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0%,0.34444444444444%,100% {cursor:url(data:image/png;base64,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) 1 30, auto;}
0.44444444444444%,0.78888888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
0.88888888888889%,1.2333333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
1.3333333333333%,1.6777777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
1.7777777777778%,2.1222222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
2.2222222222222%,2.5666666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
2.6666666666667%,3.0111111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
3.1111111111111%,3.4555555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
3.5555555555556%,3.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
4%,4.3444444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
4.4444444444444%,4.7888888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
4.8888888888889%,5.2333333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
5.3333333333333%,5.6777777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhe2VP0jDUBCHv7RapCAu4ujk4OIk6GQF0Q4iiIuT4FIQq/XP5FYHuwgitEWL0NHJycFRJxcpuDiKi4uTiOLWSs6hTUzapG2al3bxB4E8jnff7+7dS+Bf/+qOpPY0SOsGfGNoF4CLr2wDM9QtuJuC7IAN7lR9kAbaggP0BWSAULg6c4WPnCs8CFmn3XXyrVLpTBJjawAUXy7bzq3qCGR9YpkK3543quiAJKaWzEWxdOMpr18DsrUwC7oOwNndveecvj9EkeEBIiPRjuB+5HnaO6OIOCWWdDIu6WRcCdjrLZDMwRzwA7pfdGsDcpKJQbVKDZDjoxmgAjocHKo586YdiAyWTTPZ02mgjGgae/sPSuDNkki2MGkuwpbA9uajMjg06YD0V0y4MWmpxJNSuJsByV6OA2Vb5da4ShNOiSR3NYbzDYQ+QiRXn6ubNc23kfoEkr8e/VuIPbyz8uq2r2M1HkHkx3w1KKnFN+Vgp4SSvx22BVPz74GBDdk6ILXqd2KfgYPrJeelqPFtD+bH0spAr8A91y/xyXnJM1TwRQAAAABJRU5ErkJggg==) 1 30, auto;}
5.7777777777778%,6.1222222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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6.6666666666667%,7.0111111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
7.1111111111111%,7.4555555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
7.5555555555556%,7.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
8%,8.3444444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe2VLUhDURTHf/twE4tlVtOCxSSoZQoiCmJZMloGIgYFg2GbuukEGYYJIsKiyaLFImKxjIHFqsViEtFi2Nex7OM99t5zb+++BdkfXrjce8/vf889513oq6/eSOpfmzy9gG8OrwGQ+75oY3p7BTeTmxnQwY1O76aBjuAAfpcMIL4qAKefeVO4K1xa1W5a+VqpdCaxcBSA/Ot1x7FVXYGsji9S5sf2RhUZkNj0ZHOQLxRtxXVqQDaWZ0FqAJzdPtqO6fhHFAgNEhgZ6gruRLar3Ux/ORaDNbK7vQBA+uSukxiWstsFcpieAypQc4JtyaoG5CgbAU2qD44jSLCMJ1gmsf8ACu7cMgPVQKlpJpObAkrUxEN8q6AEbhVEUucTzYE2Tcn1J2VwsMhAdaAMgI/Wde/FnpXCzQxI8nIMoYQPw/4y6oyuZRRIEldhRIxb24+X1MqL1X5HBiR+M6oZ6acz0Tdl4IbarkAClbZFR0vvysFGAWXnPqSbPJ7/cA3ckC4DtfrpszNfroN1EhHZKQ41HpWuHxZHBsSs7P+7fgFm3INumjmXUQAAAABJRU5ErkJggg==) 1 30, auto;}
8.4444444444444%,8.7888888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
8.8888888888889%,9.2333333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
9.3333333333333%,9.6777777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
9.7777777777778%,10.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
10.222222222222%,10.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
10.666666666667%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
11.111111111111%,11.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
