STM32L476 USB CDC 两路串口第二路发送乱码问题
参考例程 论坛中前辈帖子：https://www.stmcu.org.cn/module/f ... 13510&highlight=CDC状况描述，按照帖子 先使用STM32CUBEMX 生成一路VCP例程 在此基础上参考例程增加 第二路端点，可以成功枚举，并验证第一路收发正常，第二路接收正常，但是发送乱码，并且发送几次后会导致串口工具死掉，此时第二路已经串口已经不能使用串口工具打开，但是设备管理器设备还在，请各位调试过的吧友指教！谢谢，不胜感激！
查了网上资料
论坛中吧友好像也遇到此问题，好像没有很好的记录如何解决，看回复情况，不止一位吧友遇到此问题，有解决的前辈，请指点一二。谢谢
https://www.stmcu.org.cn/module/forum/forum.php?mod=viewthread&tid=615707
http://www.docin.com/p-760532785.html
1.此为发送函数，和HAL例程发送函数一样，只是增加了 串口号参数
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AAYMUhwmT6SsNi7n01q16+rjJJmAQAAACAdccLk10jVdVIF/29lbqqpKqUVFUtdZ12pzIJAAAAAHs6VpjsGqmrWtrc36PKZC1NN+8/rUyu3XhnqTLprRGttDiyJAAAAAAsOkyY7JpaqrrNVhzbuorDY1tnm7mKUJkEAAAAgD0cIEx20tTrN9jp3yfduWYSAAAAAD7m82Gya6RS6vbYj/EV3621D5ylR4OIUJkEAAAAgD18Pky+8MVzJgEAAABgH6cKkyJTZXLrK1eZBAAAAACsO1WYHINh7t8wOKb/AgAAAADuc6owKZIPkiJya9JKoAQAAACA550qTFKZBAAAAIB9nCpMilCZBAAAAIA9nCpMUpkEAAAAgH2cKkyKUJkEAAAAgD0cJEy2UldKlFKiVCV1080+09bV0F1JVbfSnawy6Yy6zZ+2XrzVt/dK2+FTXqyZ/q6NET12c2b6/K0/I258VObw7MzF7pt4cdH4rTirxbitw1/pvzjqafjGxfO7qf+7OTHRso/Hee8zSKP1Gb207PI405es/164DpXauP5eyGe2mXH5vm5aMuv/YKyeth2OH6VRc/x4yo7Hj9z+fZsGbWWfpz8ff/+fK+wfT2x/z0/a67YfAMdziDDZVJXU7RAgu254H3ymrUVVjXTd8L5rpW3nwxH53ZVJZ9ITAycm+DLzVosJPuCdnU4GZf4l7J2Zn8xEH7CitZGt51L99AUT6L1YreIvq5XhF/svmJ1kpON7uXj5h9PxyMng2I8z0zyHgeDtnlz/YT+fOAfwzop1ftgO/O39NGmvDrb59X8ImW2f48c6jh9PevPxo7R/95PwrvCfs+f+78RqLcY+PnNb949Htr+XeMH2Y+/d3gDs4hBhMn11TRwm0/d9JbM5VWVSZNvJoLZu8UQ+dzKowz9kTp42f7F4Gw8rPwPLw9/Sf3ESCieDzorRwS/ewRfz+Mu+Nmb6hTT9YvIu7t/deTIY9d//MpxbstkTotsvt9M2cKtGaCtWD91sPP3RZJTGX1r/hf7D6te86rUPP06jtrNftfuwZJfXb/LLvdJWTHgyXlz/hf7XpnuxsvRYlSB3ksjxozQJHD+OfvxY279v8/lAdfL++c+sv5X5S1sGRJX+O46R3lkx2sxCdHH679g/Fre/le1/6DNp2aCjH6OK3Uvbz9r4c5XNtFVBcfqHadRKlKIqCrzS8cJk10hVNXEz1qgy2UnbVKJULe0/VpkcT2Z1+GUW/hA5O2FNhpf7JX7rr/POlE8a14a/pf+C3Al5PEwfLY/0pMtbHTWtcSb8UnViomY3Q3C442TQmuQXd+/EmHn/i7+uz5aRj36JtTpd50n30vgL63/T9HubnEDsq1+HNluR6bePpfXbvzfhGYR3Ym77SHn9r/e/JydGzX+h5/ixjuPH8Y8fa/v3MMKH97n1+S+vv9L8zdZr+mPMHZw1s/1zdfrv2D+WfwAqb//hj1Fpy4VS9/LxY338IqXKZLl/wiTwHscKk10jdTUPiWN1cjwBqOr8585emUzlDubRwdO7uHJygpPBtLIQDdPb+JdjPf8yXOw/N30LJz7ZL+OFX05V9qR/qalWfHKXTtNSgFq85iwd/9r62Tr9Hw6Tztp+eryb/fK8vn0UmqwV1/9zTd5eWpn0VrSaNxXk+LGO48fxjx9r+/c0H481dV2d/9L62zR/XkzQhDce33AN5ob1G40/CM53T//iYJcq4+vbf388CbungazQvXT8KI6/ECY39A/gPQ4TJrumXryxzvyVb+YqcrLKZPHEPa5QLN2YZPGaJLmzmVrpZLrUTO3JEFIMC0qvXkP31pPBO8LG6nU/t+nwsy/O1ZOJLeNfXf8bp//DYXLNljC5uKVvDJOH+DF7a5jk+DEbFseP+bT8tuPHR8LkxvmLhvdEkslXJgs/BmxcrovbX2H7jwfixVuz3IQ31720/WwY/3KYvHP6AbzUAcJkJ00d38F1fo3k3yBkdtLWlTSZG/D89sqktzo62Mbv5wfL9DqJbGVBrd3gYmjas3H60maDY+Vi6/CL/ResnsyNN3YY3w7XT2w+GXxBM7V+/sozs34Tif4k0Nr5yU2pmVpx/JvWT2H6f22Y7Jd7+H68Pms6mS41c13rf0/5Zq4cP9Zx/DjD8eNzzVy3rZ8+dD56Y6SlaybL0799/1isjBe2f6vjZv7pNdWl7qvbz4bxj+OYdlkz/ai2sX8Zr2UlZQIv9fkw2TVSZZp/xHdznT5TVbW0XX5YIr+7Mnn7AsvewKD/EjXRDUCSJkhrTehedGtun94AwN03/MX+i+Od5nv85Tedx/Az423Rx+u+tvSfvQGDGm+gsKWZUnqDFi3aBDc8ma2jhRNxZ7LdrNZiXTCNhUcnRON/4NEL6fRbnZn/g3wpb1q/yQ0ilE7D1dr639D/jvLVGY4fy+Pl+HGK48cTjwcpzv+G/X91/dwmUT9wXCzfzbW8/tb2j/L2t7b99+M38+NHVDld6b5h+ymNX2QIqE/0398o6TN3IwfO7PNh8oWv316ZBERk8fqXXR8DgGN7+2Mt8Gud+PjxzKNBfvv8//bp/zz/oRumAed3qjAp8tsrk/iXxbfOj7/0ol/1D9rMFPvi5BKh0x8/nqpK/u75/+3TD+DcThUmqUwCAAAAwD5OFSZFqEw+ZPG254Vrc84yfgCP+/T+++nxAwDwDztVmKQyCQAAAAD7OFWYFKEyCQAAAAB7OFWYpDIJAAAAAPs4VZgUoTIJAAAAAHs4SJjspG1qqYYbJlR1I13yma6ppaqUKFVJ1XRUJgEAAADggw4RJrumkqppb+/bJgmMbT17X7dUJgEAAADgUw4RJtNXGibbupKmCz7TNVLV7aw/KpMAAAAAsI8DhclOmmps5hoHxWyYrBoqkwAAAADwIQcKk2NQ7KSpN1QmM2GSyiQAAAAA7ON4YTITFttaxddILjRzFaEyCQAAAAB7OESYbKpK6nasRHbS1kpUGBa7RuqkUpm7AQ+VSQAAAADYxyHC5Ni0Vanpmsku+UzX1FP3hUeDiFCZBAAAAIA9HCNMvuhFZRIAAAAA9nGqMClCZRIAAAAA9nCqMEllEgAAAAD2caowKUJlEgAAAAD2cKowSWUSAAAAAPZxqjApQmUSAAAAAPZwqjBJZRIAAAAA9nGqMClCZRIAAAAA9nCQMNlJ29RSKSVKKanqRrqge9e1ffdKSdV0p69MOiOi7Xp3paaXcfnPWa3F+oenQoxSotYm5HC8OKNFDduRNlac1dPycWbq9viCeXDSrOhh3LeXNuJ2nowtnFGiljaqZ4YZLHdvp/WkjLt1Hz8Tddc2Wnfj33w8gvXu/UhF5/4OAACAhxwiTHZNJVXT3t63TZUPjW29GiZF/oHKpBfRWsonxM68IBA4MbuFSSdWazH28Wl2Rov1wZLxXqxWs7Dtrd4/TIrM14m3orWRe+bY3vn5R3irXx4mRfr1E83vEO7C7vFqmW9/88/Mx7Hefb49AAAA4DGHCJPp69Ew+esrk26qNuYyXFqRVEpE6fyg0hBltRKltFhrpgqZNvGJt3di9Fjd0WJccjIfde8rf2PvaWUpqhTdEUi9s2K0EZuU7IrT763ojSlhMUw6G8//LNh6sVHlU0dhqNg9E/CjaVkbf66yqZJgVJz+bXLLJ6oUJq+twdyZYf2NE/2BMEl1EgAA4HUOFCY7aaqxmWub/8w/Upn0dqWZ61CZXOfEqHkFy+ohAN7OpH1Q6XJiomaXQ5PRYEKsMfFJuHdizNR9FkKc2RzwZnNgTTKthel3ZnOoWa5M+mh8aRWr78/dloF3Jlo+pe7ZanH0t/Xxi5Qqk+X+t3hX5XYMerfA94kwKU6Meqb5NwAAAEYHCpPDq+ukqf/RyuTg6TDprWhlZtWX3DWUfrymMBfGwpP9hcqYikKrF6On8cbjG67BXO0/Nx/TMO6e/sXBLoQlb+PK66yJbFKZnV3zWOheCpPF8RfC5Ib+t3hrZTIIkf4jYXJetQcAAMBjjhcm//6Vv10jVdVQmcx2/FCY3Hj9ZDS8J87Y85XJlelPgklpGucBaKhYBenPhzfvmQ3Ei7dmuQlvrvtqM9dt418Ok3dO/weEQc9bLcYWwmRmnaafSeex1F2EMAkAAPAqhwiTTVVJ3Y4hsZO2VqJyTV2pTH60maszfTPO4ri1ffhOskvXTJanf5y+MEk4MXoeJrJhcrgZzjhsP1x/GF93qsWEYS0JzKXu8xvwDMt84/jHcUyBzEw/Gmzs/5PioDdUcZNmwuHyyd0I6PkwSTNXAACAVzlEmBybto7N5qq6jR4N0taZ5nWZyqXI765MmvTmOsNrPBe2OtPd5IeVq75YrcW6oClm2gwzdwOe6AY68aM3lNaijZtVQB+7G2j5bq7F6ZcxYAU36Ll9oNzMNmzKOT5WREXNbI2YaP7j8a923/BokNL4RYaA+kT/W9gk5L3C7AZN/R+T8cwf7TJlT5NZd8FNiErdb6PgBjwAAACvcoww+aLXWSqTL5FpUvnccyc/77dPPz6PR4MAAAC8zqnCpMjvrky+Whi+rA4rYns9O/J1fvv04wCoSgIAALzUqcIklUkAAAAA2MepwqQIlUkAAAAA2MOpwiSVSQAAAADYx6nCpAiVSQAAAADYw6nCJJVJAAAAANjHqcKkyBQct74IlAAAAABwv4OEyU7appZqePRDVTfSRd1bqavx0RCV1E23Wpn877//5H//+1/xNTZ9PZzhAfeahyoCAAAAOKhDhMmuqaRq2tv7tqmkCgJjU1VSt8P7rhver1cmt4bJI1YmvdUESQAAAACHdogwmb7SMJkLn7kweZbKJGESAAAAwNEdKEx20lRjM9d2+XNdI1WVNoOlMgkAAAAAezpQmBzDYidNvVCZ7Bqpq1rahX7TyuTajXeOWpn01ohWWhxZEgAAAMCBHS9MBtXH8G9dU0tVt9mKJJVJAAAAANjXIcJkdIOdv520tRJ1a+raVyrDO7hyzSQAAAAAfNYhwuTYtFWp6ZrJWwWya26PDAlf3M0VAAAAAD7nGGHyRa+zVCZ5ziQAAACAoztVmBSZKpNbX0esTAIAAADA0Z0qTI7BMPdvGBzTfwEAAAAA9zlVmBTJB0kRuTVpJVACAAAAwPNOFSapTAIAAADAPk4VJkWoTAIAAADAHk4VJqlMAgAAAMA+ThUmRahMAgAAAMAeDhImO2mbWiqlRCklVd1Id1d3KpOv5IyItuvdlZpexuU/Z7WW8VGZ3mpRSi1+9oGpFKOUqLUJfaFx+uevaR43DEWsmYajjRG90/T/Fv7rKvryR9Sfi+ivn9vf3fWPqD/9S3/9iP+63N6ry9fQsxWtrfB0VgAAgH0cIkx2TSVV097et00lVdNt7k5lckdeRGspn7A7IypJjt7qF4ZJEREn5mVhzInVWozNT6C3WvSQGp2ZQnEYmEu81WKCD3tnZ2HSaiPPLKJn+/+o72sUIOX7KuZ7euuuF7E/UQ9ixiA5fsa88gcLAAAArDlEmExfS2Gx1J3K5JPcVG3MZbS0IqmUiNL5QVk9P6nvw5QVPVb1ZsHHiwsqd0pbMWFY806MniqCxqVhstD/Bt5ZMdqIdcs9ZQOLn+bLOOnDdFK57AOpywfxoP/wFY3H2Xj+w+C7pf9o+SnRZnsVb7kyq0RbX+y+xSws/nyJvn4vd8+ESaqTAAAA+zlQmOykqcZmrO0D3alMvoq3K81ch8rkOidGzStkfeAwMuY0Z3QUNJzRYsIQ552YWxhzYvTU7y04BhO63v99nDV92Mr0u1j98la0Gqqv4f+nD/TzHIa5ZPjrlUUffT43HWv9W2PikOWdGHOcZrbZMBmExU1hUh5f5wAAALjPgcLk8Oo6aeqVyuRKdyqTr/F0mPRWtDKz6tCsmaszQZgsNFmNPhuM59ZPqcnrcI3l7LUS3oZAmI52tSmld0NYLAca78zsms/VMOltXFnMVH8X+1+oXK7Of9T7hyqTd4fJfFUcAAAAr3e8MPn3r/ztGqmq5u7uIhVrK+UAACAASURBVFQmX+GTYXIxdmwMk68qSD1UmZQhICotWidV0vxYZhXc5TA5VNyCYeauQV3t/+A3+3HXP9E1ksVmrknYHBEmAQAA9nGIMNlUldTtWGnspK2VqKApa6k7lcnXemcz1+Uw2Ye08L0frvHr+9nSzHWt/20evmZymD91m8Z+3FFYTsKgeCs6GVB8B1wzhXJvRWtzC7d+uH5yHiYX+pexWfGBU9bPl5joDq6XKFz6r4uoIFym74e+aOYKAACwk0OEybHp6tgsrqrb+NEfpe5UJl/CpDfXGV5j/LA6093kh5VWh8JmkPENasLAFT86Q+k0fGVuwBM9HqTQ/6r1u7n2HzGy1ES0PH99yDHR9GUCtzPxDYqi7Bk+VsSKs3rWnHat//kNirRos3BDoA/xX9foESCxH3HX6ZEg+vo1n3ZuwAMAALCbY4TJF72oTB5I5tEgwLvxaBAAAID9nCpMilCZPJJ7nsEIPI2qJAAAwK5OFSapTAIAAADAPk4VJkWoTAIAAADAHk4VJqlMAgAAAMA+ThUmRahMAgAAAMAeThUmqUwCAAAAwD5OFSZFpuC49UWgBAAAAID7HSRMdtI2tVTDw9SrupEu+7lWaqVE1e1qZfK///6T//3vf8XX2PQVCW9FKyWa53oAAAAAWHCIMNk1lVTNFBDbppKq6WaBs6kqadpGqoUwKTJVJreGSSqTc95qgiQAAACAVYcIk+krFybbupK6/St/u+UwSWXyNQiTAAAAAEoOFCY7aaqxmWscFrummv62EiZFqEy+AmESAAAAQMmBwuTw6jpp6rgy2dZ9yAxf82aw88rk2o13qEzmeWtEKy2OLAkAAABgxfHC5Fh9rJrlblQm34rKJAAAAICSQ4TJpqqkbsdKY9dXIhcCI9dMvh9hEgAAAEDJIcLk2LT11oS1brOPBgmbu+aauYpQmXwFwiQAAACAkmOEyRe9qEy+CM+ZBAAAAFBwqjApMlUmt76oTAIAAADA/U4VJsdgmPs3DI7pvwAAAACA+5wqTIrkg6SI3Jq0EigBAAAA4HmnCpNUJgEAAABgH6cKkyJUJgEAAABgD6cKk1QmAQAAAGAfpwqTIlQmz8R/adFfPJ4E+AT2PwAAUHKQMNlJ29RSKSVKKanqRrqwe9fcuvWvWloqkyfnxPwxkjuV9V9azPd9Q/NfWtQflXlpsT/PT+27h/9K7qqj6bt3WT4/fkVI+aBt+8/y/gcAADA6RJjsmkqqpr29b5tKqqaLw2TdFocjQmXyLHJVEf9txX774WTY397fOzx3VbeTaXt5XZh85/Bf5seKvhAS/kX37D9UJQEAwBaHCJPp69EwSWXyLFaqkj9OzEWJulhxD4a0MOzd/FjRQ7XOfIvIt3m4spgd/vB39aevyrkv04/vYsSNH/i2/byNFcOvW5db5VNfzW06o377T4kNqo76qkVf7Gz80SvoLuOyvfVvo3VQnP6S2zKdVya3zd8yexnW1Vfcf7juytOfLL+LTcYfLJ+LEfdlonkpDr+wfEvrr9y9bNv+Q1USAABsc6Aw2UlTjc1ck+CYNnOtamk7KpNntVYV8V9a1MU+VfFbCnt9oByaAIb/f9XwRYZApUVfnfgfEfkZ/hURER/8fz6cft7NLQS4a7yc+uXmbiHAf5s4LI7zuBBA7DUJED9OzDX57Or0b7O0fkvzV2IvQ0ALlqdNA+nK9M+2qR8n5jIFPnvRUyXvx/fjS6dvbfiF5Vtaf5vWb8GW/YeqJAAA2OpAYXIMjp00dVKZnH0mX6mkMnkGfVVkqSLlvoZq0Y+LKnd3jWEt7P24obL1hrAqIvJtlk/Uf2xcubrMw2Q03NmwkspXEMzCcWTDZFCZjV/zMPZs0FgLk+vzty4XkDYP88eKvs63J3cdhplbbrlhrQ2/uHxL62/D+i0o7z/r+x8AAEDoeGFyDItVs/KZVupMdxEqk7/dHlWRtbDnx8rSpb+u7NXDXw5ITswfHV3Dlgahu8LWjxf/dU9lsq/CFREm14e1tn7vqSIurb+t3R9EVRIAANzjEGGyqSqp27ES2UlbK1FB5bGp5jfoUVQmT8jvUhVZCntxM8u+CvTIifVDYXK8Mc4Qhvxw/eQ9YdImAdh/m3lAWmnm2jcrLSz9Q4fJbc1cl4a5qZnr2H2lmevS8EvLt7T+Nq3fp+yz/wEAgPM4RJgcm7YqNV0z2UWfSbsnjw6hMnkKb6+KBDeASZsYho/2iG/Ac0egXBl+X3mcN3OcXRMZ3JzFfelbc9st02cvRkz42I+kGaS9ZJpZRmHEx48NuQzX/m2c/nX5/sdl9Irl31/TmNwk5zb/W6b//hvwTNO2bfjLy3fL+lvv/iyqkgAA4F7HCJMvelGZ/M388R6jgV9l7+3HnSp8sf8BAID7nSpMilCZBP5FUdX1xdcRLo1n/mgPAACAf8upwiSVSQAAAADYx6nCpAiVSQAAAADYw6nCJJVJAAAAANjHqcKkCJVJAAAAANjDqcIklUkAAAAA2MepwqQIlUkAAAAA2MNBwmQnbVNLpZQopaSqG+kyn+vaRqqq/4yq5p+hMvl7eatFKSXGlT+7jROjlCj9vsdEhMbpn7+02M3Pj/BizTQcbYzonab/CPzPt7ivq+jLH9Ff8QMP3fWPqD/9S3/9iP+63N6ry9eHphgAAODfdogw2TWVVE17e982lVRNl3ymlrpppeuoTJ6Vt/qFYVJExIl5WRhzYrUWY/MT6K0WPaRGZ6ZQbPX2MOmtFhN82Ds7C5NWG3lmET3b/y6+r7MwKSLirhex0Z+/xRAkAQAAPuYQYTJ9zcJk10hdt8X+qEz+bn2YsqLHqt4s+HhxQeVOaSsmDGveidFTRdC4NEwW+t8yjc6K0UasW+4pDJPBzN3myzgRcWZWuewDqZPskIP+w1c0Hmfj+Q+D75b+o+WnRBubn5bs5C1VZtUtZG/2VJj0YrUSpYysrCIAAAC8wIHCZCdNNTZzTYJjW0tVN1LfmrjW0mYqlCJUJn+zPpBMIcAZHQURZ7SYMCF4J+YWxpwYHQaIITgGYXK9//s4a/qwlek3Gyb7GRSthupr+P/pA/08h2EuGf56ZdFHn89Nx1r/1pg4PHonxnygmS1hEgAA4Fc4UJgcq5CdNHVcmeyaqg+Zt7910jRcM3k2s2auzgRhstBkNfrsbYBBM9FSk9fhGsvZayW8DYEwHe1imBQR8W4Ii+UQ652ZXfO5Gia9jSuL+o4wuVC5XJ3/qPejVCYBAACwl+OFyb99s9aqauIwGbz/+/evtHUlTVKdFKEy+ZttCZOLsWRjmHxVseqhyqQMAVFp0TqpkubHIiYJc8thcqiyBsPMXYO62v9RbvazNUz+fIkmTAIAAHzMIcJkU1VSt1PVsa2VqKipa98E9vaZrpWau7meznqY7ENa+N4P1/j1/Wxp5rrW/8ZpfPSayWH+1G0a+3FHYTkJg+Kt6GRA4Q19vDWi1dA01VvR2tzCrR+un5yHyYX+ZWxWfIDb8yyESf91EXX9XnwvItO1qK+9kxMAAAAyDhEmx6atY7O4qm7njwbpWq6ZPLGwmWR8g5owcMWPzlA6DV+ZG/BEjwcp9L9q/W6u/UfMYhPR8vz1YdJE0zevInpn4hsURdkzfKyIFWf1rDntWv/zGxRp0WbhhkBvED7+I//Yjx9x1+mRIPr6NZs2Z/rlzuWSAAAA73eMMPmiF5VJ4F/mH76hEgAAAO53qjApQmUSAAAAAPZwqjBJZRIAAAAA9nGqMClCZRIAAAAA9nCqMEllEgAAAAD2caowKUJlEgAAAAD2cKowSWUSAAAAAPZxqjApQmUSAAAAAPZwkDDZSdvUUg0PS6/qRrqge1Op5GHwSqqmozJ5Us6IaLveXanpZVz+c1Zvf+agt1qUUovDisevRPMww4/ZtvydGKVErW1IO3JmOnZp62/bm4qm0Ys109+1MaLHbs7MjoFKG3FbNkNvRd/6M9Jv4sPyUUrU7dmcXlw0fivO6mCfmHf343TrcDi3mY7mz3snzhrRemH9eStaj8MEAAC/wSHCZNdUUjXt7X3bVFFYbKpa2tnn52FShMrk6XkRraV8wumMqEwytHo8mc4MOjpx/tc4sVqLsWdaAE7MQcKkiIgz6Y8b8fR5q8UEH/DOTmFS5tund+aOsNyPK95vvFhtbn/rpy/4hO9D4jhOZ5Ro46bPWy1qHOYQWHUwgc5o0bn9zZnFHwOc2faDDgAAOIZDhMn0lYbJ9JWGSyqTJ+GmamPuHDmtSColonR+UOFJsIgk1ZnpFZ2cWy3GBp9LT4SD6lD+ZDitLOkoDJTFlR+lrZioupoMX9u4yqSNGD1Un5zp52MlPGenwFkx2ojNlrw+PH2l5e/dMPy+Smbc9jAZVQqT16ySmOm+bfLLYVJbt/hDSS5M6juSlzPJjyVhqPN2fVjeZrflW/jzVrSx0481w/CyP96shEmqkwAA/C4HCpPdrTlrVbfLn+uaxe4iVCbPwNuVZq5DZXKdE6PyIaVUmVRqajrojM6e9PYn/Ut/n8LAfZWj8WQ/rAw5MUHTwVmzXR9Um7wVPXzWW3Obj1mA2Dot1vTNGIPxHWX68svfiYmafQ7B9xdVJsdp1rcfI+LlPw+025txDwOYVQ5v/a8FPFne5m/9jcMe3o/r9e4wKfE2BQAAju1AYXIMi5009XJlsmsqqdt8v1Qmz+HpMOmtaGWy1Y27mrkunPQunlhLWBlTfRO/zSfFhSraQuXoFgjCylHQxHeap/AaufC1UhkMAuD7p2+77PLPrauFatrSMD9dmZxNU/JjxGxZeZdUhstugT9dNq8Kk+LFaHUb9v1hMtOqAAAAHNbxwuRYfayaheplvokrlcnz+L1hMvyQ7ytwT13TFo10t7AmkqtMHmf63hEm9zALk8XpiyvsuWV19/IbltM8mBamZVMz143XKBMmAQA4jUOEyaaqpG7HSmQnba1E5ZqyrjRxpTJ5Hu9t5jqd0HtrotD5bJi0Om4Gev81bXGVyw/XAI6DKDYjfUFYW7tm8gjTN/bzG5u5equjm0LF74fmnVEz4jigZSuTG+9AHPQkRvc3xpktwbRZ91D53HwDnpeESZq5AgDwmxwiTI5NW2+P/ajb6NEg42utiSuVyd/PpDfXGV7jyajVme4mP6yl6oYfb/ySPFohbMZonGRu9lJuJmq1ERPdoOaeZq4i6Q1slE7CRekGN0r14WSY9rB5ZjlwbLmb62enr9hMN3cDnuDRFJ+39GgNkTFEzbafW+fMo0HuaGIbTcVKZb3/gWUaf7p+s9Mf3dwqqEQn6yh8PMr8sSi3CeAGPAAA/CLHCJMvelGZxM3Co0EAHBePBgEA4Hc5VZgUoTKJyazZJYDjoioJAMCvc6owSWUSAAAAAPZxqjApQmUSBxRdP3bn4zn+BSyf57D8AADAh5wqTFKZBAAAAIB9nCpMilCZBAAAAIA9nCpMUpkEAAAAgH2cKkyKTMFx64tACQAAAAD3O0iY7KRtaqmGG0ZUdSNd2r2ubjeUqOp2tTL533//yf/+97/ia2z6ioMZbijyyAPZAQAAAOzjEGGyayqpmikgtk0lVdNF3ev0fbtemdwaJqlMHo+3miAJAAAAHNwhwmT6yobJIDx2SXcqk+dCmAQAAACO70BhspOmWmrG2kpdVVJVSqqqlnrWDJbK5JkQJgEAAIDjO1CYHF5dJ02dVB67JqlM1tJ0837TyuTajXeoTB6Tt0a00uLIkgAAAMChHS9MDuGxqprb+7au4vDY1tlmriJUJs+AyiQAAABwfIcIk01VSd2O4bCTtlaigqau/TWTXfyeayZPizAJAAAAHN8hwuTYtDV89EcXfWbePTccESqTZ0CYBAAAAI7vGGHyRS8qkyfBcyYBAACAwztVmBSZKpNbX1QmAQAAAOB+pwqTYzDM/RsGx/RfAAAAAMB9ThUmRfJBUkRuTVoJlAAAAADwvFOFSSqTAAAAALCPU4VJESqTAAAAALCHU4VJKpMAAAAAsI9ThUkRKpMAjuhHvvRFvnjaDQAAOJGDhMlO2qaWSilRSklVN9Iln2nrStStezvrTmUSTxmebanClzbi/NhZx91un7H9B5zJdJv6d2b6u7Y+Ht44DPFijRath88ZK9Zo2fq4TavT6dNigp69d+KsEa23PcPT6mTc7ip/1B/5Y77lx17kj/ojF/sjIiLf5k/fbfjb2P2P+iN/9NcwgB/5MtPfL+Yql7HbOOzwpa/yvWXe/Zdcbv1d5bufIrne/jaGuB/5jsb/Jd/2Ilc3Dmje/Wecbh0OJ1kewzz8+G/5tle56Gm5hH7sJfv3zVaWf78crGhthbwKAAD2cogw2TWVVE07Bcemkqrpps+0taiqka4b3nettC2VSbyYM6KMm957K1obcbe3Og5hw8m7BN2j3p0JgqKImwVDJybpblw4fC8mDXTrMyBGTdM7htNZ/86Uw2S6LERuoe1if27B5hp85Nuklbdvud6CZB+mrkH4+XFfU5gcuwfD+3HXIIiW9OOKo9qPfOnr7W/99IXhqw+J4zi/zR+5mO/p8/Yif8ZhjvNuvqP5vegxvAbcdSE0/shVZT6/VWH5i/Q/WqSrDQAA4F0OESbTVxomu6aSOgqPrdRVQ2USr5UJUGGAnP4fh8Dws2mY1MEfVsNkEkwfnIEkTM6naZiQYpi0OhNKhjBzdTKEmTg8bgmTF/stS7W5XJgMw1vJt4n7j0Kd/1oflo+D7TTMYX79l1zMl3yN4XEY3tddYXK5OnmrNJrrVGVNh11Y/v1nStVJP1Swp6o5AADAow4UJjtpqqkZa9Qtqkx20jaVKFVLS2USr5SrxgV/yzdNncybwsbhcTVMbqkWlmdgXpnMVTaL45qH0t63XMcA47/kklTZSmFybEZ6CZuRBp+PmsaqTLPSkiQwRtOzEvDGcWe7j/2Nwx7ej8H13jDZL8N8dfLHXqKmvd8mnab15T+MXIxaq2YTJgEAwOscKEyOTVg7aeqkmetQnVTBNZV1NQ+TVCbxlA1h8p7KpHgXNVPdHiadmDCUbm63mPSnkmazwTythklvRStz97V35TAZS5uxppVJ8d9yvfOmNbeb3KSVxleFSfmRq/5zG/b9YXK9OrlYWb1DtqoMAADwBscLk3//yt+ukSrTjHV65Zu5ilCZxBM2N3PNyzUpDf82C5Nh01Zvoyax0yQ9c83k0sd2CpMLTUeDPqIq3SxMLfxt1RDA5sG0MC2bmrnO64CPhMlxvtNPECYBAMBvc4gw2VSV1O1YieykrZWopKlrd/t/J21dSZO5AQ+VSTxldgMeJ2btBjwiYpPus8qkmk7svdXR8NP3VmuxSSXxnru5vixMbh1O4sde5E8QuOL3QxNNF94AJw5o2cpk5iYzhamQq+5vjJPGsFmz0aHyufkGPC8Lk/nq5GvCZKGZ63jXYdImAAB4gUOEybFp6+KjP9pmemxIVUvb5YcjQmUSD3r00SBj6Mo9GkSlj+Dw4sw0HG3SG6X0d18tNlNdED8aZB4owseTrF37OQ7r/ryx9GgNkTFMXs0lfvTHbeIyjwZJH32xdSpWHsHxY+Mb3EThdmn6o0ePhNcsxo8jCR+PMn8sSiquTobXi0432HlgGRRuwNNvA/dXnQEAAHKOESZf9KIyCbxI7vpRvNTTz53MWH80iC/cnAcAAOA+pwqTIlQmgVfJ3gkWx1V8LAgAAMBrnSpMUpkEAAAAgH2cKkyKUJnECeWu58xdt3lW0fWJuVf+uY0AAAB4r1OFSSqTAAAAALCPU4VJESqTAAAAALCHU4VJKpMAAAAAsI9ThUkRKpN4Hf+lRX9xb0wAr8fxBQBwBgcLk63USomq21m3rqmlqpQoVUnVdFQm8WZOzJ/8w939lxZz5x1f3FWJ+tO/9JcX/6Vv79XFPjh9j/a7v3F+711uR9KvQy0vfjTk7/Ftom149/7f6JXb57bjw/LxBQCA3+RAYbKTpqqkaRup0jDZ1nGAbGupWyqTeJ9c1cB/W7HffjhZ9Lf3W7lrGkScmKfC4P3928t77/y6NvxHQvjR2MtzYfLZ5f/p/kWer6h9siL3zu3znuMDVUkAwFkcJky2ddUHxG4eJtu6kqYLPp/5DJVJvM5KVfLHibn0FUF3Z6hYC5P2MlS9vozoW8XSxJ8fx/2n/6z5TsLkt427fwWnzT92Gm7wik6eo+Er0Ve7vXKyYfj+S4v5stH8RSf2T4x/0/JbWz79FIq7xhVjk4THMUymlWVfmv4ty3/Npv692GD69cVOy3dL/8XlM4zlXWFyZfmNy1tfzfL2I0H/FyPuy0xV0Fdsn1vmbdPxgaokAOA8DhEmu6aawuHWMFk1VCbxFmsny/5Li7rYhypUpcqkvQwn0LfP+KCS4sRcTHCCOgSfqDLpg377ZplpWFmrzNhrcoL748RcX1f57APBNA/uGi/nZ8e/vvz692vLx137ilI0/j/5MOm+jOhofWyb/ndWFmfb5E+/ffnoM2vjL28/Iu8Lk6Xl1+97K9vPRU+VwB/fbw/JeJ7ZPrfOW+n4QFUSAHAmhwiTbT1/EHvYrHVrmKQyief1VYOlE073NVR7ftxi5WZxyMUwOT8BvTW9+zbzE9AfKzoMkz82ruxc7giTC5UbtbIscu5qRhjO0wvGv7r8hnEsL59tTYbtpe9PXV0SfLZN/9vC5I8VfZ13Sbe51fFv2H5E3hQmNyy/4vaTrr/MPvPw9rlR+fiwfnwBAOC3OUSYjF7ZyqSKr5FcaOYqQmUSz3ln1WAWJpMT4OfC5FBFCypruWvAlk+mn71+szT80sn68+NfD5Ol5TOv4uXHocRch6pk1GVrGD1qmNy2/Yx/f31lsrz8fkOYLKEqCQA4m18RJv92jdRJpTJ3Ax4qk3iOf2vVwH9pUcEJf/r+qWauP1b0xdz69cP1b/MwOYUL/2VEB9du9c36npv7teGXTtafHf/q8tuwfNw1bhY5Xv8WfuY2f9/zQLll+teWz7Z5XO5/WzPXhf43bj99f+9p5lpafqXtJ5r/xWauj2+fz3vv8QUAgE84VJgMm7umj//omnqxG5VJvML7qwbxDV7SG8z013wlNxEp3YAneDxIeFMYfbXivvTsURb+O7mBSVTJS29Ao0WnzTlLc7gw/HDaxkrr/DERz42/tPzKyye+gY26xJW68NEg6aNetk7/+vJ/fPnmpj+6Ac+G/teXz7CtPdwMeUv/y8tv2/YzvwHP/I7Mz2yfz6EqCQA4o0OFyWdfVCbxOP/0Yx+e9enx/3YsP4TcocLb548vAAC8w6nCpAiVSfxONrjxiXrBtYv/GpYfROLt4K5H2wAAgIecKkxSmQQAAACAfZwqTIpQmQQAAACAPZwqTFKZBAAAAIB9nCpMilCZBAAAAIA9nCpMUpkEAAAAgH2cKkyKUJkEAAAAgD0cLEy2Uislqm6jv3ddK21TS1UpqZqOyiQOwIlRSpT+9x5D4YwSbR9/6IK3WpRSopSWeDBenBm7KdHGirNajBMRb0UPf7+9tBG3tf+N86XScQw9j93G+Z7mYfrMtnlO52HafqxOu2sxTyznR/ivq+jLH1F/LqK/7nsoor38EfUn87p+i7tO7/XXj/ivy9T98jUMYdin1HPb18c4M217j0z/s/2/0bj9bt2Xjj/+fY/fi/v/7Bi4INg2xuPGkbaQT28fAD7rQGGyk6aqpGkbqZIweXu19WqYFKEyiT05MbuFSSdWazH2939be6uzJ8vOaLE++Lv3YnVwguJMHNy8Fa2NuK39v2D6wvH149++/mfDnfXvxKhg+OLFmo0nm+Ewb2H6zhn/vsYB8vsq5vu+QdjLVaKx/nyJvvYDcdeL2Ciffou5BcnJ0vLfNP5w/Xygf5Hnpv8V/T9jbf79HT/MvMPrx//K4/f68Tlcp85MxySr79u/3b3Hgxc78vYB4HMOEybbupK6/St/u8fDJJVJPKqvCmmx1kwVMG3iL27vxOigauSSk5Goe18ZG3sPq17a+viX5nsCibNitBHrMmcUK+PfNH8lK5WT8ZdpbeLh584tsifL3pbDTxomw2Ft6X+j1bBrzTSeh8Pk0klsGibvP0FzRg3VTH935WIW9oIgKD9foodKovkWke/rUFmM+xnDpP+aVzbfGiZzletZpaQP57dtWNv4h4FS/87G+/+G4PCIxf5X9u9t+1/QvzbirJn25Q3z760WY21x/16ap3xlbnsVtjz+uGWC0lZMGNZKx+9S/1umce34PAjDZDBzt/kyToJjbTz+1TD5K7YPP3wXpa1KAPxmhwiTXVNNAfKJMClCZRKPs3r4Ar59yfngl1gnJmpWOZx4hM0UjYlP4L0TY6bus5NEZx4OQM6aZFrL41+fv+2WTna91VHTU2eWPzf7uzPlk8pMmLz9bUv/G61XToMTugfC5PoPCJnK5J0ns88sh2yYDMPez5foP5c+TIb/D4RNXXcNk+P4V7bn2bL0fZjw0WfW9gcf7W/ZUCDvC5Nbji9r+5/Vego5Q9U+HU+p8hSGgKX9+11K43dGiwkTindibmGsfPxe7/8+uePzNJ6F1hLeilZhs/75D0lrYfJ3bB+ESeCMDhEm23r+i1c2NFKZxBvlTtxvlaHcSXoYJhZ+uVVJODDaBNXCcHzT9WLL/SeGE45bsCn0vzp/d1gLk3ElJx9sfnuYHNe7f0tlMrlm8q4zrr7ypu8NoOPYS2FSROTne6hQpsGw97HK5Dj+pZPdhcp1enK+Gia9jSs/C02o3xImN+zfq/tfblvN7DN3NWO8Y597WWVycfyFJqul43exyeuTx+doUlaa3ns3rOf8PrwYJn/59gHgdztEmIxeVCbxIU+FyY3X30TDe6JZ5vyX7/L4Dx0mtwSzUjPXF13/VAyTEjTpeuaayfkYZs1c73Fb/sOysEZtujnQbezXP3GlMWzmOo7j+9rfnOdyEfM9T5Ozayaj4W8Iq3LUMDlUqYJwv7Tvsp2OJwAAIABJREFUvKcyWd6/zx4WtoTJxanZePx+1dw8VJkUEe+MKNX/IJT7ISndXqdlwvYB4HNOFSapTOIZzzZz7Zv1lE