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voxel_frame.panote
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voxel_frame.panote
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{"note_content_data":{"next_editor_bar_id":2018,"editor_bars":{"2000":{"pos_x":-683.1838399999997,"pos_y":32.3250133333332,"width":220.41666666666652,"height":143.75000000000014,"content":"<h1>运行流程</h1><p>main()</p><p>0.spawn game main loop</p><p>1.tokio监听连接</p><p>2.一个连接进入start_rw_loop</p>","conns":["2000,2002","2000,2004"]},"2002":{"pos_x":-721.7045333333332,"pos_y":225.62373333333323,"width":252.49999999999997,"height":189.16666666666657,"content":"<h2>start_rw_loop</h2><h3>发送循环:</h3><p>通过一个mpsc channel来接收要发送的数据段,并发出</p><p><br></p><h3>接收循环:</h3><p class=\"ql-indent-1\">每次读入一段数据,送入receive_handler进行粘包半包处理。以及数据解析和传递</p>","conns":["2000,2002","2003,2002"]},"2003":{"pos_x":-757.8082325333344,"pos_y":458.1229546666662,"width":489.99999999999983,"height":830.8333333333343,"content":"<h2>receive handler</h2><p>1.第一步:粘包半包处理,获取完整段</p><p>2.第二步:</p><p><br></p><pre class=\"ql-syntax\" spellcheck=\"false\">net_pack_convert::bytes_to_pack\n</pre><p>将数据解析</p><p>3.第三步:</p><p><br></p><pre class=\"ql-syntax\" spellcheck=\"false\">handle_one_msg\n</pre><p><br></p><p><br></p><h3>一种情况是未确认clienttype</h3><p>此处要先确认客户端的类型:</p><p class=\"ql-indent-1\">ClientType_Player</p><p class=\"ql-indent-1\">ClientType_GameServer</p><p class=\"ql-indent-1\"><br></p><p class=\"ql-indent-1\">像主循环传递连接信息,主循环分配一个client_id并发回来</p><p><img 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\"></p><p><br></p><p><br></p><h3>另一种情况是确认了,</h3><p>直接将数据传递给mainloop</p><p><img 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LK0IhdKKuNgKFxMIa+H889wxt2cKjPCY+S3c+Nfxr+cKHHeO2wvPc7+Fe+H1tsK5a/l75tjSZiseLoyLh/st3PPDrR0L76HfE7cCIt+T74kB2ww4gEi7IX7LTMxKV1jp/dkOtyRGwnOWILEkMJbOcfdyYdxe7DwXzu2Z+7iNO2dtz11na8/dy1zDHHN77ry1c7bCuTi4vfBaa+e565hwS9dw4bS3XVjJPmQfYmDiMSB9kfYPR1ZzMqK9rDhHJHyoosC/jzvm9kxB4R9zv5lz/I07z98zx9xv4bX2hHH3ctda2vPTxh3z9/zn8o/5cXHnheeY31xc/DBLx/ZeZ+leOmeFdyujSWQvshcxMD4ZkLxIe82bgqXlIVBYqZzEwocqFPz7uGNuzxQG/jG/cFg6b+kcdw8TZm3jrhHubcUnvJb5zb+eO7a251/PXcPFyf3m9tx5bs+d5/b8uITH3D20H58VC/mV/EoMjAwDEhdpdyRsm4mZ012sDHWLhZsKlDVo+KLCXGPtN/88/5gfL3Oe27jz3LXcnjtv6VlcmKVrbV3P3Wdtz8Untuffz11r6bn8MO4e7hy3t/c+7n7aj0yhJjuSHYmB8cOAtEU6KAILmrSIcLdicLFwC4JrCV6+qDDh1n4z5/kbFxf/nNi93D3cXngv/zd3DX8vjJ8fZumYi48L4+63tueuY/bcNcJjsd/8+7j4uHPcnjtPeytsWxk5InuRvYiBicWApEXaZ/40LF0bCFcrFZZYOAczIwxiG/9a/jFfVKwdc9cze1vX8MO4eyydE8Yjdi0Xbs/e0vOYc9bOW0uLrfNcGBcvt7cnfXTNxKqAyN/kb2LANgMSFmkPJO2ciYwp1oa6xcJtZ5zAIPsQA8QAMUAMSJ0BCYs0wSN1eCh9xCgxQAwQA6PLAIm0laF0Am90wSP7kn2JAWKAGBBngESaRNrKzHlxeKiAkY2IAWKAGBhdBkikSaRJpIkBYoAYIAYkygCJtEQdQ63T0W2dkn3JvsQAMeAIDJBIk0hTC5oYIAaIAWJAogyQSEvUMY7QwqM0Uk+EGCAGiIHRZYBEmkSaWtDEADFADBADEmWARFqijqHW6ei2Tsm+ZF9igBhwBAZIpMdcpF2gKevGpoYV8BnztFChdYRCS2l0PE5dgtKxdu8RVEx3vLQTb2Prs3Er0t6FPUhpe85uh6BysWZoT3jmdCKhqU9/bVMtvN+qWHogse5r1F2qQvAgnhtf/wPaXv3Bbp9gssJa/qR6XoO5H/2BtYvcaJjNot+lbZ8R42/GETQ+bEekRRtIlV3L6crYlIf/2x5sxrN74jqcvncTHZtyEedj+V4SQrKLNQbGrUjLPQLh6hsM1+jNiG+zIdKeyxDd1oXQhEj99T4qyB2gwnD1CYNviAa+U5uw6xWJtDXAHfe8tEV6xPgb7yKtSMWu7h605wc7RL3iuOVl/Iq8tEXaYyqCyq4gsbkPyc13Ebd2NdzdeM5QxMC/6AwSmp5CW3cFUTnpcHHihTNi67/GtkiLhVsT7PBd2H7/NBbv/waNt44iOacd7/X9NzasTIATd49XGma19qL62U9oevQK5TsXQ8VLX2TVN8becNce+HP36fb6SnrdxjUo6foOTX3fYEt9MfycBflj0mFNpN2Tkd7wCO/1vkbjgxdYs2kuPPnPsBlufH5x17do6v8bKhvXQG11REKQLuY5ykRMq/0Me3pfo+nRVyjfuQQqQ/qN8VvNn0372XE/P6/CY3v8p5qDnONfonbgn2h9/i12dOyExoOXT4+pmNP+EnX9P6DqSCUy936Dur3zzHpSViu+MbWPHfZTapHe8BjV/b+g+fGXWL9lAbx4/OryZYs/oc35vzM70WQYCeJGhP5A2/kt8GKuc52OvJu/orIsji1P3khq+RYNh0vhwY/H1rFPAGqbcvHdjSL8/mk+vqibhDT+Z2+VPtiwIwt/6S7Ez1dycX1tEIIM+fPArqPFuFYaibOd+XhzPQ+928MRJef5XxWIpv2L8H33MvxbYxzerTTvSSuzmtF7bTPiDPHy7reVdgqzvxyNc1tJWqTdF15D8uYKeAaGwi0kE0EV9xCXHcs6zxkeeTeQVLEBXiERUEbnQ7PnMaKm+Zo615oIh7+LSS1PkdzCDHP3I0V3/BTJddX6SkLM8Uzl9OIB5qXOQM7Fn7FzzxKEFl9F051mhOrudUF8/f+itvM9JGqTEJi6CiW3fsT6JWpD+px9QnW9YfWqm2izItJ1F1oxLSURwem7UfHkZ6zPN95vu5J0gWbXf6D544PQJiUgOH0byh/9gNW5fuzzxcL1lXjdxTb989MqUfbwV1QUhxrSb1V8dPl3hmbHn7C/6whStQkInLIWpbd/wqYSDXs/F//7mJaahODM91DxlJ8/Mfux94vZx5ofRf0nQ2jln7D/w1rEREdBHZ+L3NPfYmtFMpt+J4RWvkLrjVOYotUibH4LNn72/SBEeqztI2Y/Z0Ts+hr1p2sQHx+PoKnrsPL2a5QVBJj6f6girQyEOjIO6oIP0fT4LFKZY2YLMo5kKTKOY29/N6b6yeCc0oI9A58hI8R+kZu8fhF+aU/CXI0nYqKD0dBWgP6VKoP/0ivy8I+2JOREeyMxOQoXzi9D9wLu9YtepL/rSMXqBB9opyTg3rVCXDeEy7FgewF+OTYZBbHeSJmhxScfLjUb7p707jX01s0ytZk1Juk82ckCA5IWaa/CHiStmGXsmZpkIArBVY8RHm8stG5Zl5BcOsfU0dZE2sUXCrUGiritmNR2Aupgjf632t++YSmmcnrWiViZDEyPeH2+J2TMuafHEWOSTmP6Inb9xWIl7rLoilWRfqfU+I4rdt/fUVstyJ/VSjIW2Vd/x5qFCoM9wrf/BxrrF7C/xcL1lfimkiDD/WHb/h3N+/MMv22LdAyyupjnc5WeDD5ZjSgumc76Ux//u6uMoh9X+w/z/PFsaWo//f2i9uHdb5JeO/wXV/c9GpoXw9liHCGYdfEPVBRzjSYFUg/+atG/Js81xDXW9hGzXwJyul+jKNPIb8DG52hpyTf1v1X+jPdZzj8bbnO42w8pB/8XNfs2IvviG2wt541SGexo/Tnzty3FD1UhVr5H742608twcprx/vjSBfhtD8ejXqQf5CsN+c3aWoDvNnONFG/UflCEj+fK2XAnLNq1zEykp+2+izu7JhvisGkLO/JE9xv9NVFsIWmRlsdsx6SWXiRsPQLN0gr4x2t4ApqEkJrnSG5lesPs1jqAlLW5pqJuTaS5AiEWzl0n3Fur5FnhZgDymrEP66/9FY3Pf0HL57+g5eUfaGpcaFZgbYk0f2JV+M6vze+3WklOx5L7r1HIq2T9y56hraOEtaFYuL4S5z/f9H6xwmIev2mhMo9fmD/b9hO/3/R5gvTa4T9FWht2f/4G1R99ipU1tcjIjOVV+FosvPlPlMwzxss01uwf7h5r+4jZj0nfH2h9ybKr4/dfPH7YfFvlz2gXm36wKdIyyALXY2P/v3Dg0xaEDeZVi0wGz9TJ+POt5fjL0dm4sEWLimlecDeUYz+8f6kYv98uxK+39Ntvt4uBOg1cdNfoRbprHifCMkzfmIc3O7lGM3P/MpzgibyliWPTd98jkTbY3E4m6HoTjZC0SDOFW+6jhU/6OoQUdSJhfy9iZoaxGWBEugeaqVwPmN37eJhkcFTfSVvqSXMi7ZyNot4fsHFDNoLZobyU+r+ai6xMBhJpfeE1EWlR+4mJjEiFYIdIM/wpgmZAW7wbeQ13Uf3iJ7yzMprlKxkLb42hSA/bPmL2Y0T6e5TkscPQ3HB0gJdp+RplkZbH78POPmZOwwUkDWFmtIfaH0vzEtC6Yy7+6+Zy9BR4sulnRHYpzmV7IS6Mt/m7sOEjI9JTdt3F3aqppjYjESJ7DIIBaYu03BlOvAkXzHB2Snk+2xNkhrv7oEnmCpUMcq8IKH24QshW0n6rEWdrdrcdPWkXbzVUbk6mYIlV8kFbUfnqJqYZJho5Ia727yMv0mE7rUwcExvOFgvXV+Jmw93Ni03tYBU2Ln7jcKEq9yBWr0k3Ge7m99RNRFrUfmIiYxTpIflPJoOTs4sJf8xwb1vnOih0edY/v6yAEy05Eve/GURPeqztI2Y/Zrj7N6yc72rwt6s6HsFB3obfuh6yVf6M9rfZk047jAZrS7DksZh36Q22V8zB1MM/oKZ+Pmt707gt+pfxn1wOOa/+iC/NAZqj2MmTzHB3IS7OMvaU3X29oVVz9YmYSDP3iw93R5dfRl9brsV027SL1XJlmneKY/zbQ8Ii7QbV6l4krFkBz+BQKAInI3BDD5KWp7GVhH7imHbrDviERcBNk4vwqieIzjS+Q9UBrFiAyNa70EyJ1i+x8lVDzp+hKSbSqlwcejyAvq4K03fNYiLtvADFT19j89bFCIlMRNTigyi/8788kVbAPVBjnDjW3YJoZklVSCiUrgx4YpUoC6eyGOte/g9KFyfql2SFBMNNN4PaGZqd/24+cSyHmzgmFq5/PjNxbSozcY2ZONbDTBwLMa2krVYmzgjf+We0sBPHgqaUYdWdn7CpOJy9XyR/ovYTuZ9L11D9J3NH6sE3qGnfjOi4KPhFz0LWye9Rty+LbWQ4I7r6b9h/oQZh3q5QxLyLNZ/9OAiRHmv7iNlPP3Gs+eP3oU2KR2BKCYpu/IxNJZz/xPizs/KMrkHVl8+wME2rnzimNo6E+RbfRfOdQ4hUyOAUvhWbX/w78lKNcxx05duaf2XOKNq3HH+tjcXsKE9EadTY3bIUf98ayPrPCczEsZ+OTcbSOG9MStDg1JlC3M93Z/kUE2nziWM3Lpi/k5ZP3oHbDw9gvped9uC4pb2d9cz4t6uERVoGJ985CK34BEkt/UhuvodJGyrh5c1ziiIW/ivO6Zdg1V5B1KLZcOW1nPWtTGco01sQX/eU/WOTjxCg5sUhJtIemai58Qj3OosQzi84YiItk8FnZhM23vxfNA98hx3tWzBt1yueSOvf+Rn/kIRbhvIN8rRM+sQqUS4PLgguuoSdvb/ggG5JyxfIimTDmCVWjY/w3pPXaHrwOdZaWoJlNZx9fnkpiq58i2ZmCVbTIJdguWuRVv8Ae3rfsEvQzJdgWe1Ji9rPTvsMw39OIfkoOPNnNHz+O1oHvkPVif2I57MTkIei7p/Q9tW/0HzrBPJa/zYIkZZBNqb2scN+7snIaH6Cmv5f0PToS5Rtz4MPv4GrKw82+OOXF6vHwUiqeYLa57/rliMa5mz4l2L9s+9QMteHraxdEFb5JVqv1SLYsIxPBpk1/zKvygJD0d62CN/fKsLvN/Lxb/tTsMCPKzfMEkEVKqqy8dfuQry5kosb5aEIM+RPTKRlkHFLsG4sw3/sT8DWbeZLsGSyQCw90oNbBwoQ7nB/OMSzlVX/0TWjPZohaZEe7cxT/LYKmL4SX7PIODvcxF7aBuxhJhOZbReRzK9Ex3vhdlLAIzAICmcZoqr/B7XV7HKbiW6fiZ5/PvfKWJS038TDT0+ilLcaxaQ88a+nY+pF8xggkeYZgwoNX7TNe1om9lGo4cdNJjLZh0yg928KuAfpX1n4Rs7F4iu/YhP3OmCi22ei59+sXlEgIDkHaRp+GaNjkzrFzGZkH8Y+khXpT47dwVhuBI+ISFOBgkyWgaUP9a8pDrz4DjsOvYsQ/j/ikY2oR0QMEAPDZECyIk0iSa1IYoAYIAaIgYnOAIn0MFs5Ex0gyj9VosQAMUAMjB4DJNIk0jQcRQwQA8QAMSBRBiQn0hEREQSLRGGh1vLotZbJtmRbYoAYsMQAiTQJIjWKiAFigBggBiTKAIm0HY6Ry+Xw8PCAj48PfH19JbMx6WHSxaTPUguMzlHLnBggBogBx2aARFpEpBkBVKlUkhFmS40EJn0k1I5dEKkiJf8RA8SAJQZIpEVEmumpWhJGqZ1j0mnJwXSOCj4xQAwQA9YYcEdCUQPOXr+HR80LeJ9Ctnb92z9PIi0i0iM3xK1FTlkOtKM0XM6kc+QLoh5h4+gAACAASURBVByKFTsRuCsdziJ2Gvlnv/3CMPHy4IS04tn4bIcGYeTfUSg/I8OwS1A61u49gorpIxOfkXMq37Lwtbj07BJ2zElAFO/jLkYbjbTNBx8fibRI5TRyPebRFWkmnSZgKcPhubMGIddOIvRKCwLKU+HMfjxAueMEwu+fZ7ft8NB9dcsSPG5w33EIoUfz4CpiJ5Nn23vt5LUI61pt/jeizjPgf+8swvalsV8sioDq3FmEnVwCF3vjtnmdKzyauPzz9h3SbElbtK1ShfIdWfjPrmV4/VEubpSFGD4OsWD7MuBeMbvNQolV/7ogb1sevjuSgCSb9rLEhh3nJk/F/308BRmW4raRfov5tRTHWJ1z1qDrThFe7w2Huy4Nvmg5U4TfTyQgeoTT5J64Dqfv3UTHplzE8b+nTeXbtL4bqt1nVOPhze2jw/9Q0yS4j0RaYBBhBeGYIu0ERcVBhJ1YDfdJoXBNngP/Sx8gIE//mUonbz84B/rDObkYwfdtibQdFbGI/YT2NPltS6QvNSLo0jtwZwQmsgBBnfUIGmGRDloXq7cDYwtm81WyjYJRzvdwbKa71wkzNi7GL51TsHySNxK10bh8YTnu5uk/s6j0docm0AOa5BR8dc+WSI9yPq2KtO30mzAybFuNQh4Zkb6wAC8upGMJw2dEEl4eW4DPR1qkFanY1d2D9vxgwTAsle8RYyRlO+701GC6FDlj00QiLeIcxxTpAHifOA91tvELVi6LtyBwQ5KpCIUsRpAVkVa8027sbVsSR2UYPHftQ8inpxF2tQXqdVo4Gz4T6g/v4+ehXjkLfiePIuxGOwJ3zIAL9xnAaWUIM/TkLfRkmZ70pxXw3XMIfjOc4VJSh8DNq01F2icBPvtbEHLzLMJuHUVQ/SIo3HkVsnsUvOr2I/TTEwhuzIHn1naEbk1kW9/6nnRgob+V1rhI+mXB8PngPPznOhvuV1QcQtiuFP1vxq4fbYTqvXaEfbgO7nNWI+TGYQQsDTVcr6tk3NOx5/pD3D1aiFBLHFoN98SezmJczTI+P2pRJp6VB5m+lgiZhBdWRDpjU56xt21JXJQ+2LAjC3/pLsTPV3JxfW0Qggz+1X/G8VppJM525uPN9Tz0bg9HlMG/0/HG0JPnevTFwKE4BOryaUf6lSps3JGNr68uw4+Xc3BlVSACOBsx+bqUhtbdefjx3FQsmzMF/3k9H7cLvPV8i4Uz8diKXyaSP0aku2fg8O48fJAmR/SK+fjsnSn4gm9HnwDUNuXiuxtF+P3TfHxRNwlpJnz6YUdtLv63exn+1BCHdyrz8PfKQBM+lFnN6L22GXEGu3N8U/mW2SzfnJ3s2MdU4OqzRszm2JLgnkRaxCnmIq1BRlEZijI0hgllmowilBVlQMO8b9ZkoKisDGXslqPllmzxhrt11/DeTwt/+zLXGuMwPEt3XREyNFycpntj6zIcPh+ehX+mCKQ2RNrJy1fXu3RZtgvhZiIth2LTIYS+XwBldDBck2fD/8OTUOd4s5WMXuRCD5fAIyEUrlPzEHD9A6gXeOnDlT5wCQuGS847CLtaAXfmmNkCPPSVLCPS9yvhMXcTQrZlwOvQPnjNLkEILx2uZQcQdngZ3CIC4BKdAp/3jyJoVTj7fCe4rm9F2NlyeEwKh2L2CgRc7hy0SFtNvz0ifbsG3okx8DnyAYI3T4Hrkm0Iu1Bs+tpAlYNDjwbQ11WBWEscWg1XoelcEc5liPnXukgrvPS97dilcwC+uOjS4YT0ijz8oy0JOdHeSEyOwoXzy9C9wI21r17EvutIxeoEH2inJODetUJc58KVbogN80LcgnS8vjIDxcwxs6ld2UaEWPrlupGCn49NxtI4b2inxOPTK8vw0Ry20cmI8M15qEr0R21HIb58JxST82bizfkUpDLpFwuXicTPirTV/DEifS8Ta+bMwF+2RmDLwWxsmZWKv/LsOHn9IvzSnoS5Gk/ERAejoa0A/StVrP1kSF23EL+fno7SeBWmzErBnYtLzUR60rvX0FvHfvrUhA8q37bLt0i5MNjSGX65rej5ZDPiDOfsvfftXUciLeIcc5H2ha82xyjKvnrR1ouxBhk5rFgzgs1cZ5gsZq9IM9fxhZgX/1sUaU7wnbIqLYh0KHzOnoTfNCOoLisbEf7eVLYS0ot0QIGxUnLbdhwhlQmGSkoXv63h7vu74RmQBv+zbQg+kgfnqetM3kkrd3QidPdk0/gMvvSF15HzCMhjGwUyF3jUnjET6fC7ZxB25zS7nYTvDC4/Yum3oyfdXQY3mQzMiISaES+mQXR9ve4cZ1tm7+KthkrpZCUf1sLFRI7NByNWVnrSXBrc5mVaEGlv1J1ehpM8/8aXLsBve7iRAL1IP8hXGtKdtbUA320OMPzW+9faO2mx9Huh+kQRPp5rXP8/rXwxftwRpI+fydcn0zFPJgMzInB9gYtemD+ZhrkMA2LhMpH4WZG2mj+dSM/F+oBwXDm9CH8+nICIKdPwmifS87ctxQ9VIaaNMgOf7th6uBh387hGjxxF+wrNRHra7ru4s8sS48MXac7/47N8c+XY2j4Rldee4MmzPgz0dmHbdGmvjCGRNhQcyw61KNK6ni4rpGa9YF/oetaGnjDXY7ZTpHXCbuxFcz1yQ2/axuxwruDJZKNdiKOh+ug8wu5yAnca4XfPIbw+nR1O14ucf5arodI2GQ7mbG5TpPfBy88NbivKoZoTAFn6RpPGgnxyKYLvnELI8V3wr1wGr2lBvKH8MPicNx1JYMRSONwdVJ6g78HrevJBcFZyDIilf4gizQq30U/c8wa7FxM5Nr4hi7Qf3r9UjN9vF+LXW/rtt9vFQJ2GnbinF+mueUYRnb4xD292Bhv8PTyRZp6/DCd4jYTo4vnG51sVYb1wWxdpNlwmEj8r0lbzpxPpbLzr54J5xdPROscTsvQ0/JMn0p6pk/HnW8vxl6OzcWGLFhXTvNhJZoxvfNB41nQkhGlsCIe7p+++N0Yi7ejlW6w8KaAK1UATFY/0ilN4eHaV5ddNXD01xnsSaREHWBZpX2hz9EPejCAbBFQn2LyhcBMBH4RIc0PnNgTZUrqMlf/bEOlO+M9nh6m54Wp/rmclJnJsIbIp0nXwCuAVtpmbTESayatTQAzc8/Kg2rUHIbc/QOBS7p2eef4tibTYO2nrjYyJINJLcS6bHabmhqv9XVgRJpHuujcfW/l8Zs4wG5HwUPtjaV4CWnfMxX/dXI6eAk/WfuaNLEsiPWXXXdyt4kaneGXhrTTCHbl8820lckzvpEUMZEEgpfaBDUtiqDvHCHBRDnKKeEPTJsPgXI/aWk/aeJ++582/rgzGd9lMg4AN04m+8T5h2owibWFiyZJKBFVoeb1NGWTBi6xOHOPisj4cdgb+s40Tl5z8guEaMFiRXoNQa0uw7tfDK5DHz6x3TEVa7gwZb0KNy8omhO+fzc6CZYerc7j0OMF9zymznvTQRdoLXofOI2AJN5zuBOWuEwipiNZXwszQtqXhbgs9aSeFO9ycefkUlAnL4eYTr6LzMvF8g2DiWPAkPB/ycHchLs4y9pTdfb2hVQ9SpFOn4geLS7DE0i8yHD3snrRI/Hb1pOdjG5/PmekmIu0kl0PO4zO+NAdojoKnzr/6Rs4NZphe99sJebuXm/Wko8svo68t13yJoozKNzMxNcBq+bZenrh6zbDXbsWthzVIE5Q7Q7gEzlNPWsQJQiE0/ta/Ky7L0RomkPmy76cNQ9Q5OSiy9E7alxNw/bB2kcl1Niaf2S3S7BKNk6vhHh9iXIK1RL8EywCgcgbUd4/APzuUXYqkgpNOMFwgV+uXJekmjp0pgZtumZIv5C5MAdBPHAvrXAn3+GC4JKTD7+wHCMjn4rezJx1RgOB79fCZHK4fdvZj39HpJo7ZEmkFPGpPIaRuAdyiAuASEQ/vA50I3ZbEVnpyuG05jLDDBVB4OsMpcj7Ul0+aibT1JVji6XctbUL42TL9ErcZyxD46WH4TuUmNtkp0t5ZaLnfjycX11leX2s1nF3CdGIKlscbl2DdY5dgGf0bjmu383E+ywcRzJKsQCW8df6Vw1fN/PaAbuLYB6mYpQt3h0rnX/3EsZ/YiVuTEjQ4daYQ9/P1S7xkYiLGlSlNIl7dmY+mVJVu4lisr1GUdEvIrKbfCTM2LAIzcayAN3HsMn/imMV30vYOd4vEL5Y/3XC3LZF2RtG+5fhrbSxmR3kiSqPG7pal+PvWQLaR7ITZm5fgl44kTPWUwzMiFlcuLjMTafnkHbj98ADmewlFh8q37fIttJeN32nv0TppQ4XBFVyRvcP0pAc5FG0Ud9MZ2SN53sTWzJ8d7NqLkE9OIZRZIlUxxfBnJsbr5HDN24yga6fZ5VbN8A5jgNa/kzL+4Qm3TKodqkks8MpweO2uNSzBCtjAj19c5PRpUEFZWYvQW+d0zzcsYRIVaRlkgVPhe7ANoXfOIezmUQS3roCbH68w+k+B75kPEP7ZOYR9WAZV9WEzkTbLn+HPTOxIv2swPLZVI+STkwj7qAH+y2OMa1nt7Ul7ZKCm+xHudRYh3FK5sBWuVOmWSH19dTleX1mITzeGIpxbAmWIywnaxRl42VWIP3RLonKxR+df/Ttn4x+ecMuk8tAaz/lXhYqqbPy1uxBvruTiRnmo4c9S7BZpmRJLtmTj20+LdMu9TN5Zi6WfWSK1MxtfX2P+rCUHXcIlWMMSaXYJlrX4hy3SMsgDQ9Hetgjf3yrC7zfy8W/7U7DAhM9QnPxgOXC3GD+fm47W95aYibRMFoilR3pw60ABwhU8thn/Uvm2Ub4FtjKUBwvn49/B9d5jKAo1Llc11o8WrrcV1yiFUU9axLAj97egoyfOjNCPzt+CSgPSIRcaJ2ZEwEc3OqDYcgShW+LZnraD50uE2SHbi+J9u3w4yeGvVsLTWYZZm/Px7Wa1+fOVsShpv4mHn55EKdeAIj/p7TQi5VuNrJqP8HCgD8/ov7vtqxil1pOmD2zY5zfpCYML5AHsP4mFJUB14gwClwj+OpUqO3NRIJu8JZvI4Rugf+UQERaIluOF+Ez4usLgCwUCknOQpnHUsjga6R7J8u0EV88AhNF/d9vnKKmJNH2q0j6/SU+kY+HbxQ7T3z6KoLr5cBUOGRoqQUfNI6VbetzZ6xM1Oj7Wv2b41818fLEvFinE5yAaSBOnfNNwtx0VNSPUTI9aakPfTHqYdNG3pO2tGOk6xxU18h35bmIyQCJth0hT4ZiYhYP8Tn4nBoiBsWaARJpEehBDTFRgx7rA0vOJQWJgYjFAIi0Qaam9E6cCObEKJPmb/E0MEAN8BkikSaSpJy1ggF9A6JgqTGKAGBhLBkikBRU09aSpQI5lgaRnE3/EADHAZ4BEmkSaetICBvgFhI6pwiQGiIGxZIBEWlBBU0+aCuRYFkh6NvFHDBADfAZIpMe9SLtAU9aNTQ0r4CPIKx8EOqaKgRggBogB6TFAIi0QLkfpScfX/4C2V3+w2yeYbPXfijyQWPc16i5VIViQ1xEpkDOOoPFhOyKHGvdw7x/qc9/WfTNW4tnDUkx+W8+j59DrG2JgXDFAIi0A2lFE2tUnDL4hGvhObcKuV7ZEepRbhsMV2eHeL/DfiDQ8RjJOEulxVWFKjq+RZJXikiSrJNICMCUl0spETKv9DHt6X6Pp0Vco37kEKt33gHnCG74L262IdGTVN8bedtce+AvyKlNqkd7wGNX9v6D58ZdYv2UBvAwfqtdg7kd/YN3GNSjp+g5Nfd9gS30x/LjnZ3aiydCT53r0f6Dt/BZ4CZ9j6bfY/UGV2PLVK8yPMebVNfs8mh92IEr3SUZj+oq7vkVT/99Q2bgGat33kNl7bOaPvcY9HXuuP8Tdo4UItZROW+eUISio3YVbvUfR/6gBnTtTEWywzxoMvDqFV8LtfLbeD0HZuPhVIzbx8ueWXY6Bh6WYosufH8o+OoUjGzPR2HUQA/1tuNSYiQiT/IWiqGEP7vUfx/PHDTi6JQlqg/+MdiNhIVsQA47LAIm0oBKWjkg7Q7PjT9jfdQSp2gQETlmL0ts/YVOJxrS1Z0OknX1Cdb1t9aqbaDMTaWdE7Poa9adrEB8fj6Cp67Dy9muUFQSw8etFsO5CK6alJCI4fTcqnvyM9fns5/SUgVBHxkFd8CGaHp9FKnPMbEEq43eVBbY1qShE7w/FrIv/wvaKSWx6XDCp8XvU7sti42fTd7FNn760SpQ9/BUVxaHs9WL5YwutKgeHHg2gr6sCsbbSaxYmh3ZHE150rUSuNgTRUzLRevsYzpb46Z+v9EZEZBAiCzag/3EZFjLHzBbkDmddXL5YffEkrlYEG9I7u7EDj/YlsOF6kX58sRj5KSGIS8vGsYed+KCY+5KXHKm7WtB7Og8z44MQM3UmDtw+imMFXmx8jlspmXBiZnfKF9lnYjFAIi2oBKQj0jHI6vodaxa6GSpdn6xGFJdMhxM/zTZEmivMLouuWBDpBOR0v0ZRphH4gI3P0dKSzz5PL4LvlHIiIkPsvr+jtnqOIT26+Ic7XG3jftWqHhzgGhfyOVj+6B8ozHAxSd+mkiBDesK2/Tua9+exv8XyZ8y3i7caKqWTIR7Obrb3gdjYdRLtC7n0yBCYtQyNJVGmjRQbw91Bq3bjq65FCGf8KY9H7aMO1GU4s+nQi/TZEh9DupK2NeP5/lT2dwg2dx9FPc9/kRv34YuWyYbrbaffmH+6jmxBDEiXARJpvuDJZJCOSE/HkvuvUcirhC0WpCGLNBP/H2h9+QtaPme3l/9CW0eJSU917SJjIyF859doalxoKgI2RNZiegX2ltm6P+BdbP6qH3NCZXBKPYC9Tz9APDecLNM3Ivjp8y97xku/WP6GWygjUXXfVCQt5teGSMsC5uHCV3uxTpe/Ijx4ug6ZhvzpRbpjkbEREF5Wg1cdaWxPm3n+Kbx8eRyff67fvnh5khc+3PzR/Rb9KeSXfpvWB2SPEbcHibQAqokl0t+jJI8dpuaGqwO44VJzEXzrIi0Lwqzzv2PzGg3Ctv4ZjfvzWIFiBMQ8feYibSt/wxWhERBpmQ9WnT+Ji2v8kLi1GX37U+Fi4NEeke7A/jx2GJ0bTg8wNqpIZIbrY7qfGBp7BkikDZWi3hnSEelYZF9lhruVhpaZKvcgVq9JNx3uDttpdeIYV8CsD3f/hpXzXQ3xu6rjERzkzf42F0GLIp12GA3DWYIlcr9PyWdoPXsIS7teo3Se0RacSJsNdzcvZtPPDHfbyp+x8Dkp3OFm6MEaz3P2s7wPRMVVZrjbaL/g3BU4uCbadLg7bSWe2liCFVCyCy/PlqC66yha5hnjksksD3cPNKew+WOGuzvRNp8bHpdBqQ5CXBDfRvbmha6z7GOyC9ll7BkgkZasSDsjfOef0cJOHAuaUoZVd37CpuJwg6jqCpCyGOte/g9KFyfql2SFBLOCo4B7oMY4cay7BdHMkq2QUChdGfD0E6uaP34f2qR4BKaUoOjGz9hUwsVvp0hH16