11.555555555556%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe2VO0jDUBSG/z4SpIuDnZ06uOgi6FRFUQc3hdKxg3EQQR0URNTBxyA6WFEE6dChi4+Cs4oOLlJwcdXFRRxEdE3SHgeTNDEPk+YmXfpDhuTce77/nntuLtBSS+GIlMekSBjw+fYMACD/fW5iRsOC2ynIChjgVqsP0oArOADEAzIAitUAAAefZVt4IFzUu9228/Vi6YyE1CgAoPBy7To3qy2gXE83JLx7nsiiAiQM9WkvhbuKp7x+DdBsZhCg34Y7urj3nNP3j4jvaAOfTDQE9yPP3W6n/xyTxRhaXxsDAGxsXrnJ4Sivp4BWtoYhQ2ZWa6ceoOXdNKAr9eJOGiInQeYkbK/eAgz23LECIi9qZpby/QBEVCmCvYUHJnCnJDR33Ku96Mu0P/PIDA44VEDmJA1eU74dCk9M4XYGaLrUBQkiYjq4Ps7ShFUimjpLgcj6aMcRxUn22Wm+LwOUu+ysB8kYLk68MgOrMm1BlZdNg0rjb8zBVgkpe5M0BE9HPgIDqzJUQFZWXx74Chz8VzRZSaiXSsMXiy8DzQI3XT9rOHsgIbnJlAAAAABJRU5ErkJggg==) 1 30, auto;}
12%,12.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
12.444444444444%,12.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhe2VP0jDQBTGv/5JkC4Odnbq4OIggk5VqCLoIp3qIjpkKQ5WEFyKg3RQHKSiiNDBQRDaQTu4iLq4SMHFVRcXF0V0TWKeg2mamORMmku79IMMybt7v+/evcsBPfXUGZH+2BTpBHy1PwsAKH+d25jRTsHdFGYFLHCn1YdpwBMcAOIhGQDFNADA/kfdFR4KF61ud+18s3g6IymVAQBUnm895+a1BbQ0MgwFb74n8qgASVNjxkvlpuErb1ADtJKbBOi34Q6rd75zBv4RiQN9EJOJtuBB5Lvb3fSfY3IYQ8XNGQBAaevKSw6m/J4C2ihloEDlVmtWD9D6bhowlXptJw1ZUKAKCraL3s86S8wKyKJsmCmUx0GQoVEEe4V7LnBWEsofjRovMVPgIP/ADQ4wKqAIigHX9G/H0iNXuJsBWj4dggoZURPcHOdpwikRLVZTIHI+2nFEcZJ7Ys0PZIAWLgZbQbKGz7Iv3MBN2bbgW1Rtg2pzr9zBTglp/jppCdan30MDN2WpgKqv/nLiM3TwX9FsI9G8VNq+WAIZ6Ba46/oBQuF8IJojergAAAAASUVORK5CYII=) 1 30, auto;}
12.888888888889%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhe2VPywDURzHP/0b6WLQ2dTBYiFhKiFlIJEYhEjE0kREoiIxEYMwiKkS6dKNBQMRBtIwWKSJxcpiMTXCelf9GbTV6t3puXe19Jvc8O69+36+7/feuwdNNdUYSfGpkacR8ETrGADJ97MaprdRcDO5WYEquNHs3QxQFxzA71IAxFcAYPf13BTuCpfv3W668yulMpnEIwMApJ9u6vZWtQQy29WJTs72hyoqIPFYT7mRzmRt+ToNIAtT/SBfG27v8Na2p+MfUbCthWA49Ce4E9ne7Wb6LbEYjJHV9WEAtjau6vGwlN1TICubg2jklV0iVj6yvBOFilIntqNoAZ18QGd77RoUrLllBbSgVg6zmOxF0CiIh+TSnRK4lYnMpbrLjcoypebvlcHBogJ6QC/DP4rv0vEHpXCzADJz0IGOhg8oGPSrDGFkJNNHEUSMj7YfL/uTj1bfOwogE6ftFa3q7uPxZ2XgkmqWIB/M1ww6GXlRDjYylNFMuKrzIpYzGqdUVRUozf6y78118E/JUDZUulT+fLE4CvBf4H/XJyiyfB3UtabkAAAAAElFTkSuQmCC) 1 30, auto;}
13.333333333333%,13.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
13.777777777778%,14.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
14.222222222222%,14.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
14.666666666667%,15.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
15.111111111111%,15.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
15.555555555556%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe2VTygEURzHP7t2N+1Fbc5OFAelFKXWliTJxYXjHqwDDuQsB7lIKSIXF1HKQQ4uJIULSsllD1xcnCRuu7PT/hz279iZsbPzZl18aw4zvze/z/f93u+9B//6V30k+adCvnrA55piAGx8XVUw/fWCW8nLChjgZrP30kBVcICARwaQhiwAmx83lnBPuJS63bLzy6XSmSQ6WgHYTb5UnVvVEki8r5NMDT+qqIAkRnuKL7un947yujUgs/EYkGu47T3nDef6IApFGglFwjXB3chxt1vpN8diMkYWloYAWF8+ryaHrZzuAplZGSCFruwSscsjU2tRKCv15GqUdDCDFsywtXgJCtbctgKpkFY0E9/oRUcjKz7252+VwO2SyPhOd/GloSxwOP2gDA42FdCCuXPND+j5b8eJJ6VwKwMyfNBOCs0w8/K4ShNmiWTwqBUR860dwM/ZxLPd/64MSPSkpRQUY/h67FUZuKCKJdBCesWgu5E35WCzhNJ10WwIPg6+ewYuyFCBdH72yf5Pz8E/JW334cKlUvPF4srAX4H/XN8ljXkb0R0zqQAAAABJRU5ErkJggg==) 1 30, auto;}
16%,16.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
16.444444444444%,16.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
16.888888888889%,17.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
17.333333333333%,17.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
17.777777777778%,18.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