7e+y/9u5svjmNduSanNP49mrk+HCZv0580M9PBMGc34BnWydb+N9oSJm/XFz0ZJuPl/3yYVMN1UuO2edcm9vMlJqgmumvcjNV/XURdruJ+RPqq4rwp61qY9F8XUUE4Td+H87F8EuqHClF+OYX7lbdGtFpqCSALzVwX+h9u9jTuO364fnLPZq6l/bu0/0Xzv9iMcXn5fToslMaf3mXaD9cQTmGrdPxe63/jND56zaSkzVD7cafLdzlM/pLtY7wWlDv1AKdyqDAZNncNQ2OuGayqGiqTeKn+mpHkJgSzk8/kBg7R9W/pDRy0aONmJ/T9Sf+9X6Zb7ua6Pv7i/BXGv9bMK2zGFt9AIn+znqWTUJ/eIOh2Dc+WR4Os9L9lDjc8GiSaH2c2h8nlZn5hM+S4iev95+nBDWb0sBzu3M781zV7zWP4KI/4BjzT5+JHg+Sawf6Iu07D0devbNhdD2NuNUx6l9xgJBrMyg14NvQfrsPxsTMqvCbv3maQ2flabya/tH9v2//mN1iZ7ZsL83/P/v0O28Yfr1+l40ryluP3av+rNhyf08d7JE1QV+dv1q+KPz9M/9G3j/44al5WAQZwDIcKk8++qEziGY9WC3+Lo8zfJx99gONj+9iHYzljxeu3D//wDY0AHNupwqQIlUk8JqoK7fbsyP0caf6mX7E5sUBoqs4Rct7DLjw6AhBh+wDwmFOFSSqTAAAAALCPU4VJESqTwN0Wbyt/73VfB/Xu+Tv78sNz2D4AACd2qjBJZRIAAAAA9nGqMClCZRIAAAAA9nCqMEllEgAAAAD2caowKUJlEgAAAAD2cLAw2UqtlKi6nf+9Gm9WUEnddFQmAQAAAOCDDhQmO2mqSpq2kSoJk01VSd0OAbLrhvdUJgEAAADgUw4TJtt6CIjdPEymr67Jh0kqkwAAAACwj0OEya6ppgBZCpNdI1XVSJfpJkJlEgAAAAD2cIgw2dbzBzlXuesiu0bqqpZ2YThUJgEAAABgH4cIk7PKY6Yy2TW1VHWbrUhSmQQAAACAff2CMNlJU8d3cOWaSQAAAAD4rEOFybC5662Za9dIpebNYLmbKwAAAAB8zqHC5LMvKpMAAAAAsI9ThUkRKpMAAAAAsIdThUkqkwAAAACwj1OFSREqkwAAAACwh1OFSSqTAAAAALCPU4VJESqTAAAAALCHU4VJKpMAAAAAsI9ThUkRKpN4Hf+lRX/5T08GcEjsHwAA4GBhspVaKVF1m/y9k7appVJKlFJS1Y10VCbxVk7MHyO5U2X/pcV83zc0/6VF/VGZlxb785IJ3o27KkLEG7jrMbaHbdv38v4BAAD+HQcKk500VSVN20iVhMmuqaRqpr+1TSVV01GZxNvkqi7+24r99sPJtr+9v3d47qpuJ+v28vnw8Er2YsR9eiJWHH/6ntsenpm/e7ZvqpIAAEDkQGGyrSup27/yt5uHydlnF8IklUm8xkpV8seJuShRFyvuwZP+MEymf1d/+qqf+zKi/yhRYTj4tv24h4qm+Zpiw1j51Nehv7Tf/lNir1OFVF+16Isd5rf/fD98I+47N34z9ZsGiR87jTd4ba3gbpr+cdnfpt9O6ygYv/kOp3UIZ09On70Mw/qKpy8KfivrZ5hLccHyVxcrJgmPY5iMKtmXYT43zv8j83ebwk3bN1VJAADQO0SY7JpqCpCLYbKTphqbuebDpgiVSTxvreriv7Soi32qgrQUJkVkCEFa9NWJ/xGRn+HffuzB/+fD6afN3EKAu8bz0c+Xu4UA/21EXWz/5seK/jMGGdMHyp9+GOm0ri2fpypjhem31yTA/DgxVxu87+fBfCf/f9H02csQ4IL1EQ9vff30yzKYgx8n5k8+TLovIzpYFiIb5v/J+RPZtn1TlQQAAKNDhMm27kNi+MpVHvuw2UlTU5nEu/RVl6UTcvdl+24/LlN52jiGQphcPFH/sXFl6jIPk9FwZ8NKKlthWPmxQ5Wy709dXX6Y8t4wuTj9C5U3la6rHzd8Lh+GnguT82FG07y6fpyYSxz88uPo+1NXlwTHbfP/bJgsb9/r+wcAAPi3HCJMxmGx3Mz1b9dIVTVUJvFye1RdHguTQxXrO6403hcmAz++r0CGlckjh8mNYcyPld1LUgV8wfSth8nS+umnv7Rl2YsScx2qklGXrWH0vUGPqiQAAAj9ijDZVJXU7ViJ7PpKZiZwUpnEc/wuVZeHwuSPFX0xt2aUfrg+754waZOA5b+N6CE0vi5MToHLfxnRd1xbV5r+vtnr8tqJm8n2Vdh0Op+ZvtVmrhvWT3oX3PH6xPAzt+n7ngfK0vw/O39l++wfAADg9zhUmAybu0bNWIemrbdudZt9NIgIlUk87u1Vl+AGNvMmisNNcFZuoBLelEVfrbgvfWvOGXaLb0AzBRh7MWKiG8AEwWv829Xd+tVf/jZc852fvrSZpf9ObqCz8brSLdM/v4HNcG3p5v4fn75++Wmx30FT4aT/tfUzTr9Npj+sZIaPBhlvxrR1/l8xfyVUJQEAQOpQYfLZF5VJPM6f7jEdeK1/e/tg/wAAAHOnCpMiVCYBvJ4NbqyjNly7CAAA8C84VZikMgkAAAAA+zhVmBShMgkAAAAAezhVmKQyCQAAAAD7OFWYFKEyCQAAAAB7OFWYpDIJAAAAAPs4VZgUmYLj1heBEgAAAADud7Aw2UqtlKi6fah72KT1f//7X/E1Nn0FnFGiVP/S1ou3+vZe6fFREF6smf6ujRE9dnNm+vytPyPu9rx5K3qte3kCk35t9LD6YveCaH6jlxb7y55T70y/Dp9l9TPz7sRE284ReHHR9mvFWS3Gycbtc6X/DcJ97PYaeh67jest2h43jGBx+w2Wv9Xzbdu8aOMex791WZTtu/08vf+Xjn93CLcxpebbV6k7AGBfBwqTnTRVJU3bSJUNi6XucWVya