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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe2VsY7TQBCGP5/OxDojfLIuEveLgg4EFIiCgvKKewCe4Np7J0TBg1BQ8QSUCFFMixzFpyg531LgjZxgJ8RLnOZ+ydr1aGf23392Z+DAiOrRtdgGwZGfSPJTt0ZoGAJNSCJN00GINOVe2cwrYmbr6/YGJ8mfevk1bPuFpNNDkFjegdn84aRrUVmWPiWDXM6/VMiyzGVZNlw62kh4It4u6ZGk1le0C7oCRGbWrA1L+HTMZrMCuAwl0AlJL+hQwtvzPHf15e2NrkJ0AlxIut6kRJIkmNmvEAKdkPRW0qv6d6MS9Xi8FyINtJJI09RJcuPx2Ek6OwiJNfvesVGJXUn0bTKufopUVUVRFOR5TlVVpGk6WANbUcK3712VCKlkK8WqLEsARqNRQMh+WJ64eXpJp+fnT7YWqf+VJ+eVWCwWxHH8zDkuo4g58MHM7rocg5qJpDNJD6jTURQFcRy/dI73UcQU+Nm2uaTEN7LeCkh6CjwHboGvznEVRUzM7NMWv8fAa2AGfAlRoOl7FEXcAjf/4HdSjwlwHFK/v9ckzMxuJH3kjxrb8AO4A6ZmNg9JwTvgDfDZzL71jROSggkwB6YBMe5xD34D9UHkaB62w2IAAAAASUVORK5CYII=) 1 1, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcklEQVRYhe2WQW/TQBCFP7duFcVNXSLSNo8KpIIQ6qEgjj1w6IVfyB/izgVxqjggIY1QFVVN0w0VWDEHr8PGTQKpm3DhSZHtyXr3+c2b2YV/jMhf8ymxlWCtvJFU3uYVQqshEMKTWQmRUO6JxUpFzKw6bmnIJZVfPf4FsZVg5STGHmg/fD7VD1CkIfDFcpEkyS0VkiTJK/HlQFJT0jGB7EmS5Gma5mmajtPRbrdzSQf3sWZV9mcFD70tZXfOkWUZWZYBRToajQbOua+SXt83gR4wAs6BKCThnBsP6vf7JEmCc+6DpGZdEhOQtFZeJW1SqYzSD1VPSHoh6WjR9W4538xGnsQb4FTSXlAFxHFMHMc456rVcerHb9Yi4LEJNPz9FkE6oEhBQBhJ9Pv9d8B7M/uxCIGZkLQr6VBS7J9PQtmTJMm73W7e6XRqNat5m5GAXSD24bM0TbuhMYfDIcPhELh7s5qVgm1gH9jxV4AmsC1pPZB9ojruQmIWgSvAgAvgm6Qt4Ag4BA6oeCLEoiTiaUG/BX8sn31V3FCY89KHIzPLJZXjlwtJ4x5RwUSfCM3Y2Tuc+oEh7uugkYcHGElpnrMTRcTApZldzHrxjwznwS+6D7TMbOBjL/N8LY6iUdmQtim8NBUzzwB/icfAK+Ck03n6gELRsygaXQKZH3M9b4JaClBsXACjjY3v1wBmduNjXyTFZpb59nxMYeRPoWnX66w+GAyuWq1WD/hsZj+n/D8CaLVaj4AnFOnoDQaDkmTtFEAhdXNGhZQ4p+gtPX6XMVCzCvxZoOxGV2Z2vugcdRUIPXSnueqa8MrPETOn1P5jHn4Bl3YahiEdBD0AAAAASUVORK5CYII=) 1 1, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiklEQVRYhe2WPUoDQRiGnwRtMsVoSPx5iyAiEVIEC2sbz+ChxGN4Ac9gKZ5ARbD5YhFERCSFuBbuLrMxMXF1dwP6wDLDt8PMO9/PzEDF1OI2mmArhXrSkZR0ozFB5QgIicWUIiR0d2axxCNmNj6uMCJJya7TL7CVQuki0hxotroT8wE+whDkReFM9AIlh2NxRHjvqxPhnMt4wjn3x8Ih6VjSybgnflPE1NKLOQXuvPdHo9EovC9SCi9RSS1JdUl1gh0756Jms5nmRSXV0W63M1VSaWIm3qhMROHhkLQh6UBSZ5oIcoRiVhWEbAENYDuw1ZIqcM7hnENS+ob46oLLI+AWeAJuQqOkZTPDe4/3PrP4w/DqbdakuV46khqAgHvgDZCZXcf/DqOI18HAzueZ6zseCOkDO0DfzF6Ax/XNzq6kVaBXq9GLz42ZLOUU8AysxC1mNgSGAJLOgFczm+n+HxGH4Z8fU9h7X9Ia0AUuzWw0bVzeKpiHfWCP7MH1ibxVMA8XwANjB9fC8Q6Gv9Li1Z9/nQAAAABJRU5ErkJggg==) 1 1, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe2WsWrbUBSGP5tgLjnBl4gYmh8PnQJt3yAEOrZLu2YseZIsWfsIIU+QOe/QKWTIUDqUUg6hgye7iBCiDrkysiNTiCO5FH8gdHW40v10dHTvhRXTSeeiJtYK3bIhqWwWc0LtCFRJMq2IVNM9M1iZEXef79cYhaTyradHJdYKrUtMayDb2Zu2B4MBZjbt5O7Vumic2izQ8udYrYSkboxxnYl/U8LMCjNbnUSMsYgxrjYT1Qw0JiGpK6k/F3tf/TuyLFtaonY1TBwA+5JepsE3gB9m9qGcGUej0cwNT5kxFy3HXaCXLkM67wC3wFdJ7yqDLSVRK+Du98AX4Br4lsJ3pR9wKOnNIolGkISkvqRNSVmKZWY2M09UinRmgVvEkzcakobAZ+BsMplclKtnnueEEI7z262T0Bv3gT4wdvdR3XP+argId/8JfAJ+mdkrd8fdCSEcFgXboTcGyHiopSwV8SOebau1uzs86HTur4DXwBFwCtwkgTt3/96oAICkj8Bb4By4BHJgE/idCrtZJAVJLxofaM2a/4o/kFjT86KInjwAAAAASUVORK5CYII=) 1 1, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhcWWMW/TUBSFP6dRsPR4eVGUoT0SsNCOICGxMSBmfkAnfg4Lf4i/wcDC0IHhtaCqSuokWElUd8hzcJy0SXBijhTZeXq+9/i+c+41/GdE4ZqtWasFjfxGUn6blQjVQ6CIQKYWIotyG2MygNFoVCSB935p3yGRScrfevErrNWC2kksNNDtna3VA8yPoaCLg2OlCs65zBhT63EskXDO1UdC0kdJx0USxpgsuOTwwpT0RlI7/F0ryoOTKKE+EpIaknoPkXDO7Z1E2XofgHNJZwVSbUmng8EAY8xKgKoWLRP4DQyBfmGtCeCcOy0k2xuJjT1eUgPoBbLX3vuppHxGLOCcwxhT2+xYEWZu1VrcEWy6F3c82P8fSf4K+CTpbVkTxhicczvF25kAc5FOwjXKSRhjGI1GSzp4bMDlqCQWSU2gmabpnziOAXIST9LJ09nN9Y+7TTH+pQJFnANf4jh+5r1nOp1ijPmcZc3WNskheLwC2sA74PvJyfPXUTQbA/3Ly5/D4iZJLaDlvR+WAxxVyW6t/QZcABdRdHcblmdJkiwSheTvgRfW2n6SJONijEoV8N5PgK/BCd0Q76a0rcnfo26VY9TytSupG5JflTtoZQKhxG1g7L0fb9pfRlUXAAjoAMdhbuyESiIEsNZ2mL/IEfDSWitr7a8kSbay4T4qcAXcMu+OHeZiXPdRsxZV+wDe+xRIQ/m7hLG97fP36p71+/J/57cAAAAASUVORK5CYII=) 1 1, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe2Wz27TQBCHvyRKiFg7Wzl/Dr8DJ9Q7FUeeggfheXiCPgsHDpxzqDiguVC1DbZpFUPNIXbkhCQORWwP9CdZXu+uZr6dGXkHHlmd6l3umAuibj2QVA/LLaAwAADOuSZMEJBmuDec1RExs+19/0ylpPrU66cxF0TBIdY1kExOu/s2mRmScM4FicTOKDjngqbjN4jq9OEhasc8UmHuTIf3PgyEpLdbzkqgTJIkTCQkzSSdsScSQSAaaoWQNAoG4b0vvfcbEFW6ZkEgnHMbAMEKswkBgX5WkrqSokMQdUT+FOKoa1bSGyAC5sAFMAKWRVHc9vv9+spe9xPeexaLBXmet9rvHeEc4GW1N2d1sjFw0uv1XJ7nr8bjMWmaUhQF0+mUPM+J4/g8iuJPWZZeH7J/bARGQAJ8AWbA82rpHvhsZj+bDYykZ2XJu06HO+C9mf34K4AtmAEwAQTcAN9tlYM6551kctodDrLXQNfMPhyy96BWq4J4UX3eAxd3yyi6upxnkk6AM+CbmX1ss7W3CTkkM1sCWeX8xsy4upxn1fIMGAATScM2W61FuE9pmmZxHF+b2W1zPo7jHBiuOO3rQ+0/6Un/j34BQuP5Jp/7Q2gAAAAASUVORK5CYII=) 1 1, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfklEQVRYhcWWz2rUUBSHv5kpJcxtzDiUUn5IFyJdiEjpQly0IC4UXPkAfQ4Xbl35BD6Lbly7c+FCCi4UPVYp08aYMi0ycTE302k6TJNOpv1ByL3h3Hu+nD+5gWtWw9+zCc+uRM18ICkfZgWgqwEYl4e5EpDxcJ9xlkfEzIp29UvSThRFmaT8rUeXpMw5l0l6IalTt+88BXvOuW0zG68FYBiBKIqI4/g18FDS3bohAOgurzfxb0whCvlzH6WNuQCMaSqEvz+StFmHs0ld0EjTdJQK5xzOOWCYDkmkafoeeCbpzqwAZ6pbUgA8Bzppmr5xzuVdMFIURTjn6Pf7BEHwFHhXtKmiYgRuAMtAL47jRrEonXO0Wi3MjCAIiOP47SzOJ0rSiqTAXy99C06tiXoJTkGaknYkrVGiMOcCUdBUiG63m0m6dy0Qha/ofCRpVdLtSRDOuUuno9QhI2kRWPPTgZl9kXSuRb1tpQNs4nFclJmdACd+2gfOteiY7fhxXg+A1x9vvy9pYRpEFZVNQRN4DLSBf8AusG9mhwxzP0pHPpbUyjLu//xpH2cG8BtvAbeA38A3hqnYA1b6/f6PIAiA0x+Y7vJ6s7e/O7ho3yoATWAJ6AALHmQdWAF6ZvYh37Os80oABZg8zJseoJNlbDcavPImh2bWL7NX6zIASZIAEIbhL+AYOGg0OABuAkdAO0mSwzJ7VemCczKzAfCdYT185rRVS4Ufavrb9W0Z+Oki8Nd/Oy7UpVJQVJIkgzAMN4EnwFdgLQzDoyRJji9aO1MKCmoz7I4NYAt4UGZRXSloc/oyTe/8k5ntzR1A0hKw6qc9M+tVWV9HChbHxgtVF/8HkjQVsmvr5fUAAAAASUVORK5CYII=) 1 1, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhd2Wz2oTURSHv0RJrh0nV0Ip5UdXIiLFpa7UIoJ5jL6EC1eCe19A8E3ElS+gC1e60sWhQhDidJqEDI2L3omTSawmnU6lPxjmzpl753wz9/wZuGA1wnm6xFaLmvlAUj6cloDqASgqwNQCUvzcc87yL2Jm5Xnnpqmk/K1nR8FWi2qHmMVAd/P273G3OzfJzIpxgaSWpKuVArjW4ZakB2aGc44oik6D2Af2JS0N4rUAgFtAR9IjM8N7vzA5h0jT9A1wBByfFWAmSTuS9iTtBNNs76MomkZRVG9gSurlzrz3U+99fdkRguyVpIf8ITOqglgoMJJawFa4NDM7Ds7yooT3nizLZuOzFKtlANvA9XA0gQNgYzAYfMmd5QGaZRntdhvn3NoQV8qGOI5bwDVgGzgM5p5z7r2ZPZVEv99nPB4zmUwYDockSYIkkiR5KakZx/FuHMcfkiT5a5YsJZa0AWwCLU5SrcnJtnwys0FxO0rrGI1GOOdeAK/NrL8WQOGBDsiAJwHiwMw+UoqJMsQq23FqJTOzkZllwDdgBFhwcj9N0+I/RHHNXNk+b/1/HbTovNjgaoG4KOdIulPoFSs5r4pyr9PxzyR5gB/9z3P5Hxrd0v+HqgDeNhq8M7Of5RuSbgDPgXsV+VpdknZDTbnkknRT0t1V1lSWKqH69YDHoZf8kxa64bpKkoQ4jo+A72b2tarnXn79AutF7u2HouGvAAAAAElFTkSuQmCC) 1 1, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhe2WMWvbUBSFvxhTTG6IQFhQztChBNOloUOHTKVDf27/R/eMaYdSwqWDCZapgilB6qD3hCzHbuTGCoWcRY+rq3ePzjv3SvDEOArX6p7YIBjFhaS4rDqEhiHQRiAzCJG23GvFoiJFUZDn+SDHUkmKb10BlZm1Y4Ngg0Qn9uhoPJBOZ/f6AcDd2744OJo3NrPKzAZRYiuJJEkGO441dAw4PAlJZ3SUyLJsg4Sk8UGJxGJpmlZZlm14IkmSStKnfTd/6ICpJMWhBICZMR6PMTPyPKcoiscfVpLGkj5IesWWGcE/emJr70cOwDlwARzFeZAkyVpSjIfj6YWdskkaAe+AKbAE5kVRfG3J3s3H3f+6bxs7FXD3ErgEzoD3QGlmb/M831Ah5B9mYkqaSXoT1pF00wXtzuAphlWcD5FIHwIPPitJH6lN+dndf7duNS0aSDU+SKez0c38qty1b58pJiAFjoGGgCRbrVaFmQFsLS5pCpwAC3dfxHgfBSbAJD4cvFAG4124+5e4Zywu6Rh4DSyASbhfAt+Dwff7A5Z0St2aJXDt7nfpdHZyM7/61ck7p1buDvhGrfjK3a9jzr4fklPqFh5RH8myWzxgDrwM1x/UKty2E/YlsAReUCtwuy3J3V3Szyj3rtzeaM2DZzzj/8YfBDkDv1/CBOsAAAAASUVORK5CYII=) 1 1, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCUlEQVRYhe2WXaoTQRCFv/wQhlTIyBBusJQIwo1uQHEBPvp2l+AqXIm7cAtuQXzwQRTuUylBlLnYklzGjA/pTia5A9P+ZHzJgWGapqg6fbpOzcB/Rse/y5q9VtANC1UNy/KAUDsEqvBkWiFSlXuvWFDEzA7jjoZSVcOpt09lrxW0TmLbA9lkXtsPIoJzrtoXR8cNFUSkFJFWr6P2Kmi5J04kUNWn0+n0qCRqO7+CN71e70We59VRvYWZ7blDVbuqOlbVQSyBxgmnqkPgsXPudbBkURQ456oxgcxtYOS3L82saMrfpABm9gO4FJGLPM8REfr9/mFMIPGpsh2tQjRUtXswD7ZzIk3TUlXDvJjE5oz+yKhqAlwDmNlPVWW5XLJarbbXkWUZSZL81gcsKkhVz4AxsPYknjnnXopIKHYYH02isQc8kkp8BpyLyKOKC/4YMS5IgBkbBcw/A+AugJl9rJx47/TZZN79+uX9+m8JzNh1tHlXhJN3gbGZfQtKOOcQkQfL69GHpuIhQROKurWZYWZrYK2q52aGt+lFWVIkg++ziNxRBD4DC/++MVjM7ApYTKf37qRp2jOzV50OT4DnMQRiXTACznY1bdkQPwRGZrZoyt1vCvAYslNrBNQSUNU5G5e8iykO8Ta8YiN/4dd1xfvAfeAW3iEx+Ke/26r6EJgAb31vnHBCI34BAXwFNkVQVzUAAAAASUVORK5CYII=) 1 1, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhe2WQYrUQBSGvySdIVJigXQY+GF0Vq5ceQddeACP4BW8xbjyAp5mTuAJ5C1mV4uSdJMmLkxCOnZ6mJlO2oUfFCmKgvfnr/fqFZyZpP02B9YWIe0mkrppMxK0jIAhrZhFhAzt3gvWOWJm432z0Ujq/rof3ZqkC0kfJT0/ZdDhESRmNswFAEIISMLMNsB7YH/DqXi5fpMy4YJzbrg+OwdFjNZPxlRyNa3tADjnWK1W/TzGiHPuysx+ziWgF1FVFXmek6YpSZJQVRVFURBCIMb45Oo4eA904syMoigAqOuaqqrYbDaYGd57WCInugR0zi2SE1P8O9XROeGca8qyXMYJSW8lffLe7zkxPJbHirg3i9ub8QNwAbwKIXzz3rPb7ciyjBgjIYR+70N7x7EqAPpm9AMw4HuMMTEzsiwjyzLqut7bO+ik8yHpuizLg9UxTExJ6bi3jLnXgQm2eZ5/CSF090HP8MYEPrfjtALsz7nceO+vxh3UOUcr7FnTcAvcPibGQ2kkDa1/13bXRenL8BzBubx8fS3p6+KBn8osj01JBbAGtsBd9644xFxntQYK4AVw9BE7l4DtxPwvVjMJuAN+AVszOyrgP2fnN6ZB2HC60+fZAAAAAElFTkSuQmCC) 1 1, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3UlEQVRYhe2XUYvTQBSFP9N1qx2ns4RW6EGWItJ38XX/h//UH+OrcB9Eli0xSyu18aGZkNYosUmzLx4YMhlm5py593AzgSfGs/JZNIwNgiR2JMVucSJoGAF1lGIGFYJzLhIWQCGpkDSciBBCRVgXM6iISBhCaBQh6VXfhJUH0tmq6u92u6NJZoYk1ut11reAJtTDXjXn3KDp+E3EfD4v6j65GLOkRNJdXYRzrlgsFkUI4dQTiQ64lTQ5h6+pDqTAR0nvY+7zPGe73VYT4riZ/QQmwHW5rh+cuL2QVJzWCY4j8U7SrDcBDWg0JgPXiSoSTVVzcBE8RSQk3dAiHZKWkqaXEJBISmmRDklvexdQR6yMsTakaVqJ+Zd0NN4H2iCEMMrzHOccAKPRiPF4fO52nXDkifrp6x+43lErw8tIfA752RfQ0uWvy9eNmX2Je6azVXL/7fO+zT5dQrQBIsljOlt5ygO1JYeOV3BJCXBtZpuW818AU+DRzL4DjLoIyLKs8N7vvPdT7/3zLMt+/G2+9/4N8BKYeO+zLMv2V10ElEjLhqQdcMvBGzfAJzOzP6zbQzcPRNQPseRwP/hQPk/LsQEPgJnZHnr4DZN0xSEC+7KtgK/AvZk9dN3/Py6OXy2h77tjyhamAAAAAElFTkSuQmCC) 1 1, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhe2XwWrUUBSGv4wTZ8x1vCW4kH/hqriWrn0Bt76CC1/Bx/ElpO/QlasupEjt4iIqQgoXMh3IddEk3BkT2mlmUoR+EJIcTu7978k5JzdwzyT1OXTYRmHSXEhqLsOGoHEExNRiRhESh3ttsiYizrlNv70RJDWrbo/Itl8kvbHWji5iUk+ehcBRl4MxBudcnBf7QdKhpJf0vIoNO5I6E3hb4kHOgHeS0mjF5HneOjR2a20APu5CwBqS4tewFok8z9ciYYwZpVe0IuoJx6sOSY9jEXEEdimis8FIeg284Dovrrz335tqMMYA4L1vfAc1q75MPojPxpi3RVHE34uWyH6nSPQJ+AKcA6fOuQvgxFr7xDmHtbZdPUCWZYNF3BpJGT19whgzXtveFBFXyL2J4I7VMR0gIHHOBUmUZclyuQSuc2IbhvbzxDnHfD7He890OiVNU4qiAEjy569uHH9XG43QlOhqtSJN0/fl1dNPf35/rW568NHQmSUdLhaLzHt/VFUVs9nsQwic/vp5fnGb54fkQMMP4HOWmeMkoQTOkoRvOxh3OyRNou/HAw/8P+ztj6feNT8DKuCy3rT8wy76QB8HQB7dX3Y5/QW3G9EbOiQ2IAAAAABJRU5ErkJggg==) 1 1, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjUlEQVRYhe2WX2oTURTGf5OkdvCmvWVMUT76IPhnCYJvLsFHF6G7EFfhMnQBgiCIKxBfKnIeaik26U0n7aTjw8yESUjTpJnWFz+4zMklN+fLOef75sI/RlQ+8zl7t4JWFUiqwnyG0I2iU//gnGNzc5M4jjGzisStVSQHcudcDuSSckm3Wo1JwiRJciD33t88CUk9SdUs1BNO1k2SaAGvgBdJ72nrsi+ZWTWkjZNoAX3g4Ojw+wUQ1ZJNIU3TCQlJO00TmcXcVlQzUT4bSTQlQ0l3gLtA28zGkjCzqQPn5+c45yqZri3RuhG1gD2gB+xJuh9CmGpHu91mOBxOzURtgNcjUMatWtxxzr05Pj5GEt57xuMxIQSSJKHaN7NxIwTMLAMOgSFwaEXt34cQIjPDOUeWZQCMRiO63S61Cl1bHQt7KKkDJMCFmf2uz4Rzjk6nQ5ZleO+rtnjgzMzSZQlc1b8dYBvYkXSvLtEQAlmWEUKYzEQI4Rh4tmzyZQhc1OJMUjRLokLVJjP71CSBI+CgXH3gtaS3l5nVdRxzIQEzw8z6ZtYHHpTbp5I2myIxz4h6QAYczJhQC/hRiyMzy2fNyjm3TN6pH62jR+GE2+WaoJTlN+CzmaWSOpKe1CvhnMN7X8lza9ELrsKUDCX1KCa/yjlcdFhSAnTNbL8ikaYpcRw/T8+6X8sX3EoEoPjnK2m5RO69xzn3Ls/5EkVsAzHwwcwOLjs0NQNlL/srJgZgd/eR39g4/Qi8jCL2KQzsBOhSqGguGr1wSnoIPAZ+Ar+AO2b2p8kc/9E41p6BUroxcHSVbOdhrduMpJjCN2IKE1sZaxGgsOx58dJor5N9MBhcbG1tnQAj4GgwGKx8M/oLg3k0wbeAM/cAAAAASUVORK5CYII=) 1 1, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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62.5%,63.18125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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65.625%,66.