18.222222222222%,18.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
18.666666666667%,19.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
19.111111111111%,19.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
19.555555555556%,19.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
20%,20.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
20.444444444444%,20.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
20.888888888889%,21.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2VzytEURzFP2+YSTYsbFmNmshKUYSSJinJCiul2WDBHyAL2ciCWWBhslJTVrY02aCkbGwoUigraizGxDPztTHPTO8Hb959bJx6i9v33XPO93zv7cI//vE7kM/PBO03xGfqawCI3z+bNAO+KosY4nbwLQERkdmGWmNt1b2fBko6X71Lo2mapValTwaQygoA4jdPtuK+6PJ12m1PfjFUOpNYZxiAxPH1j7lVjUDG+1vQy9ioIgGJjbUZi0Ty1BWvVwMyNd0D5AFYXzt0zel5BHqoCoDNlT3X4l7g+rTb4TvHYvGPTMxHAdha2P8JhyPcjkBGF3t54V1Z1k6PkQwtd0FR1INLXWSCOtmgTnLuABTM3DGBTOjNMBONt/PKG3nRSM2eKBF3IpGOjVZjURzT0eSZMnFwSCAb1E3iZ7FzpeJ2BiSy3UyWHJCz2mN1M8qGFZGEd5oQsb7aAYSrkUun/Z4MSMNu5KsopeXb4QtlwgWYRvAeMnM/DKgXtiKUulSkpPjYpy5qO5QkUOg+3e1fx3aQ6tPGwqNS9sPiycBfCf85PgAYzH26a2G4wwAAAABJRU5ErkJggg==) 1 30, auto;}
21.333333333333%,21.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
21.777777777778%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
22.222222222222%,22.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
22.666666666667%,23.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
23.111111111111%,23.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
23.555555555556%,23.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
24%,24.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
24.444444444444%,24.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
24.888888888889%,25.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
25.333333333333%,25.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
25.777777777778%,26.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
26.222222222222%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2Vu0vDUBSHvz4pLi7OTi4ObqIgqKDBQUR8IB1EVOgiDvoHiIO4iIMoCA4FHSyULhYH8VFcCiKCi6sOTk4iipO2ehz6bpPYNDft0h8Ekvs43y/nnMuFppqqjyT7VMhVD/hKXysAuzcfFUx3veBGcjIDJXC9v3fSQFVwAK9DBhCPB4C95Jsh3BEuhW437PxiqXQmofEOAMKnT1XHVlUCmQ92kapho4oMyGKoJ/9xGL6zFNeuAZlbHkT4BeB4P2k5pu0SpPwBAKI7F5bhdmS52430n2PRWSOT6yMAnGxcVhPDVFZLINrmEJ+kleXa7DKS/u1hKEp1/5bGl8/Nlw+u1q5BQc1NM/Dt9+TN9O5qfAMucXO7mlACNwwiItJ9MFY08pN/u186VwYHkwykfLnq/JCr1EPoTCncyIB0RqYg4M3CK5bonYyapRdIOmLTiOgfbTe/PAbjZvttGZD2+ExhsszD80QsM+5yOdcD6ULn5/UyGs2AUQfOqTigtCVmSyZftYjeOqUqyUDa7wPgfeDIcXC5pOVuIXep1Hyx2DLQKHDD9QeRz3X90i3LkQAAAABJRU5ErkJggg==) 1 30, auto;}
26.666666666667%,27.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
27.111111111111%,27.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
27.555555555556%,27.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
28%,28.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
28.444444444444%,28.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhe2VTShEURTHf2O8l2xsrK0sbKwUK5RELHysJilKk8KCsiQLKUnSTGHDDmWKrHwlGxtN2diysbGSWJo349iYNx/vw7x5942Nf716t3vv+f3vOed24V//qozk57MoVAn4bG8dALHLDwuzqlJwJwWZgQK43emDNFASHKA6IANIOAxA/OzNER4Il1y3O3Z+vlQ6k2ikEYDdo6eSY6sqgYyPNWOUsVFFBmQ02moODnaTnuL6NSCRmU6ELwASW7eeY/ougaHXAHCyeekZ7keeu91JvzkWmzXSt9QDwPnyVSkxXOW1BNK10s8nwE/d/crtMZL29QHIS3X72iCGpmFoYW4WL0BBzV0zkNI100xbbIgUEJIwd3PHSuBuQaRlZyRvmDH/7qcSyuDgkgFDy05lzGUP0UOlcCcD0rQ/QcqEW9rE7maULbtA0piYRMT+alfxxWNkz22/LwPScDqdmyzy8Dy8rQyclaUEad1alZf+uHKwXUCpv54vmHzt3ggMnFXBcdO6DsB7x2rg4GJJbXIh+6iU/bD4MvBX4D/XN6cGdA6erbrnAAAAAElFTkSuQmCC) 1 30, auto;}
