@keyframes rwdcur27576 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHMklEQVRYhe2Wa0xb5xnH/+fiy7GNwTb4Aph7CIGMm1PSJIS4TZpgkmYhxFnWtYqyaUNJP7TKpGnrlA61W1d1WtNdoqSVKrXdslJIMzWL1otY5nYhsARDwuVwMY7NJVDAxjY2tvHt7EOSiYChrGs/TNpfss6xz/u8v//7nPd5HwP/1z01NDSQu3c/Jfq6OTqdjl78nbp/w+drmYMHjpzMzCpQi8Wc1W63R75qcG3td49sWF9mCC642icnJ2MPGLBau8N7qvcqa2r2NylEKr02vSycKE8ft9luBf4b8J4935Nv3rzzmwbDt36zsajomf6B3rOXL19g7z+nFg+WSKjbBsN+vVarqSwqqDhIkNK6NI2WE0m47vHx8f8oI8YiI/87uw8czS2qOFu5dfPTmbnZWQMD9qtWa+tzLMtycQ2wLBvR6/cFSstKDtH8MLRpUjlFUjUCXkpVmirXvVGRY2fH2VWN6HQ/oLc9XHkwv0z328KSDc9kFahUKRoZRmyTaL3a+fPGpjPmxePppRO8917T5RrDjs7MbFm5WiXD1MwkGBG/Kn/duiqKE35WVvPIr587deJSPPjzP37tsDQp/zhfSOglCSEIZWIokpPg8wXA9th6Zz1DTUtjqKU/sOyN0IbCLWRxcd4+mgfMODxYCC9AwFCQqySZZWVb63JyCjtbWi5ZFscdP/5CVV5e8QdyRTRHJApDKKSRrFSAJClM2xywmG/96vylM39fyiPjreSVV159x3x99GogAMjlcoRCQaRqUqBUydHb08O3OQN7lsb4SOVOi91Bh6IB0BSBVI0aAoEQbm8QfUOum6x76I14rGWvAAC6uz/xNzdeOlvl0FfSpBsyqQQ0j0Bw3oMKMYMdpfqac9sPBxG4nQyGmUVUNDNeXPFkV2gKc5QHBMLguBgYoQgWx1yku+/6L1tamufWbAAA/tllvqhUqq+q0/mV6RkaIByFKMRDwWAQGOzNg3DhR9DmAxQNTE8ivaMV6UVFMCeoYPHNgKBpBIMh+GfDV8CMXViJs6IBk+mtYMnGgtd5wsJKih8F5VnAoekgYKGAVD+w9TGENWkgKQqUzwsMugBaDd2EC9NhKT6yjEAuFQatA+bfNTc3x1biLNuEixWJulhJgqZr1seLyZ18otjWpYRmHJ7NWkxpNPAxDAIMg4hMDiZdAUzYgYkIJBkZHX8eGXxndrL3xdffbPh4NQax2sPFMusNz5arpad9O3dhQqsFSBJ8kgSPoiCgKCQIBRDYbgNvNwLuwE+Ja5+8tJZ541ZBPKkkVDZy8hBITMT9kygGgLt3DUaigFINpCQBnGf9WuddswFhLCZFNIwF7u4pynHcXTjHgeM4xDgOiMXufkh69is34A2JbPBHofLPg74H5xbBSY4DHA5g4g5AiOOWXDytugkBoL7+Z9Wbth2qz36k9vEMJ09FxUhEEoAQXwCQBEiCAI8gkDwfBK50AeXVCB/8frYre9v2LeUVEYYJW+x2+4pVsGIZAsCJ+heri0sr/kKSETpBKwI3owIxOA/V/DCkeUqEJBLEKAoyrwewksCMDqj7BoYikQwpyIzsosoDanXqt00m07Ie8IUZMBqN5JaHdryWqpWslysYMEoRXKkSKCPzgM0BXufHEI6OgenvB9o7AaYcKEhEh8yPED8C/WNV0OmyCIZWqLxDY40rddEVM6BR5O8XJ4qr+TwBkqRiyGVyeGMetGg0mJuGfRf74R9FjlkRHY0KvaRyzLlr07EA482fJVxQyzSgiRjm3E74g74qXopqH4C4p2FcA3r948mlZeWnsrM0pDo1Fbm5StitE7jjcOLa4DRsrumLde2mU4tjXh47ti5FwuQnSGMQCVyIcREQJIFQzI2MjIKn9Xr9ZZPJFFzKilsFO7bXPJGTl1OemJQEl8sJlrXhWlsnYhEC+u3lwaIc0bLTbXSw4w9CATEXDkVxZ+wOBvoH4Xa5oUgUonC9Vr9O/fCReKxle6C29inlvr1PnKGpcLLH5YTb7YZ9ZAaJCVqI+PJ206ef/eT5hmMfLI27ceMfdp3uoXbPZCCZoul8Ho+H0MICaA4ATWDqc48avKTz40v2wjIDR5/84dHSkk1Hfb4ZzDqdmJr0YGzEd90y0P3CW+/+4uT5d39/M95KAODKlY/sfHH0fd9UeCASEW4QMaIUgiQBkgTHId3rc97qYzvYxTEPGDAYDPzqXXtPk5Q/3WKxg+39vPv2qPXlrp7WZ//UdLptLX9Mh4eHo519bT18EX2B8/MdEagy1bJchUROYSHKqcNhcePiLDxg4PDh+jpNatpx803L9T529KXB4baT718896ndzoa+CLxUVuvAfFvn31opPq+R9pNOhhFmy1SqMr/X2d91q7Xn/rh/d0Oj0UiWlDx6wmYbss/Njf91tR7+ZWQwGJMLcnSPiiVS5Yctb54zm83Ls2k0GtfcG76sGhoavnbG/5b+BeDS49sM7n7sAAAAAElFTkSuQmCC) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHGklEQVRYhe2Ve0xb1x3Hv/deX+MnYPvaOLaxMZAinmlwoIEBDURRoSoNj7hKJk2RmlFt69ZNmpZlqromm6atXaVKRVuWbFozRW2y0SadyNSkoonpSAhNeDnGPGKGCe+HgRgb/Li+d3+EdAQMpV37x6R9paP7Or/f53vO/Z1zgP/rMx0nKysrJV83xWKxCFY/Uw9vKirEdHn5cy+kp+80xcRg0O12s181+MCBuoO52aUVXv/EzYmJCe4RAy6XK5KfX6KoqbFe0OtSSuOF+rBq2/bRoaHu5f8WXFpSVVO6t7o+z1L8495e+6mLf3/H8fA7tbozQWwbLSv7RmlmZlqRZfeuGpKQ15o1mbxQpraPjjq/0IxYLBZBbUldzWNpu+oLCncffSL38aQF16yj0faPn7ndztDDfo/8D5vtTKDHXnlSXfpkUXaOAQwjT/0rv1wvjRNakxIUb/oiEx81NjYubQ5+QZBqpqp0TPKL6cmJe/TJGuiNibg/zqH7ZvtfbLYG3+r+1NoESkZyt7DgyT2MWm6Uy0WIhFkIaNKkUGkPpiRmFeTl7bR/0nJtMhr8Jz98/bkdGTlvGUzJR/VJyiSDUYFEgx7+pQCar/fYPxy8+P0xlyu4qYGuri42Oyc3aLHk1ALA1NQs7vu9EEtFiFVJzSnbcw7odBn9N25c6V8dd+TIq+U6bep7Wh2ZrFTQEEkFYDQahMIs7vbdQ2vn7TeufPD2tbU8MtpIzp370wVbU2cLABhMBnBcGBq1AglaBuOjo8zoIirXxnByw6HxuWVBIBIERfHQMCpQBIGZaQ+GXZNds7O3TkdjCaK9tNlsgV1ZH530B/giiTiEFLMJbIRDjESMnUIaefLcPedK9h8F60kAG4gHYZgeUj9W1iFbQkg4h0gkiEiYBSHgsbgcZntczl83NTV5t2wAAG47+i7oEjNbFAq2qGRvPoYG+qEiaWR4KeBeeyrk4dfApAChEODxwewagzklFjcSlBgOeyFTxGHRu4w5j/8qhOPvbcTZ0IDNdiaQm5V9ymjcV2Q26zDYF0RG8xAwQAGGEJBeDZZhQFEUiPk5YCwCxKehcGEcEiGNDvsE/EtLgT6no76hoYHbiLOuCFcrFPE4ZbFxndvTdrLuFocgvWNAjaQZ+HcnY0Kjhk8sRkAsRoRhINLKgKEuYHoe2l2WrpO2q2c8bucvT5157cpmDGKzj6vVU1R+IiNZ/3NfUT7GjCZQJAmaJEFTFGIoCjKRCDGjI0D9WwBLvkr889ovtpI36iqIJrWMNyJBiSWFEhEA3ErjV64BlgWUKsCcAtBE4lbzbtkATQk4iESgV6A8zz8wwfPgVxp4ACwL+PzCr9zAcFh4B7MziF3yg+L5/5jgeUR4HiTPA+NjwPgEwPH9n5twRZsWIQDU1Z2o2pH37E+VpvKnM0NIIHkeiBchQNPgSRIEQUBIEFAtLgL2USD+CUxUv5ioLTtSmmLQsbJY3HW73Ruugk2L8KWXflVWXFzayEV8koxtWmR96gJGRIByEAGjBH6ZHCKShHTRCzimgPtZwD4zbiuVmI1Q8M9Oc/M+96G671T+7QvPgNVqJffvP1SvUsVkiMUCiBk5xmNjsE0aC9gnIei4DMnwEIR9/cCtNsCbCpQnw22MAS8MQKpQgaYIYmRsKWHB6z+/0XG+4UZkMmQ9G4kEy+c9yygqygOjkcMz7YVdTsDhmXPkXzz/TurUWCJIAThKHbhdWHBQohfrFgRhmAypoEkxBNQ8WG6hRK/VPQMg6m4Y1UBlZSWj15peARsk8wofwAFgcmYOHl8svLEi+/YW229Wx7z8VHl87rz5+XhCjgXPLCiaBE8ChkQZtArtDwoKCi61trYG1rKiroK0tH3fjFcpcmVyKSQSEQDggwsfo6PtLigizM7P9L6/NmZiaOAsLZR6pybn0N5hx0D/INhgGMkmLYxmbYlem/FMNNa6Gqiu/pamuHjv7+LiaIYEj2H3MGzNnVhaErICUnrjZlvzK82fnHt/bWV3dra6s7J33PR7CYbk2WQBT5KhYBBC6sFMzE/6tZRYva4W1hk4XPv8YVNK4mEBBfh8yxgbmWbv/WukyeXqOXan9/KxU398vXujZXX16mV3ODLfEFpku0HIHw9zJMNxQXAcByJCmtigr9vu/NS5oYGKigph8Z6n34wR04YR93jojqPvY0dP17HTb//25Y6u671Op5OPBl4tt9vNddxp65PR0obFADO7zPImYQytilPLEAbJCKjAu6sH8IiBqqpv12q1Cd/t7eu/3NHe9qPTf37jRE9vZ+/nQaOpf8jh7+i8dF0ijj0f7yc9YoncLFcqLfe9iz12+62eh/0+24isVitpMuV+b2pqxH327O8vfRnoZqqosDJGY3oZTXOa1tYP/9De3r5+X7BarVs+G76sjh8//rUz/rf0b77Y59xlS0ITAAAAAElFTkSuQmCC) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHCUlEQVRYhe1Wa0yb1xl+vovvF8AGDAZjg7ljkhg2AgHSL9wa1JSENI6IprXLqmntOmVRslbLqk1IjdpJ2zRtCV0UDU1LoazdlqC0hQpRiiJCSAYMCNeAgwEbgjFgLjbg27cfISshhtKs/TFpj3Sk873nvO/zfO95zwX4P74AWVRUJPymSdLT0+mN39SjTlFRkSA7q/RcpEoVIhJxjGaz2fN1EjMMQxcWHi+LVCYUs3C2TU1N+R4TYDQa3QWFL6j2ZmRVB4eo90dFxdoFApXJbO7/r4Tk55fKDjxz4jtp6dm/lQdFnBq5P/DHzz77uP/ROLVxstzHNWZkZR6UK4IzRVxJWZBEuD8qQmOXBMZ+ZSElJSXirG+dfDEzPf/duETlD2gOrbaMP2hZcgz/vL+/n/UroN/U78rS55JKtfqQQEiBLxSqhXxZWbg8ZH+0Otkukn55RtLT0+lnM184mhqVVxEdH/OaJi5AESwTwTT8AFbLzPn3/lrRsXE+tTlAYGjoeEp8jkGfnhQYqggClwdQfK5aKAkrCw3J2p+cwCxKA5eGTSaTb7Pv2dMXDur1+y6IeOJzYZoAVc6BXdDrU7BgX0J350jviKX77MjI3bVtBfT2djr2ZRWwutSE4hhtCGJjY6BPSwFNeyAPItVMXr7BvkANtrZe793o99JLZ/J0KWlXZ2yWpJS0RJx4sRQRKhl8XgpNje0YHhj+9Ye1Fz7fzEf6S+P1ukt/ar/T2QgAFA1wOEBurh6lx7KRkSkhZWG60s0+wSr1SQ9rEyclq3D4cDH4/If2zo5ejPUZuyYX7lz2x0X7MzY0NDgTEnLeOnQkO2dlBXwAEAgejplHgehFNnFh7zM/knodueDxzAhWzk7GZzNjOjlGh7vR1taC/PwcAMCnDe0w2UYv1NfXL/rjIvwZH8FuX60MCOB9/zFjmxUorwOITwA5DyBIYGoCiH8e+MVpzPS0oWFyDCGRGkiFYbj+yZ2Ghoam5zo6Lvst3idqYFOCegoKmKMAAgAAdbeBmnYgZhlsRjTcGRkgdDoQicnA1CgwIYEoKgIWIRfW6SWM9NpX7QuzP/3H1V8ObsWwrYCWlmb7vXtznWOWNR77z2VCVVsbimArZvbGwqqMgEMgwIpAAJ88GPzYKMDtAUxrUAhFXR/0D94wT3T/7GLFmbrtOLZdgo3ozX32dEqk9HfOwmJMKJUASYJHkuBSFHgUBQmPB+74GHD5GsAn3yQ+qn57J3H97gJ/UImpaETHYUUqhW9duW9DW/F6gXAlEEYD1uGEncbdsQA+hxSDJLEGgGVZgGXBrvd96w0uF0AQAJdn+9oFmFeJu/BwoHA6QBMACzwUsd4IlgVmbIDVAgikQzuN+yW7AHjnnarj33v5rXIrP6YgxalQkHDBJfTAvX7SECQJDkEgeHkJaO0G1lRwFb+aatOlMkkxu+Z7em4an1rAG2crjpYePlZTWKTSjS3ZFXGTs4CVgmS6C0IeB1ywCHC7EfRgCuhxAMvxQDQH17nOQK6Un6jV7jmgUCjqOztvbrkkfk9CADAYDGTJkYOvisVeuvVmB4LkGjheyYCoawyovAnB/WsQiIMAsMAcF5CUAiEONMlYzAeykLFczM5aIsPDIt4E8N2teLasgfBQbYk8WJI3M2vB8qINEVGhEGkAy2416jT7RsZm1l7z3Rv+DYYGrsDrPHc7W3b/L0kSTAt54JEEODQFPp8LeIRlJ46/ceQrZcBgMPBVkdrXlxZtJEUDqy4vFhc8MBM0uvr6cM0z2v5cS8O7X3i0o/rkqd1iOiLG7XKD9rlAUASCgkSwT9lpjTL6JwzDfNrc3Ly6owzIeMrjfB5vH0F4MTc3B5EoAE2fV+PKlYswmQbNcC1Ubvbp675RuThv90xPLmJhcRUeLwuKIpGgU0OtDmXykp5/xR/XE0XIMAxfG/fti9rYyEiJWIgZ6zwmRmcw9cDhsdmsVwcHe35YVfX7W08EojzjHK5seM7uDnGuONUUAUglYkilEoikIiw7+Tpw6RqjsWd5WwE5OcWHdqfuOqNLTSRcLi/EIhm8PrKht/9fP7506fyv+vo6pv39iclk8rW21t8NDaX+vub0DQi8fM3qiifcBx8CAiXgirnSpam5vjvdN7q2FGAwGEi9PucPu/botKsrXszZePeNI8bz1z6qeL2mpnLLG20jhoaGXD13b/cE8gQfetxsn8NJa9ZW3eEhSjlILj/MvoDqje/Kx4owMDDxmEYdlzc+YOkd7hr689jK/PtVVW8/2AnxZtQ219oBVDHMkY+1kVpmaW3xZWW45uCePcnHbt1C1aN5/7kNDQYDqdXsPbWyujbXN9BV29j4N78vmKcFwzC0RpNWpAgJi2ls+uBSR0fHkw+U8vLyHd8NTwuDwfCNc/xv4d9pabV8vQZbBAAAAABJRU5ErkJggg==) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHGklEQVRYhe1WaUxc1xX+3jKPGWYGZmDYh9UwhoExhsEUB0LAODgkuImNIXHUpI2SKjVuZMetrJK2EqrqVl2strHsFKV1F9oaOZVTW7ElOy2LE5t9hzHbwGMYGJZhG5h9ef1BcTCLC23yo1I/6UrvvXvP+b5z7rnnPuD/eIhyMj8/3/uLZlGr1fTad2r1IT+fERw69Orp5OR9IQzj1rIs6/q8iQsLX3kpMTG9wGabazAYDJ5HBGi1Wmdyskr4YslXrsXGqXJDfMKdIj+ZfmSkz/rfEmdnFh198qnnL6SlZXxrYKCv4saNqp7VeWrtYoYh9HGKlNyCgtyslH1pRx0OUZEiPJGj+PYuvV6/o4ysEB8+mhSbcSEjI/3s3rSkqCX9bM/t2o/LWFbj2FQAy7IueUi83V/qV5SULIcqUeGn108+mxifnb1LkWBsbq4b2B5xyVFltPpCXFz8WaUqLipBpcCiyY622w3nK6//qmbtemq9A77ANRjgH54THh4R4ScTwGg0Ys5ojOTxvI9lZj2XECZP7OvpuTezGfk3S39coojOfTckTH42JMo/ShEbAkVcDCwWKz6pZwcaNXWntNou81obcr2T2tpa24xx6j2tVreygCYh9hfA6bExIjH9cmbmgbqTJ3/45fV2r7/+vWeiQxL/HB0qzImNFSI4WAxfPwmcThe6O4cx0DtYcedO5fR6uw0CAKC67m/XOprbP7XZgDhFLPgCGqmp8UhLS4LE1ylbduH59TbS0JTji06CdvNt4HtREAkFoCgaw0OjGBs2NM3MtfxmM64NWwCs1MLBQ8/Yp6aWi6yWJUilYvhKfSDx9wdjcSNqxo+6zDeR5/xFZ8ojYzLK1XvVu1Q5LxpctI/E1wQnOJAED5wbmJw1uZo6G0tv3vxD97YFAIDdLhuUy+NyeKQrIl6pwIxhHOLZeezTOhDfPBXEIwefQ1hwEmSyJ2A2H/SbDvBJ5zxYUspg9DgREBiExSUzDOOzNyanOs5pNBpuRwJYtsOVrn7SXlBQeDgm1p9qbp1C7r1hgLUCuyzAvii40jOApEQQit2AsR+9F9+G+uqfQOSXYMS0BJOFW2ZHB05cvnxRtxUPvdUEAJC8qap504hx2qj8akCHfi+GJ5WINmMhZQ8WJb4ASYOmSHjLZJAGBSHx0k8AAKrAL3X9ruVm29xYf2Vl5S/vP46DeNzkWrRmpL6RqlC+b889AF1IGAiSAE2S4FEUeBQFsUAAgWEC+P0VYMH6daL6+qZFtyHI7QqIkoXuRnQszGIfuMCBAx4ZNqcT8JMBvgJg2ZC3Xb/bFiAC/AAOfIoCx3HgOA4eAJ5/PXMcB9htgMcDCAQTn7sAvYPXDYKGt3kZNFaiBsc9HCTHAbNGwGgASHf/dv1ueQpWcfLkz1546ulj55yyvLw9iz5BcFlhFXNw8fkrEZAkeAQBmdkM3GsH3AmYy3xVJT9Smq2IjXcJBI5BlmU9W/l/bBG++WaZ8syZshrTwnSgRCBEbF0XcHcc2DUOqyIMDrEY3hQF3uICMOAGZoRAUQrqGAaMMAgjDwY8M4u646dPv3B1xxnIycmhv33mO++KREz67Pw0giMDQYRLwMAN1IyAp/0H+LpxUA80QEs3sJgCfCMLS6E8WDwLMFtnsGw0ECaLMGhp2Vql12s2vc63FJCf/9LBhN2JP3K4HERW5h6IRXyQIh9MBEdgyMwfMrd/+H3h/MIDenJyCMLIqtGvvRazKIdUa52HXB4OiqZA8Wn09w9HEi57Z1fvfc1mPJs2opycHL4qIfXU/NwMeSTvsxOlN0yB8QrCbYZreud+46XPLFpw6/SJ5GCnNMZmMmOWmYXb44FIJEBMtC/ME35v7d+//6P6+