 1.6s linear infinite forwards;
}