28.888888888889%,29.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
29.333333333333%,29.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
29.777777777778%,30.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
30.222222222222%,30.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
30.666666666667%,31.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
31.111111111111%,31.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
31.555555555556%,31.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
32%,32.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
32.444444444444%,32.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
32.888888888889%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhe2VO0gDQRCGv0RzPhobaysLGytBqyiIWIiFAUEsfBICImIaOxEREcSARBBFgohYBBvTCCpiYyMBG1ttbKxE1DKJGRvzvIc5by82+eHglt2d77+ZuV2oqabqSH4enTzVgC9OtgAQPf7QMb3VgpvJzQyUwI2+3k0DFcEB6l0ygHjrANg5ejOFu8Kl0O2mnV8slc5kNtgOwGHsqeLYqkogo1OdfKbtb1SRARkJducHiVjSVlynBmR4vg8hC8D57q3tmI5LkNEaAbjYvrQNdyLb3W6m3xyLwRoZXAkAcLV2VkkMS9ktgfSvj5PJe3Muq8tI/FvTxSTxb86Q9jWS9mncLMdBQc0tM5D6aTBAeqIhUoBHvNyF95XArYJI1164aJjNv93P7SiDg0UG0j5NB38IRpTCzQxIx8kqKQC+jPYY/Rl/llEgaT/dQMS4y7188Ti2YrXfkQFpS0QKk2UmngNLysA56UqQ0Rp0i16GFpSDjQJK6/VByeTrQMg1cE4lGchoTQC89064Di6XNCfjuUtFzRlr18B/gf9d30MldhYtEHSBAAAAAElFTkSuQmCC) 1 30, auto;}
33.333333333333%,33.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
33.777777777778%,34.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
34.222222222222%,34.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
34.666666666667%,35.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
35.111111111111%,35.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
35.555555555556%,35.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
36%,36.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
36.444444444444%,36.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
36.888888888889%,37.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
37.333333333333%,37.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
37.777777777778%,38.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe2VPSxDURiGn5YWNRiwmgwWk4TJT5AOJj8JMTHUIAhTJ0HEIiyVYNCIhEFIxGQQDCwisVhZLCYRFkNb/Qz6c9vee/X2ntsufZOb3HPPOd/znu875x4oq6ziSBJPjlzFgE/N1wGwF/rKYbqLBTeSkxnIgOut3kkDecEBKh0ywI9UALC/9WEId0La3W6487VS6UwGA80AnIdf8o6tqgTin2jlO2p9oooMSF+gPdW4Dj9YimvXgPTMdBMnDsDt9p3lmLZ/RFXeemq8jQXB7cjybjfSf45FZ4z4lyYBuFw9yCeGqayeAuldmyUGkKi7XZntAencCIIm1Z3rQaIeH1FPNTeLO6Cg5qYZiHhrU2Y6QstEAJe4uF9YUQI3CyJtu5uaZjrdj9NBZXAwyUDU40u8/aS+PQXmlMKNDEjL0SGRLLi2X6UJvUDSfHyCiP7RdrvjPI+Nm823ZUCaTs/TnVkmXkeHlIGTyilBzO3NGfQ2MqAcrBdQGs6uMjrfh/sdAyeVkYGY62/1n0NdjoOzJb6Lh+SlUvDFYstAqcAl1y9833Zy1LKd2QAAAABJRU5ErkJggg==) 1 30, auto;}
38.222222222222%,38.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
38.666666666667%,39.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
39.111111111111%,39.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
39.555555555556%,39.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
40%,40.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
40.444444444444%,40.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
40.888888888889%,41.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