nrbeq5NT8Hx4tI31GnKZ32kwoff7n7Shoa7HRjQjNnMc21X1tu0NNResFoIXXt7Hz68fgc6nR4EgJiYMEhDZdkRwcrCzbg2bMGRI68EqlRZl0jKIQPnRl/fMDo7tRgdNcI4RzY0NTaU/fz8W9fW29XUfDzG4/HuwE0EeZOSGNLN0TSz0iU9nBvL09ZgQhCwoRY2bMGeuJRjYl8q3mq1wOXyYM64hEmdoWnEMPrbQe3YH+vrP9iQxlVUVJzXACh+ueRUdgov87sCH0c+42UDSRMIDAvNjrYYC+vr8dctM1BQUMA8kZX3C8aLlk+OzcBh45pYVveD6vtX375564PGrSp5Pbp7G0dpL+aGxC0wzS3TEV48wp/xFcDtIWQM4/jL2r7wiIDDh18rCgwMOsGyuuqJiYl3BtmGsovv/bRxp3/EADA01G3/e/2tT6V8YVW4hTfLeAmjvSQStWlhqbent6V3dd3DRlRcXExGypNLpybH2MorFR/tlPDfobigWOYbpjhAEI7AtrbqX7e2tm4Mqri4eNt3w3+K8vLyL5zjfwv/BJEW5kmzdq+pAAAAAElFTkSuQmCC) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHMElEQVRYheWWe2xT1x3Hv/f6de34/Yid1I/ETpyQZ4NLQhKShUKhpOUxtjCkVoJ13T9MlFKqbvwzZRsa0tC6rSpQgdCKBGvVpAFBxURpSQoJeZBAcBrHJti4iYNjx3HsBNuJX3f/lDZNTBS6btK0r3Ske+/5/c73c+495/4O8P8uxqOLxsZGks1mc+12e+w/aWgymZhutzu5CIDNZnOfWbnxYK4xX5GTo7VbLJb4D228desrO3W64k2JRLDrEcQ3AHa7Pbam5nlNzZq6s2y2uDY7OycgElFOp9P5b4Fs3Nggraqq31pV9cLf8owF+0ZGbcc/+aTZ8qifOT+4s7OzpTSvYJ8uS1vLowS1ukxDu0696qQ/aG2+ePFi+EmMt1Rv4Sv1NTt1uYa9UjmzRCDgYXoi2Ds6OnBpfhxj/o3TaYmWGCtIjV77Ij+NCbFQrJUqMn/MjAtqyk0Vgcoak7Orq2vJN2IymZi/XPvy9uzcdUcNhcZfabL5SpGIi1gUGOgf+t2ZD4/2zI9nLhyg13qnxfSj9b82GHRZoZkAKLcHQmF+bXSOrBWL06/FYqV/fvfd3RdSmb++9+h2qViyV5YM1Qmy+DAWpoMvEGBkdAL3bb4v735168OFOYyFD2y2W6FNz/2Urqgo3SSRihGPz0GtyYRQpILVPKCTiLU/MeaXWXp6/jk0P++NN3777ApDSVM45M7VP5ODMlMRMpTpmPJPYczsg71v6Mj75/7UutCPTDWTtvYzZ1yu2R6JjIPC4kJQXDaqqnVY+/xKlFVo2FKF8WcLc3hS9c/jrCBPX/gUDHo15AoZ4nQS1oH78Nyf6nd420+k8lr0CQDg1KlTfrW6+A+NRfvO8XgkMxwOAQAylHIEp9yoksiMnufqX06f8rwADuWC2jCJspq6znQSTvsgvhpxQiFX4OHMHCbHZuKewODhps+appcNAAAWS8clYN8lAFs0Gi0AQEGyoRgaA7p8T4PFOY2iYhIEAYyNAueuoPKldZDFSLT7A/jsylUEJ5NQ5RdfvT7Q3Pw4n0Vr4FsAC63Xr3aWluZsY3NYPL8/Dt7lG0DHPUAdBVZlE7HyCjAKCoAVBYDPAcwpIdPk4MvZWfj8EdCxtNlhx903T5z4o+2JAQDg/PmzrnA4rdvjm+YoHkQZ0gvXFZC54S83YCLzKTzkUAhTFBIyGahsNUCwAD8bGiG/t2VwsN1hH/rN8eNvXlrKg1iqc756nt306qos1clEVTXuazQgCAJMkgSLwQCHwQCf4oDjsAOnW5LgkC8R5z9atOVSKeUuSCUNReRBlQG/SIQYTSMJfKdF4gkgUw2oBCTczq3LHXfZAMJEQgqaBsFggKZp0F9D0DSN5NcNsRhAEEAaf/wHBxhnUANg8yAPh8ACQAPAPHMSAAIBwOsGKFnfcsddchECwKFDp3fseuVA46Tw6fUFHpkSdAJxfgxRigINgCRJsEgC8ukg0DcICKrhyN1cFDeZ1hUay4L9/dfufW+Atw68t33Pnl98UF6uLfLEg0p9wAd4Q+BPWMFkM8GjaaTFYpCNjwO9c4CLD6wQ4qxgVkbEg/lajf7F0tLKjhs3Lo88MUBdXR2z8feH39bq2LndXWbEk2HAqIUESaB9HJS9FZRzBBzrEHDHCgRNgIZEuzyCiJgEi0zC6w1Qcrk6PRr1NjmdzmQqn8f+CSvLN+zMyeFvCIeAUDgIuVyONHUebhAUSGfonrzzi79kub25zFhMm+SIO/t3aXcNU94ighkGl82AMFMFJmManpFAvVZeVg+0paygKQF2794tzstdsb//th1TAR8oigOK4sI95sKI8x7MrGDv4dbPj83PuXVMaVL6WUVT/gcgGQRoOol0pRjxME0yItUHG9a72lLVg5S7gMvO2MKmuCt9Ex7EY1GAINHbZ8bHzRfh9US8Yl7y5MKczz+9cGr47sSs50EE8bgQiQQNJklCq09HZo58tVi95tVUXovWQF3dNnGuofRYZqYkg0uxEAnPYdjqwojDG2dxuC22u8OvHTmy//rCvOrqVU67I9ATnIkrA/4HBopig+JywWExwRVRSICXzWBE/2G3WyJLAmxYu2NHplq1R61VgpsmwOQ4Dc/ojHnYYX79naMHG2/fbnWlmklbWxt98+Zle3o6cT48PWsTEqK8RJJUzMWioCgWhCJKNuuPWLv6WvsfC9DQ0EBm6QuOGHKy9CwmBTopcVh6Bw/12pr2f/Tx33tTGS+UzWaLmgdv3lFxxc2xQNLne8jIDgSDUoEoDTy+UDUVoM+6XN8e+b8DsHr1toaSktIDoelwr+2W5e1r3Vf2//X4W1esVmtksdXSMtvNoQ5za4eESvsgmiAHohFCJZHJKpms2FBPT9vAo7hvqmFDQwNpMFS8RtOEr7t7oLmt7f3ZJzVdSps3b+ZJJEX1SqVIdfVq03t9fX2LT9eNjY3Lrg3fV/8Nj/8t/QtqxucI9kDC1QAAAABJRU5ErkJggg==) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHH0lEQVRYhe2We0xb1x3Hv773+m0MfmGwDRiCE8DAAKcJK5QRgmhASZuA3GSLqkyb1mlRt7ZLkz2aStH+WTUtaxRGm7VdlTVpE5VNm9IumRihXdYESEJ5mWds7ATzfviNH/fad39URAmYjKTtH5P2la507j3n9/t879H5nXOA/+uujhE1NTWir5tiMpmoe9/J5UZNDU9YVXXgpybTN1O4XNrmcDiYrxpcs33vvrz8rbWRiKtjamoqdp8Bm81GG42lyXW1uz40GAor1UoDnSiTOe324eCXBW+reKa+vGJXY3HJlkN2u/UPFy6ctyz3k/cOFgrpMbVSX1lRWVZeVFJQL+ClNRg0W1hCkNDndA4+1IyYTCaqomxXvTFrS2NejvFIQXGefmnGY/nnldZfOByDkbgGHA4Hk522laR4xFPbtxdCo1HKF13BOlWStiI9NdUtTsp0/DcjJpOJ2lbWUJ+rL27Mytp4JLcwW59XYADDEBhtu3H8j3898cm948mVCeTJpFUi0j3p9/lSJWIe/P5ZRKPBDB5Xui/LYKjYWlo2ee3aZVs8+MEfnnhmQ9YTJ2VK6ZGMDWr9plw9dNoUACQsPVOjLd2tL9hsfYF7Y4iVSS5duuSlY3g7ynIhTZIjIVEMbaYSSRoxQuFARWGB6U+HDr1WvjLuJweP7jAact/PUEcrjUYN9FlaiBPEYFkORgfuYMp66+2WljOzK+NWGQCA9va295iw9zO32wO+QAgOJ4Z8YyZqakoRCvtSfFHxj1fGyHRF+0VKOSXXySCVCiEU8BEJ07jZbsHI8Hhbl/3mG/FYVLyPLS1nlnbvqnozTW8oT0zUgomGQZIcKFQq0DSF71s5m09U1z4vDHq1CIX0SEn514BEv+VGyAOGWkIgGAPLAhN3FjCxsMTYp0ePt7ScWYrHWrUGlqVSy26pVMZKqZhKJ0gWLrcbkgUvvmV3Q9tllXE59jpo08qhVOQjwtuZPG9QFIUX4EoIYZqiQIcicHuDCIW977311q9+uxYn7gwAwOnTp0PGnB1NpqKdJSyhEE1PebG5axpwBgH9DJDfgJBCAQFJAe4F4NY04OKiik7Cop+Fkw6CSwjvTEx0/XotBgBwHtQJAM3NH1VGoqIfkHY2Z++QvwT6JSzmk/DK5ABBgEeSEFEUkoJB4Eo74NFjKq+w73cTN0cnbX1NH3xw8tMvZWBZI5XVz2/csLEx9HgJnDodwCFAEQS4JAkeSUIiEEA47gTebAIY7rOcT/9xdj1541ZBPOmE3GKoEuGRJoJmARb3P2GGAeQyIEUD0D7TevOu2wAtEkWgkIMiCIBlwbLsF/DlNssCJAkI+ABNp3zlBmyhaDfmZpHg84EEVsEJsIDDAcx7AC73o/XmXbMMl3X48PG6J7btfk1pqKkzTBHJJLsARioCw+eDJQhwOBxQBAGlxw34EoGs7bBmPZaa/fS+2lS1MdzT0zbyyAZefrmx6meHXziXm6svkWzUJScTDDDDhWTGDSnHAx5BQBIOQz47A1ztAiJqQCFAt16QlrkhIy/oEzfkF1ZaOjouDD+0AbPZTBw9+kqjRisoHB66hZzcDPA0csAfAT7xg7jdCr7dCt7gENDZAdAlwJMFGKU8uBMNgKaDkIop0htgNSoVe35wMP4puuZGlMDLeIpL8ndEo0BhYR7EQgKBqAijm7S4beJYvnHF83qmY2YbCO50TJ91m3hp/yudlC9lft4HbaICEkki+DwFegcuVAhJ7U4Af163gee+/Zyyfu/3XmXZCEGSQiQk8AAAs3MLWPQG0B5yWvZc/vu7AN4FAHS2w/3O2TJyZGGfz+WBiMcHw7gRi3mRsykFEZfnUHV1dUtra6t3JStuFTxe8fR3NFpZydzcNMbGJr+AzzJovXgTQxZXyLNoe39lzKmmNxrdruj82NgcenpH4PMFQBEcqNUypG9KL1Uk5NXHY61aA3v2PJts2lzVxLBuZSQUxOTkDEZHx2G3OzE1G2mz2qy/PHXqxb+tjGttvTiuVOZ0GrKzVYx3KYuhWYIv4IJLkUAsCs98KF2dIP5w2DEceqCB3bXfPZCaJj8QDvlBgITfF0XvtV5L/8Dnr/b0f3z43LkT/fH+BAA6Oi7ddnvGm8N+9GoE2UUEIVAuxcKgI0vw+SKp/ijd3W/pHFjTQG1tLa/0sbLXST6p83tjALh9Q4Ojv+nvuvzi2b+885nVao2uBV+Ww+GIdVs6hiVStjm0JJoP0OIMDgUFT0wgxhBqLcd3ftDpvFsR9xmoq9vfIFMk/8g157vu97Mn2q9ffenk73/eNvwIV3PLiCXw7xsfX+XyeecFAcmCSizKlChkxa4gPdTdf/3uLN49Dc1mM6HTFRycnp5wMMzixebm5tjDQh8kc61ZmaTLqUI0lPx5b9uprq6u1fuC2Wxe99nwqDp27NjXzvjf0n8ACjH1lsKPsRsAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHA0lEQVRYhe2We0xb5xnGn3PsY/vgG8bGGBtiwBCHS0QSQxsIYS4Q1pApvWwnIlO1rrto0zaFZqumNOu6sE5bEimL2BSlmpZJ6ZLSBhZNQUqVjKaUQAIUSAjgQMDGBoO5BGKM8QVfzv5IYYQ4zFnXPybtkY7OOe/3ve/zO9J7vu8D/q9/iSwvL4/5sk0MBgN39Ttn+aG8vJzeuZN5U6PZEC8Ucs12uz343zQ2Go3cXbv2VSap9btZeNocDkf4EQCz2Rx48cX9yQUFReelUk2xRpXsFIop6xcFKS3dryz7CrPfYNh5Qq1OOWAZvnv6auMl0/I4Z/VksZg0V+x66fkYEW87jxVUxtDxxSkpOqckNt1qt5ueCoRhGF7pM994LT2z8C+bsrXfFolitMNm87V51/AvTSYTGxHAZDItFRXuIlVq9ddoAQmhWKiVCBWVGmVSsTYly6nPTLKaTOuDMAxDbsspYzTK3JpkrfrARr0yTqWMxVDPUNBi6a268Ldz91bP56wtIFcqR7fkFjJqtTxWo46HUiWDL8xqKZ6yMklVWvysYYeLy18Yslqt4bW5r7xyKD0na+tRES37nZBPpBQa81FSUoSFBTdaPr7R7A5PvL3665+omt/XH2j51MROO9zssmprL