Dqy2dYmKbVTxxTe5imT2Bfs0Ivdr+6Au+8+Bn7+y9Dq+QXGH36mIltU5mJbczEsR5m4lgI+3yx/LFxeWeh5X4/nlxch2ixtJqEy6Hd2YzP2YljMVNm4f07x3CmmJ04xl0bnYfuL2uwNS1MN3EsQq0wtY96Ds69OI4X/ZuQbZI/vUg/ulCEJSkhiGUmjvUwE8dU7P36iWMDH69AdlIQolLS0HDjuHHiGvd8mT+mF5ejPC8J7oZzfDvSsRmTZCdTRskeY2oPEmkBgNLpScsgc9cirf4B9vS+QdOjV5aXYMlcEFx0CTt7f8EB3ZKoL5AVyVS8+neyxj884ZZJfYM8LVsxuycjo/kJavp/QdOjL1G2PQ8+uuU/TLidIi0LRlLNE9Q+/1233MvsnbXAvuYVotj9AZh57g80txdDYRIXm77yUhRd+RbNzBKsJsESLJv5Y23gkYGa7ke411mkn8Bl8gz2Gmvn3MOwrL4Kt3VLsBpNl2AZ7vHBvJpqPHx+Urcca6AxWVDgvbDy3Ck8b58OpeEe5rnscHf5DNRf0S/ButyUiUj+Eiz3MBQ3V+N+/3EMPGrA8e2pCDL4j8vfYnT0DeBSeZTguSJ5M0kLXWvOLdmEbPJ2GCCRFlRGkhJpQdocqlBoG7CHm5Bmsr+I5EENLadg0a1fsXYR966cKxh6kV6zSNAzdTibhWPbrU508Cbo6f2sF+l23sSxofhfPqMaPf3nUBrM2Y32Q7Ej3UPcjBUDJNKCSp1EeoQKo0INP24ymsk+RNAjFnnepHrsedmNqV7C68x7+mNViIb13EkFuP2yEnlm+WN70sMU6ZiKK3jWuRy+As6HlWaKi0YliIG3xgCJtAA2EmmhGI7t79DKV2jtXCcYCmbSND5EelJlI152zoS3gEPDcPewRNoHy48/wcFF3GTAsfUlNQzI/sTA4BkgkRZUjiTSg4eICh7ZjBggBoiB0WGARJpE+q0N21AhHp1CTHYluxID45cBEmkSaRJpAQNU4Y3fCo98S751NAZIpAUVNA13UyF2tEJM6SVmiYHxywCJNIk09aQFDFCFN34rPPIt+dbRGCCRFlTQ1JOmQuxohZjSS8wSA+OXARJpEmnqSQsYoApv/FZ45FvyraMxQCItqKCpJ02F2NEKMaWXmCUGxi8DJNLjXqRdoCnrxqaGFfAR5FUaBVvq6XP0wi91+0o9fY7uf0q/NOq5ofuBRFogXI7Sk46v/0H3QQv9BzQ+wWSFNQg8kFj3NeouVSFYkNcRgXfGETQO51OVMvvTF1n1DRrrF0hieN67sAcpbc/Z7RBU/A9fmNjZE545nUho6tNf21Rr4d/FrPnO+nnyv3XbjAjXJj6kZ5FNx44BEmlBYXQUkXb1CdN/mnJqE3a9siXSowzXsEXa/vRJSaTlHoFw9Q2Ga/RmxLfZEGnPZYhu60JoQqT+eh+V6femBfzZWxmS/+3nxl6b0nVkUykyQCItqCQlJdLKREyr/Qx7el+j6dFXlj9VGb4L262INCNqhk9Vdu2BvyCvMqUW6Q2PUd3/C5off4n1WxbAy4krqPr/xl63cQ1Kur5DU9832FJfDD/uC1aZnWjSfRqT+wQmuz+/BV7C51j5LZo+v3lYeOJPaBj4AVVHtyJz71/Me9Lu6dhz/SHuHi1EqJXnWC14HlMRVHYFic19SG6+i7i1q+HuxuVfBpkiBv5FZ5DQ9BTauiuIykmHi8E+7HX+a2yLtFi4rTST/8X9b8t+FCaJUSer5Y/8Y5d/SKQFoEhHpJ2h2fEn7O86glRtAgKnrEXp7Z+wqURj6lgbIu3sE6rrbatX3USbmUg7I2LX16g/XYP4+HgETV2Hlbdfo6wggI1fL9J1F1oxLSURwem7UfHkZ6zPV+vDlYFQM1+3KvgQTY/PIpX70lWQ/T1F2+lTIL7+W+z/+H1oExMQMnsf1t/53lykVTk49GgAfV0ViBX4UqxycF94DcmbK+AZGAq3kEwEVdxDXHYsm39neOTdQFLFBniFREAZnQ/NnseImuZran9rIhz+Lia1PEVyCzPM3Y8U3fFTJNdV29mIIf/b5f9B+lyMCQrnNVLJtqZlfYzsQSItMLx0RDoGWV2/Y81CNwMoPlmNKC6ZDid+mm2INFfhuCy6YkGkE5DT/RpFmcZCGbDxOVpa8tnn6UX6ndJgw/Nj9/0dtdVzDL918Y/AcLfl9E1CTjeTf+570XIkNP1oLtIyGVy81VApnUzTxbeRlWOvwh4krZhlak/DtVEIrnqM8HijfdyyLiG5VJB/ayLt4guFWgNF3FZMajsBdbBG/1vtb+dwN/nfXv9znNPeyCrZYvzYgkTaUCnrnSodkZ6OJfdfo5AnohYL3pBFmon/D7S+/AUtn7Pby3+hraOEFRHzT0GG7/waTY0LTcVw1ETaPP8j/U5aHrMdk1p6kbD1CDRLK+Afr+EJaBJCap4juZXpDbNb6wBS1uaairo1kea4EgvnrjPbm+ef/C+diYMWfWHmw/EjFJTfsfMlibSgYE0skf4eJXlx+mFrbrg6wIsV4fEv0kzFI/fRwid9HUKKOpGwvxcxM8PY/DMi3QPNVK4HzO59PEwbKWIiLBYu4M9YGb4NkSb/G+09dpUwpYFsb4sBEmlBJSkdkY5F9lVmuFdpEAVV7kGsXpNu2pML22l14hjneMvDycxw929YOd/VEL+rOh7BQd7sbztFOu0wGoa1BEsG6+mzb7jbSeEON25Cm8CfnA0s7uXOcOJNBGOGs1PK89neNDPc3QdNsovBPnKvCCh9PA2/dXH6rUacrdnddoi0brjeTThcT/6n4W4SL4vldjBlfBxcSyItcKJ0RNoZ4Tv/jBZ24ljQlDKsuvMTNhWHm4qEshjrXv4PShcn6pdkhQSzgqWAe6DGOHGsuwXRIczvUChdmcKvnzjWzEzMSopHYEoJim78jE0lXPx2inR0Daq+fIaFaVp9j1wt6GkK7GssdGLpE04cq0XZPQvvpL2z0HK/H08urkO01WdZquzcoFrdi4Q1K+AZHApF4GQEbuhB0vI01r76iWParTvgExYBN00uwqueIDozyNT+igWIbL0LzZRo/RIrXzXkct7zxERalYtDj/UT32JM0k/+N504ZsX/Mn9MLy5HeV4S3E3sx/MBnTdlluzhUPYgkRYAKx2RlkHmrkVa/QPs6X2DpkevLC/BkrkguOgSdvb+ggO6JVFfICuSqaD075wNS7AMy6W+QZ6WrcDck5HR/AQ1/b+g6dGXKNueBx+DwNgp0rJgJNU8Qe3z33XLvczeWQvsaxRpO9KnW4L1ZzQM/B/2nKjCrDoL7yQ9MlDT/Qj3OosQbvVZlitsJ985CK34BEkt/UhuvodJGyrh5c27VhEL/xXn9Euwaq8gatFsuPJ63vq8OEOZ3oL4uqfsH5t8hAA1Lw4xkfbIRM0NK+kn/2Ph43QglQAAEpdJREFUCTH/L0ZH3wAulUc5VMVrLAc8VgbJL8UxMWxHIi0oGJISaUHaHKpQahuwh5uQZrK/iOShDE07si0mYtrfkv/lM6rR038OpcETo8J2qDpgInI/CnkmkRYYlUR6hCo7hRp+3GQ0k30IFAKbU8UzQjaXkl3fkv9jKq7gWedy+Eop75QWGtUYQQZIpAXGJJEeh4Ih8DHTKPjk2J0x3ahhMhKc+WD58Sc4uIib7DgScVIcxKa0GCCRFlTgJNLSApQqDPIHMUAMTGQGSKRJpGloSsDARK4QKO8kiMSAtBggkRZU0NSTlhagVGGQP4gBYmAiM0AiTSJNPWkBAxO5QqC8kyASA9JigERaUEFTT1pagFKFQf4gBoiBicwAiTSJNPWkBQxM5AqB8k6CSAxIiwESaUEFTT1paQFKFQb5gxggBiYyAyTSJNLUkxYwMJErBMo7CSIxIC0GSKQFFTT1pKUFKFUY5A9igBiYyAyQSJNIU09awMBErhAo7ySIxIC0GCCRFlTQ1JOWFqBUYZA/iAFiYCIzQCItVZEO34Xt909j8f5v0HjrKJJz2vFe339jw8oEOHFpVs1BzvEvUTvwT7Q+/xY7OnZC48Er0B5TMaf9Jer6f0DVkUpk7v0GdXvn2d9zVmqR3vAY1f2/oPnxl1i/ZQG8DJ9q1H/Kct3GNSjp+g5Nfd9gS30x/AxfuIrD/E/+wOpcF8Pzwnd+DcOnLO3JH5NP93Tsuf4Qd48WIpTLtz378Fx03V+PnfsPoO/WKszPKcGdvvdxcmUIz37xePd4Ax4NnMDL5wdxrSMHySb2i8C69no87j+MT49ko2TvAfTunWTIz0SuOCjvvHJmD490DZWbITJAIi0wnGR60oyIvXiAeakzkHPxZ+zcswShxVfRdKfZIFahlX/C/g9rERMdBXV8LnJPf4utFclsYXBCaOUrtN44hSlaLcLmt2DjZ98PQqSdEbHra9SfrkF8fDyCpq7DytuvUVYQwMavF+m6C62YlpKI4PTdqHjyM9bnq9lwO0RaJH86IVDl4NCjAfR1VSBW4CubQsGI9IsqlKVG492Lx3F9TyoSijdj4M5yTGLjSahswosP85EWrYYmXovK0wfxcUWYwX6TKhvx8sY6LNaGIXF+IU591kEiPRgf0LUsSyToNssqcWKTExJpASCSEulnnTphiqz6BuvzPSFjhPvpccSwaY6r+x4NzYvhLMiDvkCEYNbFP1BRzImmAqkHfx2ESCcgp/s1ijKNFUzAxudoaclngdKL9DulwQbAYvf9HbXVc9jfdoi0SP64gu3irYZK6WR4Dnfe5p4R6WdrMEMmw+SqAzia7wYZc+7paqSx9sqo68DT5hS4WLSfCqsvnsIHxV7sc12Qe7CTRNqirYyM2PQJ3Ts4hsleZC+ZDCTSgoIgeZFmhY2pDBVpbdj9+RtUf/QpVtbUIiMzFq6G/Gix8OY/UTLPWIEyYm//cPd0LLn/B1pf/oKWz9nt5b/Q1lECue4ZepFeu8jNUJBMhrNlQxRpXv6GVeFbE2lWuJm43dOKcfPzo7j30VYcqMlHcWYglAb7haLy5gns59mPEXsa7jbyNCz/GOxM8ZEdiQFbDJBICyoLRxJpxrGKoBnQFu9GXsNdVL/4Ce+sjGZFMxkLbw1XpL9HSV4c1JG8LYDrWTq+SDP2UwZFI7t4IXY27MTdF8dwbiU3nB+GrbdIpG1VHhRG4kIMjD4DJNIOLNJOzi5wMkzkkoEZjm7rXAeFLk96ES0r4ERVjsT9bwbRk2aGu3/Dyvmuhp6yqzoewUHe7G8xkVYj8yx/uF2OSQ3/h+qd0/X3M0P3loa7LfSknRTucDNMSLOzUNjRk3ZydoacZ7/IjbV41TkT7jr7+aHso1M4XsCNFDhh7v6j1JMWlBeqpO3kkexmqEeImcExQyItKDyO05N2R+rBN6hp34zouCj4Rc9C1snvUbcvi5297Izo6r9h/4UahHm7QhHzLtZ89uMgRFo/caz54/ehTYpHYEoJim78jE0l4XaKtAyBG56jpfsEUrWJCJldi839/43l6e6DE2nvLLTc78eTi+sQLfCVzcIuKtIK5B48ivvtWZgWp0ZYdBzKT3agdx83e16OadVteHEhD0neznCPmYf2z45YEGl/TC8uR3leEivugyuANvMwmPzStSQCxMC4ZIBEWgC244i0DE4h+Sg482c0fP47Wge+Q9WJ/YhX80QiIA9F3T+h7at/ofnWCeS1/m0QIs0sf0pGRvMT1PT/gqZHX6Jsex585Fz8Yj1pGWSKOEzddx/v9b5G4/1+rFw9w/jO196etEcGarof4V5nEcIFvrIpcKIiLYM8ZDLeO9OMJ5+fxMuBQ7hxohCZJvZLRX33Mbz66iSe31qLna1t5iLtsRgdfQO4VB41LisImzYejD/oWuKDGBgSAyTSAnAkI9KCdA25snRSwCMwCApnGaKq/we11bP0oGgbsIebEGayv4jkwQ4tj1RapRiPkwtUgT5wd5ZhavVBPKyOMylo8hnV6Ok/h9JgrvFC+yGzKkX/U5pMeCffvv3yTSItKITjS6QVcA/SwDdEA9/IuVh85VdsKg7RFzqFGn78CWGG4xD2nfbbh1F6FYALfIL8EBLih5DISdhxpRNnilUmlVZMxRU861wOXwFH0ssL+ZN8Qgw4IgMk0oLKdXyJdAaWPvwDba/+wIEX32HHoXcR4kYF1f6CGoPqh6fw6tUpfPniEK4dmod4E/v5YPnxJzi4iJtMR7a137ZkK7IVMWAPAyTS41qkqRDYUwjoGuKEGCAGpMoAiTSJtMnwrVRBpXRRJUoMEAMTkQESaRJpEmkBAxOxIqA8kwASA9JkgESaKmgSaWKAGCAGiAGJMkAiLVHHUKtWmq1a8gv5hRggBt4mAyTSJNLUgiYGiAFigBiQKAMk0hJ1zNtsqdGzqGdADBADxIA0GSCRtirSiai8+gA3L7djcwb3ZSRpOpEKF/mFGCAGiIHxyQCJtFWRVkAVHoPpaw/jQc8+pBv+s9oIQvjyehzYsggxHsZzVFDIFsQAMUAMEAMjxQCJtFWRZiHzL8IHA8dR4G0OnSJ0BlbVX8aDa7WYo3aidzpitqRwYoQYIAaIgUExQCItBkz4WlwcOIgcV3OR1reUPDGj+jp62hfDTywuCh8UnCPVEqV4rLFL54kNYkDqDJBIiwlnbAWuPWvEbFvX+S5FZ995rAwh4KUOPKWPGCUGiAFHYoBE2pb4MmGqfBx7dg7rIt3gZPXaKFRc6UPjXDn1FK3aiCoGR6oYKK3EKzEgDQZIpEVFRY7oFZ24P9CPZ0+f4EnzAsjN7glA6ekBtOd5kEib2UYaoFOFQ34gBogBR2SARFpMVDzmoaXnKvbmJCE6QgON2pIQ60W6Y4knibSYPSmcGCEGiAFiwG4GSKTFYLHnnbQsCKvPDeBQnrvdhnfEFh2lmXoixAAxQAy8XQZIpMVEOnwdLg20YYGzLcdosePWY9Rk0DIsKsC2OKEw4oMYIAYGxwCJtJhI21gnzcHmnFSJ672HkOM5OONz99Oe7EYMEAPEADFgiQESaZsiLYdqVg1uPmtFlpWetNwvHVWXH+JiRQJcbMZFAFoCkM4RF8QAMUAMWGeARNqqsCai8nof+p/dxOGSeIsCrM7ei64HPThXmQaVk3UjE4BkG2KAGCAGiIGhMEAibVWkFVAFB0PlZn3ts2/yXKSHe9hYP01QDgVKuoe4IQaIAWJAzwCJtFWRpkJChYQYIAaIAWJgbBkgkSaRpmVjxAAxQAwQAxJlgERaoo6h1uvYtl7J/mR/YoAYkAIDJNIk0tSCJgaIAWKAGJAoA5ITaSm0XCgN1IImBogBYoAYkAIDJNISbT1JAQ5KA1VSxAAxQAyMLQMk0iTSNMxFDBADxAAxIFEGSKQl6hhqvY5t65XsT/YnBogBKTBAIk0iTS1oYoAYIAaIAYkyIGmRDl9ejwNbFiHGQ8otOme4z+1ATFEOXCXqZCm0BikNUmaY0kZ8EgNSZUDSIq0InYFV9Zfx4Fot5qil+hlIJXwKbyCpci2UlkQ6dg+0tVXwsBRG56j1TgwQA8QAMWCDAUmLtL5l44kZ1dfR074YfjYyItVWkIxEmgqgI3JLaSZuiQFJMOAAIi2DzHcpOvvOY2XIIIdklFqoS88iobEX2rouROXNgiv7tSq3rAtIyEuGTOYBvw3PEZ8TB5nMDX5lPQiLZZ9j436mUeCx5CZS2p7rt+3roeBDHV8DLRfG379bYvpFLa85qL/5BD0nS6Dh30/Hkiggkm38ER/EBzEwIRhwDJGWRaHiSh8a51r/IpV5ZeoMr6LPkFi+Ht7hMXCLWATNnkeInOqrd2zKfiSvyYFMFo+Qim7Er8yCkywKwVXnEODDiLTI/TIZnNwD4OobDMWsI0gRirTCD25qDRTTmqCta4CKOWY2Hy/Tr2apl6Lz6QD6rm/BJCp0E6LQmbM6yMYncUKcEAMThgEHEekAlJ4eQHuex7Ac45F3E0nLpuvjCNmESdvWQSHPRsTqKoSVrYWr00xoGhrgbeXb0Cb38wqJ0+Q2c5Hmwu0Y7laogqH2GEwDhCp1EjpigBggBiYCAw4l0h1LPAcl0i6xFYjacQva5qdIbnmK5Nbn0BZn6uNQ5CGqvhqe6nWIWDQL6rK98PJZgdjtZXBjBdbm/ZwIMz3qYYr0RACN8kgVKjFADBADg2fAQUQ6CKvPDeBQnrv9Ii1PQ1h9D6Kz0qAM0A81q4puGUValoLQ2iPwTd2LyOle8C5uh3/SdiSsXqB/huj9RmOTSBttQYWQbEEMEAPEwMgx4CAircWOW49Rk2F5GZaLtxoqN0GYTyli247A140zlhO8lt/nibQf1O9eRVhhK0KjZXDL6kDo0vcRnxuvF2nR+7l4RXrSMbuRREuw7G9c8UYoqKAbGSNbkC2IgYnJgEOItHNSJa73HkKOpwUnqXJx6PEA+roqEMOv4OXpCG94jJiFs6AMiIbnlJ2Ieu8znkjL4FV0DwnvtcLfWwan1FbE7/kEUdPY3rro/a5w9gk2ThzbtRWevszvADg789IZWI5JB84jOCZGN3HMzUspEKwQLD9wERca8uDPTz8dC+zEsynZhmxDDBADE4QByYu03C8dVZcf4mJFgunSJc5BHpmoufEI9zqLEM6dY/eu8ZsRvfszaJvvIW5NCXzzukxEmlmGldJcBy/m+vAtSGi7jRCNUQxs35+EkBp2+RV/iVXbTYSEG+OQydTwXnoOic39uqVahnfiXFrdc3GobwAfrtVQoeNsQntigRggBogBHQOSFml19l50PejBuco0qKzMuHb4IaApu3Bv4DxKg/nCTscO71eqYEhkiAFiYAQYkLRI+ybPRXq4h+m64hHItJQEIHztefSfLkXAOMuXlGxMaaFGHzFADDgqA5IWaUc1qv3pViDnwBN0FqqpxUmNFGKAGCAGiAEzBkikCQozKOxvZFDrnGxFDBADxMBoMkAiTSJNIk0MEAPEADEgUQZIpCXqmNFsmVHc1PInBogBYsAxGDATaXKcYziO/ER+IgaIAWJg/DNAIk09aRrmIgaIAWKAGJAoAyTSEnUMtZDHfwuZfEw+JgaIATEGSKRJpKkFTQwQA8QAMSBRBmyIdCIqrz7Azcvt2JwRQA6UqAPFWmEUTi11YoAYIAYclwEbIq2AKjwG09cexoOefUiXO24mCVDyHTFADBADxIAjMmBDpFmH+hfhg4HjKPAmBzuigynNxC0xQAwQA47LgLhIh6/FxYGDyHF13EwSoOQ7YoAYIAaIAUdkQFykYytw7VkjZtM7WXovTwwQA8QAMUAMvFUGxEValY9jz85hXaTbuP4alSO2sCjN1DMgBogBYmB8MyAu0jI5old04v5AP549fYInzQsgp5bUW21JUSEc34WQ/Ev+JQaIAWsMiIu0xzy09FzF3pwkREdooFF7kEBRI4UYIAaIAWKAGHgLDIiLNL2TJhDfAojWWpF0nnoYxAAxMJEZEBfp8HW4NNCGBc4EykQGhfJO/BMDxAAx8PYZEBdpWidNPWnqSRMDxAAxQAyMCQMiIi2HalYNbj5rRRb1pMfEQdRyffstV7I52ZwYIAakwoANkU5E5fU+9D+7icMl8XChVhSJNDFADBADxAAx8FYZsCHSCqiCg6Fyk7/VBEml9ULpoJY0MUAMEAPEwFgzYEOkyTlj7Rx6PjFIDBADxMDEZoBEmoZuaKSEGCAGiAFiQKIMkEhL1DHUep7YrWfyP/mfGCAGGAZIpEmkqQVNDBADxAAxIFEGSKQl6hhqRVMrmhggBogBYoBEmkSaWtDEADFADBADEmWARFqijqEWNLWgiQFigBggBv4/g+5Hv04TQP8AAAAASUVORK5CYII=\"></p>","conns":["2003,2002"]},"2004":{"pos_x":-252.20000000000024,"pos_y":85.99999999999996,"width":357.4999999999999,"height":315.0000000000001,"content":"<p><img 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\"></p>","conns":["2000,2004"]},"2005":{"pos_x":-860.1961111111111,"pos_y":-692.69,"width":85.55555555555543,"height":54.44444444444435,"content":"<h2>模块</h2>","conns":["2005,2006","2005,2008","2005,2010","2011,2005","2005,2013"]},"2006":{"pos_x":-697.6111111111111,"pos_y":-732.8888888888889,"width":99.99999999999989,"height":54.44444444444436,"content":"<h2>send</h2>","conns":["2005,2006","2006,2007"]},"2007":{"pos_x":-511.72222222222223,"pos_y":-825.7777777777778,"width":145.55555555555543,"height":55.55555555555546,"content":"<h2>part_server</h2>","conns":["2006,2007"]},"2008":{"pos_x":-699.8333333333334,"pos_y":-599.5555555555555,"width":274.4444444444445,"height":278.88888888888863,"content":"<h2>net_pack_convert</h2><p>func</p><pre class=\"ql-syntax\" spellcheck=\"false\">1.pack_to_bytes\n2.bytes_to_pack\n</pre><p class=\"ql-indent-1\"><br></p><p>枚举</p><pre class=\"ql-syntax\" spellcheck=\"false\"> enum PackIds \n</pre><p><br></p><pre class=\"ql-syntax\" spellcheck=\"false\">enum MsgEnum\n</pre><p>//用于将解析后的数据结构传递给主循环</p>","conns":["2005,2008"]},"2010":{"pos_x":-1203.2050000000002,"pos_y":-1004.5377777777778,"width":207.77777777777766,"height":91.11111111111101,"content":"<h2>async task</h2><p>一些需要操作后获取返回状态的,都写到这里</p>","conns":["2005,2010","2010,2014"]},"2011":{"pos_x":-732.083038888889,"pos_y":-1353.2641999999996,"width":192.222222222222,"height":118.88888888888886,"content":"<h2>game