41.333333333333%,41.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
41.777777777778%,42.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe2VPUjDUBSFT5qmSCu41NVJwcVJUESqoKLg1snRpQ6ioFXrIOIgUpRGsKK4ODq5qGsRFwel4OLq5OIkoqNJ7HUwP03zY9K8pEsPBHJ5yf3Ou/cmD2irrWhE6mURFwU8u9IFALgqf1mYsajgTgqzAia43e7DNOAJDgDxkAygRjwA4Ob4wxHOXKRKC+Ew+fViWQGaXOjTjXAc52nXrAzQ6PwAvmX/L7LoDY3khvTg4bzqK29QAzS+NIOa2ur704rvnIF/RB2JNJKJ7qbgQVQ/4Z6m3Un/OSabZ2h6ZxkAUNk98ZLDVX6/AprY24ICAKgF4epymwHKlIpAXakzB0XIQidkIYW77X2AQc9dKyDxKd3M8FEZEgDuh/C4vsoE7paEBsUzI+KN26f8IjM44FIBmQQDrjbheS3HFO5kgPpLF5A0uM06SxN2iahXvIRxqJkViwMv+Tm39wMZoB7x2lhsMPFayDIDa7K0QEHCCFTM28Ysc7BdQkqXbk2L74Wp0MCaTBVQ6G/3n5tjoYMbRcnDqnaoNH2wBDLQKnDL9QvUAH5XxwLSpAAAAABJRU5ErkJggg==) 1 30, auto;}
42.222222222222%,42.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
42.666666666667%,43.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
43.111111111111%,43.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
43.555555555556%,43.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
44%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
44.444444444444%,44.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe2VPUjDQBiGn7S2lC4O6urk4OIkSBGqKOLgIk6ODjoIInXwZ/EHW0FEERTFxdHJSXATUUGQUlycdXFxEtG1SfM52NjGJrFpL3XxhUCOu/ue97777g7+9a/GSIpfhbRGwAdSzQBc731UMEONgrspyAzY4E6rD9JAVXCApoAMIBIG4Gb/zRUeCJdStbtWfrlUOpPEVAcA2eOnqmOr2gLpnuhC1/1PVJEB6Znq/W7kju98xa3XgPTPjGJiAnB7eO47Zt0XUSzaQjzaVhO8Hvmudjf95lgcxsjw6gIAF+ntamJ4yu8pkMHMBgaAVvOibfKqAUlmtqGYXhGR5NoWuhFBNyNcLa+Agj33zEDeiGLBE+l9CMXQCkJ2bU4J3CuIdC8flVplebpfn0bTNGXV7poBvRD5+glD8ZjzkJlUCnczIJ1LJ+RNOxygyHY6GTXLKZB0LJ4i4lzloSZ43Bz3ml+XAWmfPyvrtJt43hlTBrZUsQWGGa0Y9LI7ohzsFFBaU5e2zte9ocDAlmwZMApfq38/6Asc/FMSn81Zj4qaO9avgb8C/7k+AXiJgGQja/OsAAAAAElFTkSuQmCC) 1 30, auto;}
44.888888888889%,45.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
45.333333333333%,45.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
45.777777777778%,46.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
46.222222222222%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe1VPUjDQBh9aU0oXRzs7NTFQQcRdakFEQcnwcHBoUsQioIODkpVUBSUDlJFUGkHhy4O4iwiiEst6OCqg5OTiK5N0s+hsUnMj0lzSZc+CCT3897Lu+/ugA46CAekPiZwYYiPLnUDACqFb5NmJCxxOwSZgEHc6u+DNOBKHAC6AjIAoigA4OHw01Y8EF1o1W5b+XqwdEaDYhIA8FR8dc3NagloINMPWfI+kUUCNCymmx/V4p0nXr8GKL0wg7q61PfHl545fR9EMaEHcSHRkrgfeK52O/znmCzG0ORmDgBwvb3rhsMRXncBjW/sQCYwu0WcaCiVywO6qFOr+5AkHpLC43ZrHWCw5o4J1GShaWZkrYAaAE4hVPaWmYjbkhARDa2caA26nB7zWWbigEMCksxr4vXG6/OByFTczgD1LZYBxIAoAMXcz9KEFRElsxcgst7aER54OZp1mu/LAPXOX+k6jSbeTqcb7RwXXA3IimAa9F6aagifsT9q9YSUyNwYOj/OJ6zGMYUhAVnd91/lscCF/4Lic9XfS6Xli8WXgXYJtx0/91l87yg0SlAAAAAASUVORK5CYII=) 1 30, auto;}
46.666666666667%,47.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
47.111111111111%,47.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
47.555555555556%,47.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
48%,48.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
48.444444444444%,48.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
48.888888888889%,49.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
49.333333333333%,49.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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50.666666666667%,51.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
51.111111111111%,51.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