7OftY6xNgvLVlef3bc259VX3y459cfr49XVp9njx8+zC66VVPbk8Qvsvpfe+F4kLzJSsOXmh+dsVlvH9PTsSqyycjfyCpMgjQOWOKLStTkytew1Lm9SnZqqRFXVNyESP4xPjPth6Ru54Vycej9qgLq6url7A4PvJKgSgx3tQ4+MET6gQq4uYYt2H2Pz8s6wBQWn2TLm8E+UO4xbc7IBAQfXWzpX5n/w4dXgrGfi5NWrf/VE8uJGCgKAabj1ssfzrct5z2TsDQQAinoYl/TPovDirXRIqZ8jJRMgCGBqHLq2m9AVvgyNJB7XRgfR0OCFIiYVk+O+awFi4uKTfB5rwhUAk4lVJepGN2Zs/fqkY0YgVwiB99uBeguQ5gBbmAlvfj6onBwgMwvwOoEeAcSbdFhUJcE2RsBum/aNOsbfeO+9o4NPDQAAjY0NY3Nz6Jl1B8j7V6Y4mz5tjYf2Aeaf3YBJVSI8NA0PTSMYFwc6RQnMmYERNzjzwdv1ZnPzpL3t0Lt/+tnl9TyI9QZXq2/HV9/K1sa9EywpgSUpGQRJgiJJ8Dgc8DgcSAQC8EZtwOkzwILvF0RH02+jqRuxCSNJFstLQFIyXNJYBACwAMKfXywAXzAIKOIBpQwgPfpo60YNwEdYBB4PnvDD9YdlWbDLd5ZFmGWBUAjgcgEOFW3Z6AHmg7wRePyQL7pBsZ8vZqvMSZYF7s8AUw5AkOiMtu66TQgAJ06c23fg4NEjY9LsnVkPOAkUwiCkFHwUBZAkCIIARRCQu1xA5zgQTgZe/3WiqKhsZ44uy9fW1vjEP+DfAvzoB8de3rObqTU+l5xjtbsSNt4PAzMxoJ1mSKgABOEwxH4/ZNNTQPcksGQAkoK47ZuQullf5oY0/Qu5WdtaPmn+yPbUAAzDkM8ZmZr5udH0UHgBiZpcyJkMIJgEXGsCx/QJ+LZRUAMDQEcvQG4G5EK06liYeCEoVQrE0HzK66XjPb6JukibF7DOSpiqyd6bvCG+RKlUw/nADl3GQ9zJRCG6NdvuFXa1fxA7Y1EAYYArH+vYvvn7na75NOGCE5RYBK/bC7lCAoJcqpDJ9BVA06WoARiGIbXalB/nbtGS4bAfA4PdUNiBkQDQe7cVLeRQ057Wj361OufP330r18/hphHgI5bkwr/kg9M5BwmfJVMVaW+WlTFNjY11rrVeEf8CiTBhrzIxsYRPkRgfG0d21lb09TWg51YtvP55n0oiaFib03vrypkYigqGFml43H6EQmGEAkuQK6RQJau269W5Ebfjx3qAYRgyI33LH3I2Z+skYhFoAQ2LeRSOKWeQIMn69httPz1Zc/jK2jyaxqhMph564PSJPQFWB7CIk4ggkYohlNCY99LZAlpQazbfca8LUFBQ/kKeIf+QPlNHjNrG0NU1iLsmyx2Pf+71qqrvVHffbhmJ9CVWqzXcfP1SryQ2cMHvgSnkD0oonkBHcLmIlUnBpzmSedtsf1d/y+0nAhiNRm5x8fM1WdmbdDPTLvT0TlpMd+2/GRxqOXjq1LFORKHh4eHQnd4bfdI46sLc7EKnz7Mk5ICrUyjjSIpPq5wLxPnVB9xHAPbsYSoMhsLDDrOjv/Pjm8e6B9oPnj1b/Y+BgR5vNOZrQXp6PxskuUv1rvnFVnB4cSq1ptjrWxjq6mq+szxvZTdkGIbMyNj+w8XFgLu/v+vvkTr2i8hoNHL1+vxykSg2ranp4rtdXV2Pn66PHDkS9d7wn4phmC/d439L/wTS/+adx1UzLQAAAABJRU5ErkJggg==) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHH0lEQVRYhe2We0xb1x3Hv773+m0MfoDBNmAcnAAGBjhNWKGMEEQDStoE5CZbVGXatE6LurVdmuzRVIr2z6ppWaMw2qztqqxJm6hs2pR2ycQI7bImQBLKyzxjYyeY98Nv/LjXvvujIkrAZCRt/5i0r3Slc+85v9/ne4/O75wD/F93dYyoqakRfd0Uk8lE3ftOLjdqanjCqqoDPzWZvpnK5dI2h8PBfNXgmu179+Xlb62NRFwdU1NTsfsM2Gw22mgsTamr3fWhwVBYqVIa6ESZzGm3Dwe/LHhbxTP15RW7GotLthyy261/uHDhvGW5n7x3sFBIj6mUusqKyrLyopKCegEvvcGg3sISgoQ+p3PwoWbEZDJRFWW76o36LY15OcYjBcV5uqUZj+WfV1p/4XAMRuIacDgcTHb6VpLiEU9t314ItVopX3QF65KTNBUZaWlucVKW478ZMZlM1LayhvpcXXGjXr/xSG5hti6vwACGITDaduP4H/964pN7x5MrE8hTSKtEpH3S7/OlScQ8+P2ziEaDmTyudJ/eYKjYWlo2ee3aZVs8+MEfnnhmg/6JkzKl9EjmBpVuU64OWk0qABKWnqnRlu7WF2y2vsC9McTKJJcuXfLSMbwdZbmQJsmRkCiGJkuJJLUYoXCgorDA9KdDh14rXxn3k4NHdxgNue9nqqKVRqMaOr0G4gQxWJaD0YE7mLLeerul5czsyrhVBgCgvb3tPSbs/czt9oAvEILDiSHfmIWamlKEwr5UX1T845UxMm3RfpFSTsm1MkilQggFfETCNG62WzAyPN7WZb/5RjwWFe9jS8uZpd27qt5M1xnKExM1YKJhkBQHCmUyaJrC962czSeqa58XBr0ahEI6pKb+a0Ci23Ij5AFDLSEQjIFlgYk7C5hYWGLs06PHW1rOLMVjrVoDy0pWyW4lJxsrpWIqgyBZuNxuSBa8+JbdDU2XVcbl2OugSS+HUpGPCG9nyrxBURRegCshhGmKAh2KwO0NIhT2vvfWW7/67VqcuDMAAKdPnw4Zc3Y0mYp2lrCEQjQ95cXmrmnAGQR0M0B+A0IKBQQkBbgXgFvTgIuLKjoJi34WTjoILiG8MzHR9eu1GADAeVAnADQ3f1QZiYp+QNrZnL1D/hLolrCYT8IrkwMEAR5JQkRRSAoGgSvtgEeHqbzCvt9N3BydtPU1ffDByU+/lIFljVRWP79xw8bG0OMlcGq1AIcARRDgkiR4JAmJQADhuBN4swlguM9yPv3H2fXkjVsF8aQVcouRnAiPNBE0C7C4/wkzDCCXAalqgPaZ1pt33QZokSgChRwUQQAsC5Zlv