context</h2><p>game::Game</p><p><br></p><h3>存储所有游戏中的状态</h3>","conns":["2011,2005","2011,2012"]},"2012":{"pos_x":-434.6111111111111,"pos_y":-1458.4444444444443,"width":236.66666666666677,"height":108.88888888888886,"content":"<h3>async_task_manager</h3><p><br></p><p>异步任务,用于记录一些需要发出去,然后再接收一个rpl的task</p>","conns":["2011,2012"]},"2013":{"pos_x":-704.2944444444445,"pos_y":-237.20000000000005,"width":215.55555555555583,"height":91.1111111111111,"content":"<h2>part_server_sync</h2><p>管理partserver</p><p>获取part server sender</p>","conns":["2005,2013"]},"2014":{"pos_x":-1492.045852636636,"pos_y":-991.83913733745,"width":232.22222222222226,"height":218.8888888888888,"content":"<h2>put block流程s</h2><p>1.客户端生成一个操作码</p><p>2.发送putblock pack(携带操作码)给服务端,将此pack记录下来</p><p>3.服务端向partserver确认</p><p>若没问题,则将pack保存到数据里</p><p>若有问题,则撤回根据操作码撤回client操作。</p>","conns":["2010,2014"]},"2015":{"pos_x":-2577,"pos_y":-755.0000000000003,"width":135.71428571428584,"height":84.28571428571428,"content":"<h2>客户端部分组织架构</h2>","conns":["2015,2016","2015,2017"]},"2016":{"pos_x":-2313.928571428571,"pos_y":-918.5714285714284,"width":265.844155844156,"height":402.2077922077924,"content":"<h2>block文件</h2><p><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANMAAAAfCAYAAAB9LfgWAAAFtUlEQVR4Ae2ZwWtVVxCHXboRBEFF8WxaEQOlYkpjaxWDIm2JD6QQiItuXIXs2mxKcOOqEIhIln2U0oUW3LyUbFwVEYQs3PrvjMycM+fMzD333STv2vdIZvG4ufeec2bO3N83M/fmRAgB/OcxcA1MroETHsTJg+gx9BiiBhwmr8zemfSkAYepp0B6dfLq5DA5TF6ZetKAw9RTIL0yeWVymBwmr0w9acBh6imQXpm8MjlMDpNXpp404DD1FEivTF6ZHCaHyStTTxpwmHoKpFcmr0zHG6Y7Q1gafoBl/G3vwPx1F8T+k8I9+Hp3BIM3z+Da4qzFbTq+HW+YuCohVDMG02frm/DD3ggG4vfjy1X4nH3+VMdvH8Ot/7TdwesncLVhbzqCRdgpNlWfGOrp+OYwoUhmFaaxgmHh9HwkmP6B2xvfpHepJMxp+NIAOO61G6aeY9Lih63ivcB0eWUHHnK7NHwLN++UzcytvYWltV9gfuN9bKeG7+HuymJ6UIt0fWntUX4JprU2hzAXAtDc9T/h7nZswxYeRzsPN57C5X1uMIRHcHMztXJt7VwrTGZu8isH8frT6Bvv3d6XbeTwAxzE727BJJFz5aqI/crWUFQ2CUjK7jx37y9YWEnPrAFTgGCuqarZsPsVfPn3C7i//QCKfW07DH6De9m2uUfP1eyNW0k1T1RPvs9Vi9du+BZA2x6Bqva4/usn8IXoCtT9Ds1NDhMJpgBEMIiWCYHAdxIGhs6z6LphWiY4k6hxXqvwC8BZ7AmkThG3rDm39q9IDNEH3kcITd+LXfQFx8vEUfOv/VoXTFe2tgoAIYoPBcw+kJCFyPg6HUmUBSCyxWMNOHFec328XvcxwoTtKQuRfGFh2/WNLyHthecqv5OY63Z1LKtjrG06HxH4JS4jyG1twzdtw/o2MUyx8pTKYkWE95WYlXCbgrSVKc4VwlTzx2/Ogm03n8/3uabeS/R9OScG60uET+29I7Nlf1ionGHTUcIix+LfKNgsQCsaYxfH6rUQllQhqnNLtZF2q4INCSaGB22jKBOsOOe+evfTa9OaDLbxm23X7er418YoqNPaapzwM9oScWnxhX3C44QwJUFxm5OPJSNrAdr3k08LE9puF7sIfhtMeD3vKbaKGo4IDH0NVO1rWlu1gaV6ywfQ9rd6yLUHSVlTtDqiEsRWplQebaNUDvlxY7A3DqaDVyYNa4k1CdokCfSDx9cEr/1vq4jFBo6vxQ/XzglnVmEqrY/eEG5qmjDJKmcfiDqvwZRAkHtr7EWKnMArSUStHwKQL+Z90o6R5zUx5Pu2PalWpvEwsXjzmryXWmUicJvvNnUfdaWx69cELcfU19S6OuyYGqjq2nQrU7dIGgJUwo2VKWd7rgSpdSpzD9fmhQoQ8sHlv5VP6cHRXAFH8i37yuLjox3P1/lI8/dfncYKxgo+VamSdSutFvvBWVt+dBD37MeGeF7ef3LMeB3ZztE642GKVbMJZl63kijyPfaT9tuWLOLzq8bPJoVaHFWL+b+2edHxmHXrX8wKEEmkVrhJ8PyPU/pi1xdMGHy5PrZslY8jsU1r/vMWfc/3tnfgu3Xx/mfXFR9Z6OEn+PL8WhvI4qgcq2IQ4yijcrv05hks/GFbGNvOaQHT+jwfjyyiJGbZAuoqZtdNrWaGqgMm3EOCv9gwYFgf2Lcx+4//OO7yrWlb7Q39UramAFMjc4hN+72URDwm+UvjUdXEhB8gXChHVRi+r4Nr22Ga0Ypx4fYFOPPrGTj789mc0fEcf5euXqJr5346R+fnvz9P5xfnL+axDsPBYZg0Zg7TjMKEEJ18dxJODU9lQPAcfwzN6d9P0zkChkJgqCYVhc8/HIgO04zC5II+nKCnGTeHyWHKlW+aQjwKth0mh8lh6kkDDlNPgTwKmdX3MFlr2SNMN2D1+SvY3d2FV89X4YaL1DP+MdPARxshIad3ShJiAAAAAElFTkSuQmCC\"></p><p>方块朝向枚举</p><p><br></p><p><img src=\"data:image/png;base64,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\"></p><p>对应某种方块的信息</p><p><br></p><p><img src=\"data:image/png;base64,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\"></p><p>管理不同方块的信息</p><p><br></p><p><br></p>","conns":["2015,2016"]},"2017":{"pos_x":-2314.6818181818185,"pos_y":-447.2727272727274,"width":358.18181818181824,"height":222.72727272727263,"content":"<h2>conv文件</h2><p>方块所在区块</p><p><img 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