51.555555555556%,51.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
52%,52.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhWNgGAWjgD7gPxRjAEZ6WC6Rz8/AwMDA8GLiRww7mehlOS5AyxBAsRyb72npAKIsZ2BgYGChkQMYGP8zMzAwMDA8n/QOp+W0AMipHWfKRwbUdNl/lRQdBgYGBoY7c64QbTa1ouC/brwNA8Nv0jVSIwT+m6X4wTmn5mwiyVxKHfDfPjuR4R+Uc3jqfJLNpLgg4mARYOBiESDLckoAyakdFyDk4v9Y1Px3y69jYGBgYNg1sYkYM/ACUnPBf6f0FoY/PxioVovgM+a/bVI3AwNSUNvGdzL8/sHK8PsXK8O+6TUMDFSIc7wh8Os7G9wx5tETGX79YWBg/Pef4cTyAqpYjs+Q/8ZB0xE8pHA6uyaTapYzMOAJgd8/WTEsv7Q5haqW43LAfw2nJQy/vjMwMDBj1YMtZ5ANsBn0X8V2FcP//9izNhMrA8Pt/eH49FPkgP9yZhsQkoyojnh4MpBqFsMARhT8+cWGoejZBS+qW4zNwP8iGntQJN/ccKGZxTCAEgJ/fkJ8/+G+Hc0tRgf/uWROwSoVsisWihwwUBYPOAAAatV3EbnspXUAAAAASUVORK5CYII=) 1 30, auto;}
52.444444444444%,52.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
52.888888888889%,53.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
53.333333333333%,53.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
53.777777777778%,54.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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56.444444444444%,56.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
56.888888888889%,57.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
57.333333333333%,57.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
57.777777777778%,58.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
58.222222222222%,58.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
58.666666666667%,59.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
59.111111111111%,59.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
59.555555555556%,59.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
60%,60.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
60.444444444444%,60.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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62.666666666667%,63.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
63.111111111111%,63.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe2VwSsEURzHP2tmNrm4ODvtwcVJcaIIacsBB0W4bMlB/AFykIsctFJSHAgHIlKKNtxIubhycXHaxMFlx+7Pwe40a2fGjH2zLr41h+m99/t83+/3e+/Bv/5VGUn+K1GkEvDaqXYA3pKXJcyqSsHdFGYGiuBOuw/TgC84gB6SATTRAHhZTrnCw5C921073y6VziSWGADgcf3Ad2xVJZDGsWEwgy9UkQFpHk1YP7db64HiamWRReTqIY2W1dFzOtc7a4HgoKAE1WYUgLP9pcDwcmR1uOT120A/ORaHOdLdOwvA+cmcnxieCloC6eqYR959HHCf8nqMpKd1EWwXS7x1AcM00EyD1MUMKKi5Zwb0TNQyE29JQga0iHB6M60E7hVE+ptWrZ+sbeD4bkIZHDwyoJmGBS9cFof3CaVwNwMy1LANmS+4Q5M4nYxfyymQjMT2cDvauSrYfRj0Wl+WARmrP7KNFpvYfOpTBi6opAT6R7Rk0sZzXDnYKaCM16WKBtfSnaGBCyrKgJHf/cprW+jg75LJmtvCA6Pqlg1m4K/Af65P/BF/kIkbJqgAAAAASUVORK5CYII=) 1 30, auto;}
63.555555555556%,63.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
64%,64.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
64.444444444444%,64.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
64.888888888889%,65.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
65.333333333333%,65.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
65.777777777778%,66.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2VPywDURzHP1d6EYvFbDJYTBImJCISJiKIiEiki0iQGLpgUINGhErE0kGCpYk/sQgRi0WaWKwMJpMIk6RHf4ZSV707vd67duknueHu/d7v+32/33v3oEKF0iDfTx5aKcTrZgcAeIsd52kGSiVuh58VyBG3Wr2fBgoSB6j2yQBVkunuy9ahrbgfmHe77c43o9KZNIbGAXiI7xWcW1ULpHlsAt7dT1RRAWkdDmVfkom4q7xeDUjn4DTp705fH227zum5BTWGDsD56YZrcS+43u12/OdYLGKkt2cJgLOL5UJyOOK2BdLftQIfkPaiasL2MhIRGWpfA1Oph9uj6EaQaiPI6dUCKOi5YwX0lJ71M9oWgxQENOHgZk6JuFMSmWzZyb6Yy717O6VMHBwqEDSCAHzy26f4XUipuJ0BmWnah1RG3CLA6mQUjVUimW9MIGJ9tNMB2LwfcZrvyYCEG05Mo7kmVh/7M581zb89oH/oeUGRpz4Aopr6X605oUTqL3MGF5+7reKUklOBn9WHXzt8F/6LrNcmfy6Voi8WTwbKJVx2vgDI8HeeIpJYpQAAAABJRU5ErkJggg==) 1 30, auto;}