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABVElEQVRYhe2WT0vDQBTEJyaEkDUNBKF0ECoonj179uAn8eD39uHRELcEC66XbExtK9uy2ebQgUAC+zK/ffPyB5iIjD1IzkgylPGFPbGeWuu6bdu34ABWdV0jyzLgtyvji+TDwNBGYUiGgejaPzTcAAkC0Sk4RD8D1dX91jxYiciwS3vX+VK/46qqtjqhlAoSx0YUnWnwmdg5D5OAUEqdDkIpZcqynEYnzhCTgDjpI2oHclQIknckX0gm+yCGAIdCuLzXUwD5jrWRiKAsSwCAUsrFbxQZkn0Uw93/94HzKmtszUm+LhZ8dKn9m+tR0lpHWmsDACRvjcFzFOHTpTbyAQAA8/nyOo7XWXe5EhFxqfOWURyv3wF8AfgG8OFa53NIMgBPAG5EZHUqgBzAzOM9DxPJyxD/jNMTyYRkfkxt7ME8BbAEUBRFkTRNow+p95FXuufcST8vqcrbr0+b1AAAAABJRU5ErkJggg==) 1 1, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcklEQVRYhe2Wy2oUQRSGv1zMDKlUahxE449EEZNFFhJciSDi0pfwMV35AOJCt+INBCkkqKSnpmMyjmkXU9VMOt1JJpOMG39ourr61Dl/nVsV/GPMxXdRMzcTzKeBpDQsKoRmQ2AckcxMiIy7uzTW7XZpt9sAeO+rcpeGQlLadfmMzc0EMydR5kD32mZtPsAoDJIwxszEE7VecM7NNBy1JJhxTpxKQtLipViWNC9prYmEMaaQVFxETjQl3hawLelxSsAEYwx5nuO9xzkHU4bjGIHo1jVgEehKuj1OotVqlbJj8+cmcazDSXoEdOLnZ2AIHGZZ9sk5lzojzjmyLEtryo4ZCXWA3SR7EppCcAj0gfX43XbOPcvzvPTEcDgshSue2AYeAg9Otd5A4DXwBhCjXFgC3gG7xpin1Zyoksiy7G2cOlOFNB4ykraAu8BL7/1+5Xcx5vYSxhhSmCRdjST6NesvBEdK1BhTOOeqfeKepDt1Hks4VyOJlbLhvf+QPJHn+RGZWKLQnGen/zwBh8ChpI1qTiRCxpgnRUEf+HaWapgYkpYkdaI3CklHzomTTteLML6puG1JyVBp/MbN9bak65I6TToSJr5qSVoFngP7wAtgGejtD1b2fn5/348yt4B2XPIVGHrvh3X6FiYlYK09iMq/MMoFgNbiwqBnrZ0LIfyx1q4AVxJn4L61dj6E8KOqb6rL5thOl4BBnPZxvBrf28AKo9b8qqpjYg+MI4TQs9buRT2ppH977/MQwq8QwsBa24vzH0MIB1Ud03pgmdHJmeK9C+w0xbsO095olhn1kgHQ897vTKpg2lrtRePDOP6PifEXquYVZVEHodAAAAAASUVORK5CYII=) 1 1, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 1 1, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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80.46875%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 1 1, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 1 1, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 1 1, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur172776 21.333333333333s linear infinite forwards;
}