4Avt1kWIElAwAdoOvUrN2ALRbsxN4sEnw8ksApOgAUcDmDeA3C5H60375pluKzDh4/XPbFt92tKQ02dYYpIIdkFMFIRGD4fLEGAw+GAIggoPW7Alwjot8Oqfywt++l9tWkqY7inp23kkQ28/HJj1c8Ov3AuN1dXItmoTUkhGGCGC8mMG1KOBzyCgCQchnx2BrjaBURUgEKAbp0gPWtDZl7QJ27IL6y0dHRcGH5oA2azmTh69JVGtUZQODx0Czm5meCp5YA/AnziB3G7FXy7FbzBIaCzA6BLgCcLMEp5cCcaAE0HIRVTpDfAqpOT2fODg/FP0TU3ogRe5lNckr8jGgUKC/MgFhIIREUY3aTBbRPH8o0rntezHDPbQHCnYzr9beKl/a90Ur7U+XkfNIkKSCSJ4PMU6B24UCEkNTsB/HndBp779nPK+r3fe5VlIwRJCpGQwAMAzM4tYNEbQHvIadlz+e/vAngXANDZDvc7Z8vIkYV9PpcHIh4fDONGLOZFzqZURFyeQ9XV1S2tra3elay4VfB4xdPfUWtkJXNz0xgbm/wCPsug9eJNDFlcIc+i7f2VMaea3mh0u6LzY2Nz6Okdgc8XAEVwoFLJkLEpo1SRkFcfj7VqDezZ82yKaXNVE8O6lZFQEJOTMxgdHYfd7sTUbKTNarP+8tSpF/+2Mq619eK4UpnTacjOTma8S3qGZgm+gAsuRQKxKDzzoQxVgvjDYcdw6IEGdtd+90BauvxAOOQHARJ+XxS913ot/QOfv9rT//Hhc+dO9Mf7EwDo6Lh02+0Zbw770asWZBcRhEC5FAuDjizB54uk+aN0d7+lc2BNA7W1tbzSx8peJ/mk1u+NAeD2DQ2O/qa/6/KLZ//yzmdWqzW6FnxZDocj1m3pGJZI2ebQkmg+QIszORQUPDGBGEOoNBzf+UGn825F3Gegrm5/g0yR8iPXnO+638+eaL9+9aWTv/952/AjXM0tI5bAv298fJXL550XBCQLyWJRlkQhK3YF6aHu/ut3Z/HuaWg2mwmttuDg9PSEg2EWLzY3N8ceFvogmWvNyiRtThWioZTPe9tOdXV1rd4XzGbzus+GR9WxY8e+dsb/lv4DCjX1lpKb+bMAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHMUlEQVRYheWWbWxT1xnH//favr52/BrbsePaTmI7L+S1wSUhCclCoVDS8jK2MKRWgnXdFyZKKVU3vkzZhoY0tG6rClQgtCLBWjVpQFAxUVqSQkJeSCA4jWMTHNzEwbHjOHaC7cRvd19KmyYmCl03adpfOtK99zzP+f/Ovefc5wD/72I9umhoaCApiuLZ7fbof9LQZDKxXS5XYhEARVG8Z1ZuPJidk6cwGnV2i8US+6GNt259ZWdGRtGmeDzQ+QjiGwC73R5dU/28tnpN7VmKktRkZRn9YjHtcDgc/xbIxo31qZWVdVsrK1/4W25O/r6RUdvxTz5psjzqZ88P7ujoaC7Jzd+Xkamr4dPCmgy1oS1Ds+qkL2BtunjxYuhJjLdUbREo9dU7M7INe1Pl7GKhkI/piUDP6Gj/pflxrPk3DoclUpxTTmr1uhcFKWxIRBJdqkL9Y3ZMWF1mKvdXVJscnZ2dS74Rk8nE/uXal7dnZa87aijI+ZU2S6AUi3mIRoD+vsHfnfnwaPf8ePbCAXqsd5pNP1r/a4MhIzM44wftckMkyquJzJE1EknatWi05M/vvrv7QjLz1/ce3Z4qke6VJYK1wkwBcgrSIBAKMTI6gfs275d3v7r14cIc1sIHNtut4KbnfsqUl5dskqZKEIvNQaNVQyRWwWruz5BKdD/JySu1dHf/c3B+3htv/PbZFYbixlDQla1/xohSUyHSlWmY8k1hzOyFvXfwyPvn/tSy0I9MNpPWtjNnnM7ZbqmMi4KiAtA8CpVVGVj7/EqUlmupVEXOzxbm8FM1P49xAnx9wVMw6DWQK2SIMQlY++/DfX+qb9jTdiKZ16JPAACnTp3yaTRFf2go3HeOzyfZoVAQAJCulCMw5UKlVJbjfq7u5bQp9wvg0k5oDJMora7tSCPhsA/gqxEHFHIFHs7MYXJsJub2Dxxu/KxxetkAAGCxtF8C9l0CsEWr1QEAFCQFxeAY0Ol9GhzuaRQWkSAIYGwUOHcFFS+tgyxKos3nx2dXriIwmYAqr+jq9f6mpsf5LFoD3wJYGL1+taOkxLiN4nL4Pl8M/Ms3gPZ7gCYCrMoiomXlYOXnAyvyAe8wMKeETGvEl7Oz8PrCYKIps0PDd988ceKPticGAIDz5886Q6GULrd3mqt4EGGlXriugMwFX5kBE+qn8JBLI0TTiMtkoLM0AMEBfBS0IkFP88BA27B98DfHj795aSkPYqnO+ep+dtOrqzJVJ+OVVbiv1YIgCLBJEhwWC1wWCwKaC+6wHTjdnACXfIk4/9GiLZdMSXdBMmlpIheqdPjEYkQZBgngOy0ciwNqDaASknA5ti533GUDiOLxVDAMCBYLDMOA+RqCYRgkvm6IRgGCAFIE4z84wDiL7gfFhzwUBAcAAwDzzEkA8PsBjwugZb3LHXfJRQgAhw6d3rHrlQMNk6Kn1+e7ZUowccQEUURoGgwAkiTBIQnIpwNA7wAgrMJw9ubCmMm0riCnNNDXd+3e9wZ468B72/fs+cUHZWW6QncsoNT7vYAnCMGEFWyKDT7DICUahWx8HOiZA5wCYIUIZ4WzMiIWyNNp9S+WlFS037hxeeSJAWpra9kNvz/8ti6Dyu7qNCOWCAE5OkiRANrGQdtbQDtGwLUOAnesQMAEaEm0ycMIS0hwyAQ8Hj8tl2vSIhFPo8PhSCTzeeyfsKJsw06jUbAhFASCoQDkcjlSNLm4QdAgHcF78o4v/pLp8mSzo1Fdgivp6Nul2zVEewoJdgg8igWRWgU2axruEX+dTl5aB7QmraBJAXbv3i3JzV6xv++2HVN+L2iaC5rmwTXmxIjjHsycQM/hls+Pzc+5dUxpUvqowinfGEgWAYZJIE0pQSzEkKxw1cH69c7WZPUg6S7gUelbKJq30jvhRiwaAQgSPb1mfNx0ER532CPhJ04uzPn80wunhu56Zt0PwojFRIjHGbBJEjp9GtRG+WqJZs2rybwWrYHa2m2SbEPJMbVams6jOQiH5jBkdWJk2BPjcHnNtrtDrx05sv/6wryqqlUO+7C/OzATU/p9Dww0TYHm8cDlsMET04iDn8ViRf5ht1vCSwJsWLtjh1qj2qPRKcFLEWJynIF7dMY8NGx+/Z2jBxtu325xJptJa2src/PmZXtaGnE+ND1rExHi3HiCVMxFI6BpDkRiWjbrC1s7e1v6HgtQX19PZurzjxiMmXoOmwaTkA5begYO9dga93/08d97khkvlM1mi5gHbt5R8SRNUX/C633IyvIHplOFYj74ApFqys+cdTq/PfJ/B2D16m31xcUlB4LToR7bLcvb17qu7P/r8beuWK3W8GKrpWW2m4Pt5pZ2KZ3yQSRO9EfChEoqk1WwOdHB7u7W/kdx31TD+vp60mAof41hCG9XV39Ta+v7s09qupQ2b97Ml0oL65RKserq1cb3ent7F5+uGxoall0bvq/+Gx7/W/oXZHbnBoGOn8UAAAAASUVORK5CYII=) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQUlEQVRYhe1Va0xb5xl+zsX28QWDLxgbDAaccB8JeLlQKHEa0WCSZrk5pVuzqJu0KOmPTtkmbZXasnZrpk3ruqlRukrN1C2ZKLlIzdC6rTQlDUlYCCQBcrjHJ4EAAYMNdmzjY5+zHy0VMSalXftj0h7pSOc73/e+z/O+5/3eF/g/PkVdXR35+ON7FV83j81moxeuqfkXqTRdvnN77SFLZp5RqRSHOI6LfNXEO3Z8rzY/v8QRCnlax8bGhAcEDA118purtxhqarY1aOQGe0Z6CZ+oNY+4XDeC/w3x5s3f165bt+lbDseTvy8qLHyup6f7aGPjKXZ+n1p4WKWibjkc2+zp6aaKwrw1O0lSvSvNlC4qVGLnyMjIF8qI0+mU1pZs35dbuPboo4+sfTbDmpXZ28u1DA1dfJ5lWTGuAJZlI3b71mBJ6ardtJRHeppaS1F0DSMxVKalZHuLdNkcO8I+VIjN9gO6fH3FTqvZ9oeC4oLnMvNTUgwmDTjXOC62dPyivuFI+8LzdKyDd99taKxxbOiwZGlKjSkaTEyOQy6XVK5Yaa2kRfnHJTUbf/v8CwfPxiN/8aev71En5RyQMoRdlRCGUqOETq/B/fshsN2u7umZ/oZYGyr2A8u2hYsKysii4hVbaQkw6fZijp8DI6egTVFZSlaX7cq2FnQ0NZ0dWGh34MDLlSusxe9p9NFshTwMhqGhN+hAkhTu3ZrCQHvXb06cfeOjWD4yXiSHf/3anzuucC3BIKDVahEOh2AyJcOQokVXV7eUmw5tjrUJUslVA7fdNB8NQkKTMJmMkMoYePwhdPe7r7Pe3rficS36BQDQ2fmvwOn6xqPlbnsFRXqhUasgkRCYC8xifaIaW4sqal6yV18zzs3kguczIVOf7/9G2XbX3F1M0j4APCAKUDByDA7MRrrZq4ebmk7OLlsAAFy61n5GZzC2GM3SCnOGCQQfhYynkTtBAS39K8BI/4T0lYAgABNztTmto8ixkriQmYZx7xgImkYoFEHQGzkH+fCppXgW1cA8OO56JD/fxjMyw06RVCA0EsCmm26gbxTQ9CC6cR1CNhuI4mKQ+RYgPA50TcOSqMd4UIIPut1w3/OHem62/vid42/0fWEBABCJeliV2nTN65cIcreMLxkNmmD2YNpmwaTRhADDIMgwEHQ6MGmJwHQf4JJCk23uOHP31jtTo12v/PHtun8+jIN42OZCsPaqg/kr847cX1+MMXMGQBCgSRISioKUoqBkGCju3AbeOgbMBfYS588fX47fuLcgHrLoaDnUUvjVGvCiCAGAAED89AlHIoBODxh0QCRiW67fZQuYS0gMQacHQRKAKAKiCBGAIIoQRRGCKAIkBchkAM8bv3IBQxHh37gfhNrvA4VPop4XIojiJ8V0hwMmAoBK8+Fy/T60CAFg//6Xqr9Zvnv/6srd30m7LRro4DD4RCWiMgYiQYAgSUhIEvrZGaB9DEjaiIndT+UJOZWb1pas5eVyfoDjOGEp/0v2AQA4uP+V6uLVa/9GkhGaTlMCbi3Q74MxOo6I1Y9AkgYESSLB5wNu9AMzFqA8CYNhfw4jUjnZhRXb0oypTzU3Ny+aAZ+bAafTSZat2fB6qlmVq9XJoTAo4E5LRIpfAHokIPs/gszVB1lfP9DaBgjrgTwjWjJoSDQS2Ks2wGazEAytS/H1D9cvNUWXzIBZl7NNmaiqlskYJCUqodVo4J+ewQWrBZx7orO47e4vVwVnngBJjk9TCX2yZyp+MqoK5gTJaai1OtBEFD7vLAIhf6WYnLoVQNxuGFeA3f6Evrik9IWsTCNpTE2F1WoANzSK4YkpXO6ewLBv6tx3P25qAPBZag8/yZYZVPKcBLUAucwDQYyAJAmEBS+yMlY+a7fbG5ubm0OxXHFvwaPlVd/OWpFdmpSkgcczBZZ14dKldohRAvbK0lBuluz9WJvhvqt/YWTELB+O4u7wKHp7+uDxeKFLZFCcb7EXpD9SG49rUQ3s2LHXsHXL00ckFK+f9U7B4/WCuz2JpCQLFDJda/OH53/24s+feS/Wrq3tAmezrWmdGQvqKZrKkUgk4OfmQAoiQAMjox4jIdGcGImphUUC9j39o32lq9fs8/knMe2exvjYDEZu+6+4erpfPvbXY4dO1L96PV4kAHDu3D84qTJ6OniP7+UjsnxGLk+mSAoESUIUYPbOTN1ge6+yC20eEOBwOKTVVVt+R1AB88AAB7Z7vPPWnaFfXeu6+MPjDa9djlUfD4ODg9GrNy93SRWSU76Awk0QyRaT1qpL0FHgBdHI88r6hX4eELBnz/5dptS0A+3XB67cZO+82jd4+dDpM2+e5zg2/HnEsRga6r3f0fHBRVoqqZcGyCm5nMnSGFJKAr6pnms3LnbNn/tsGjqdTnLVqscOulz93OzsyN9Pnjy5ZPf6MnA4nPq8bNtjSpXa8H7T22+2t7cvzqbT6Vz2bPiyqKur+9o5/rfwH8kn4sL+ZK98AAAAAElFTkSuQmCC) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27576 5.3333333333333s linear infinite forwards;
}