66.222222222222%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
66.666666666667%,67.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
67.111111111111%,67.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
67.555555555556%,67.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
68%,68.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
68.444444444444%,68.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
68.888888888889%,69.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
69.333333333333%,69.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
69.777777777778%,70.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
70.222222222222%,70.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
70.666666666667%,71.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
71.111111111111%,71.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
71.555555555556%,71.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
72%,72.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
72.444444444444%,72.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
72.888888888889%,73.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
73.333333333333%,73.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe2VPyzEUBzHvy1X1GDAarrBYpIwHYLcYHIkxMRQgyBMNwkiFmE5CTcQkTAIidxkEAwsconFymIxibAY2rv+DOfOq/7RXl97y32TDr++vt/n+37v9/qAqqoKR/TzmCSEAW+aXgAAfO6lTEwxLLidgqyAAW61+iANuIIDQG1ABlCTL/Tc+8G2LTwIsd1u2/mseDqj6LACAHjO7LvOzWsLqCM+CXxpnifyqAB1DSilIHvtfvU8DFBv3yx0vRDc3e54zun7R9RcJ6G1QSoL7keeu91O/zkmi29oKr4MADi8XHOTw1FeTwHN9a8DOUD3Q2Xk1AOUjG0CTKmTsQ3IWgT1WgS7N0sAhz13rECjKpXMrHSnABUQBMLq/SIXuFMS2upMlwK23MmHGW5wwKECshYBAOSZd/OPCle4nQE6aj8GVCOcHedpwioRnUZPQGR9tHVRxMTTuNN8XwYo03b2GwhGE4mXMW7gokxbIOXMJ3PodZQ72CohXbWcGwYH30YCAxdlqICUK3B6PhKBg/+KsvJF8VIp+2LxZaBS4IrrG3tHdnI3gFM7AAAAAElFTkSuQmCC) 1 30, auto;}
73.777777777778%,74.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
74.222222222222%,74.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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75.111111111111%,75.455555555556% {cursor:url(data:image/png;base64,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) 1 30, auto;}
75.555555555556%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhWNgGAWjgD7gPxRjAEZ6WM4flc/AwMDA8HHZRAw7mehlOS5AyxBAsRyb72npAKIsZ2BgYGChkQMYmP9C0ty7lZNwWk4LgJzacaZ8ZEBNl/1X8UhhYGBgYLizYw7RZlMrCv7rOsQzMPz4TbJGaoTAfzO7FDjn1CHifU8NB/x3ts9m+PcPwtl/eCrJZlJcEIlwsDGIcbGRZTklgOTUjgsQcvF/LGr+p7vVMTAwMDDM3NVEjBl4Aam54H+JUwsDwx8Ghn+U2IoE8KWB//W23QwMSEFdb9vJwP2blYHzNytD374aBgYqxDneEOD9xQZ3TJf5RAaGXwwMjIz/GUpPFFDFcnyG/J9uPA3BQVKWdTaTapYzMOAJAVZ4oYaIpZRLGVS1HJcD/i/RmM7A8IuBgYGBGZsebDmDbIDNoP+rVGYy/P+PI2szMTOE307Fp58iB/zfIDcLwWFEdUTgw3SqWQwDGFHA9gfZbAjb6xn1fIwOkA38v0dkFoqky5s0mlkMAyghwPYHQtt9oL3F6OD/Ka75sEqF7IqFIgcMlMUDDgCWqHOEZwinvwAAAABJRU5ErkJggg==) 1 30, auto;}
76%,76.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
76.444444444444%,76.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
76.888888888889%,77.233333333333% {cursor:url(data:image/png;base64,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) 1 30, auto;}
77.333333333333%,77.677777777778% {cursor:url(data:image/png;base64,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) 1 30, auto;}
77.777777777778%,78.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhe2VP0jDQBTGv7RN0Iq41NWpg4uToCJUUUTEQXBydMkigjpUUCoOIpooCC2Ii6OTk4iLIjq4lIKLqy4uTiI62sQ+h5o2aZIzaS7p0h9kOJJ73/f+XA5o0yYa6O+xIUQh3jO3CgD4uszbNGNRibsRZgUs4k7Zh2nAkzgAJEIygHilOnMfVwVX8TAwT7vr5Jvh6YzSEzIA4OX+1HNsXi2ggdFF4FvzvZFHBWhoRK4tSkXv2fMwQDPjy6BKdXH9cOw7ZuAfUapDQm9Sako8CL6n3Y3/HJPDN7QyvQ0AKNzseInBxO8poNzkLqAHSLkB1gyQkjkETKVWMiq6NRFdmoi9uy2AQ8+ZFegs1+JTfvgIKAMk/GCtuM5FnBWETgYPTMt6oZYes9zEAUYFRM2ofAxGF+QnfpmzDNBZvwKUCUDcaY/TyWgap0B0nlZB5DLnsQQWnrOs/YEM0EWfWl8IVhPzrxvchA1sLZB0e+azb/yFnQLSbWrf8nLqfTM0YQNLBSS9eq2NfeZCF26ESknVuFR4/WX9GWiVcMv5BSwVeI3ktYaMAAAAAElFTkSuQmCC) 1 30, auto;}
78.222222222222%,78.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
78.666666666667%,79.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
79.111111111111%,79.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABn0lEQVRYhe2VK0zDUBSG/26jIzOYYVETGBThkZBBQgBBMCgkpoYgIEFMbOMx2JJlQYyEYJAoFAYDC4aQLEswWDAYFCFg29KD6Nq164M+bjezP6m4ue35/nsevcBAA/VG1H4s4noBH1neAQD83NctzFiv4E6KMgMmuN3pozTgCQ4AiYgMIE5qz301zhzhUcjY7Y6dbxRLZ5SZEwAAb0+XnmOzKgFNTG0CouT7QxYZoNlpQV80W95Pz8IArS1sgxR1cft47jtm6B9RepjHaIoPBA8j393upP8ck807tLeyDwA4vSt5ieEqv1NApcUTQAaUMFSD3HqAatkKYEh1NXuMpERIShwOHwoAg5q7ZoAXf3Uz9ZkyIALEKdht5pnA3YLQxeSRYdlJ1NZzkRkccMnAkKSdPg6t4sLLAVO4kwG6Gi8CIrXhlgmzm4zAsgtE15kCiBxGO5bAxqtentBGLDN+M5bvLLp219/LzMCaLCXgZevJVz8qzMF2AamRzpk2lz6rkYE1mTLAy2q3z3/XIgd3i1qpnHapBL5YQhnoF7jv+gNWAXppywLvWQAAAABJRU5ErkJggg==) 1 30, auto;}
79.555555555556%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe2VPSwDYRjHf9q6SBcLq8lgMRHSAQlikBhMRksXMRAkQqigBl8JErEYTSaDSehiqDSxWFksJhHWXtvH0A/X3oe73nu1+CVN7s3dPf//87z/9wr//NMYpPQz0dQI8daROQC+7o5NmqFGidsR5ASqxK26D9KAK3GASEAGCEsxcx+pE1vxIDCm3Tb5RlQ6k85YHICX9Lnr2qq2QLp7p0HXPb+oYgIS64tXFumM++5VGJCJoVmkUFxc3596run7Q9TWotEe1eoS94PntNvxm2OxeEaWxhIAHNxsuanhiNdTINvDScj5aLkGpwzI/sAOGEa9O7CJpufRdCGRWgMFe+44AS2bq5g57t+GLEhTgfmHdSXiTkXkrCdhWIYrVzOPG8rEwWECzXrpcBMC8gDEn/yHzo0BuehahWyBYuemuFmdjLqxKiSXnSuI2OQ8FGHqOen0vi8DctWx/LOouTv5uqtMuIxpC7ScufPxtz3lwlYF5bZtserm6PthYMJlqiag5YppH/w8Cly4FslEF8p/Kqq+st4M/JXwn/MNZRZ7X+1jl6QAAAAASUVORK5CYII=) 1 30, auto;}
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80.444444444444%,80.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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82.666666666667%,83.011111111111% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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83.555555555556%,83.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
84%,84.344444444444% {cursor:url(data:image/png;base64,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) 1 30, auto;}
84.444444444444%,84.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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88.444444444444%,88.788888888889% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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89.777777777778%,90.122222222222% {cursor:url(data:image/png;base64,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) 1 30, auto;}
90.222222222222%,90.566666666667% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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