5ikMomRM+mJkxMTnMx5G598emenMDl2D05svDPxyaAz8Ymxt6K1kXvOhebTeF/3Jd7q24m8M9NJ8XOB6njs1uWdrquHxNvPp/XbRrAyvRergwBU2D6L/W8Ubmvp9EX7g4/3r7uHO+vfiVHh+u9/HHrV9p3u/8975fbjxGotxuYn8BX7f/H4t20gorVZ/iGs1B0AsLvDhMm2rqRu/8rfLh8WS92pTOJZW8Kktm7xRCZ3MqXDP2QCytKJ9fZpvK/7tnHkA0JYPXLW9JWs8OTfWTE6rPoEp+1D5UMbM1XAZsEurfzqIQyMVRozDN+Ic7nxT9WR2TLNVd5WKklpSOqrWlqsjac/Go138fy7JAxE3fvK3th7WhmPKj2vCBTexttiztr2uaX/zZOyHCatDfaZh8PkUghLw+RrA2D/Y5Nd3b6jqpq2YsKwVtp+Sv1vmUZnxWgjdqVkmN3/g/3HOAm2z2n8a8e/tHKbVqLDvy1Vlkvd1/avdJzZ4xcA4CGHCJNdU00BMRMWS92pTOIVSmFyPJnT4clKVAhJm4olw8tVu+6sgH0yTA4dRSkt2rh+3r0LloGPlkc6HG911PTNmThUpGE9qmx4K3pYnt6aPlD6fhjptK4F9G2VyXno6PtN17kPhufERM36hhP/sJmlSSoq3okx6Y8V0QJ8WYATZ8o/Wqxtn1v632g1TPpgG34gTK4H8Exl8oWV9378y9t3v62GBwwn5naMKG8/6/3fx1kzO35N41nY/4d9cGoWref798rxbxbcc9tUaZ2vdC/tX+M4l49fAIBHHCJMtvX8F8eq6TZ3X6pMrt14h8okUuUwGUubcc1OlryLKwcnCZOLocLbuDKg52Fy/WQyqSyk15yG16cGFY+Xh0lvRat5U7pc8LiNv3RivFAZVUm4MUETvpc2Mf5FYXJcbv4tlcnkmslHLupbGf/y9l1osloMVqUmr+m85bav2QTffqCJJ2Vl//du2I5X9oXgs+Hx761hctP+tTBOAMBTDhEmo9dK5ZHKJN5pFsSKJ7NxpWMp2CxekybPN3NNx1nqvm0cj4TJoUoSnJzPmr1tOZm8fdj3FcgwjP3mMLnx+rdoeK+8AG9LMCs1c33R9XvFMClBk9FnrpmcjyFbcX6VLWFyceo2bj8v+23hkcqkDD+gKS1az4N46fj33srkxutLCZMA8HKnCpNcM4lneKujk+n4/TwspdeRZX+ZV2s3OBmatt0xjYcNk+ONMcYwMFw/eU+YtMkJanTN6cvCZBhYTDY0vquZa9/ssbQy+pPixarkeK3aA0EzbXY5Vo62bp/F/jfaEiZvVeonw2T848GGMPnE8i1t3+ldhv1wjV/fz5btZ63/jdP46DWTkjZT78edNlNfO/6F68e7vpL4ymaum/avUph8Yv0DwL/qUGEybM6aa8Za6i5CZRLPmD/6IDgVFKO0mOgGGPmbv4QvPSWX1z4aJL2JTKn7Q+NIT8TXhx1eMzU+NkLdrnPUi9M7LiOrzXz5+mTcQ5PLsb/pxh7bmvn58cY9heWfu0up1VqsC5ripv3nbqASXb+X3kBluHYrGXf6o0a8ivJNDLfy6Q2E3H3b52L/G2x5NEi0z9xxN9DlR1tM6z9+NEh+GT66fLds35LcYErp9Mep8vaz2v+q9bu5DjO/uOyK81c6/qXzp404a6LPzB/dEoe6Uvf1/at8/OoXwXP7FwD8iw4VJp99UZkE8BKZJp+ff0xK/ygOmum9C8v338b6B4BHnCpMikyVya0vKpMAcsLwGFVFPvXsyOFaThrgvQnL99/G+geAh5wqTI7BMPdvGBzTfwEAAAAA9zlVmBTJB0kRuTVpJVDicBZva5+/7u9ww8e/je0XAIB/1qnCJJVJAAAAANjHqcKkCJVJAAAAANjDqcIklUkAAAAA2MepwqQIlUkAAAAA2MPBwmQrtVKi6jb+e9dIFd1woZaWyiSAD3r0uZPOvOdZdt47cdaILjwrzzsr+vbweCsvmxJvRS8Mb3zoffqQ+McND6Hf6TEt4/TPXxu3AWfi/l653F9g0/pZWb8AgH/XgcJkJ01VSdM2UuXCZPo3KpMAPsUZUa9LRptZveHOpc4shklvjRjrxD+YCErjd2Y5kHirXxgmRUScmJeFSSdWazE2P4He6tsyDefx3h8UnHnsB4hXWVt/W9bP2voFAPybDhMm27qSul0IjhvDJJVJAHuwOj6pTis7zvQVqCjUBdWpNOyN/WtjpsdghCf+C4/HyJ7YL4VJb8U8mgS2jr9QnTTW5uev/4Q4o6PqnQnDmndi9FQRNC4Nk4X+t8yms2K0EeuWe8oGqmD5GCfBuo7Hvxomo/lTos20HIvbRz/0qX9txFkzbWsb1l95/ciG6qQXq4fHtVDCBIB/wiHCZNdUU1hcCpPhl2BVS9tRmQTwCU5M5tmGs8rOQqgLq1zp35WeTsKdmX/uqcqkM6KNjQPHnSf85fE7MQtNP/tAtDx/zmgx4QT5cFhOTDS9Q3AMwuR6//dxtl9WuQruYnXOW9Fq2AbC/0f9Lk+PNSYOad6JMdP8lbYPq/UUgn0f6u7ZfkrrZ/hrYZkSJgHgX3OIMNnW819Mq6Zb7mehUlmqTOZeAHAXb0UrM6vOvCJMlvp/JkzeqltTqU+sve8auC3jT6u24fiX56/QZDU3T0OVbFP/4zWWs9fK/AyBMB3talNP74bKXj5wLYbJhcphOH2ryy9aFpnug7uauS5sR0vrFwDwbzpEmLy/SWsrddVQmQSwv98cJpPAce81fO8Ok4uTsjFMvqoY9lBlUkS8M6KUFq2TKumt33h5T8ukfP0nYRIAcES/Ikw2VSVVM/2tbar5HV83VCYJkgCet9zMdTz59q6vNL0+TE5hxFuTDbXLN+DxQxAYB3B/ACuPf72Z69r8pXe59cM1hFPYKjVzXet/m4evmZS0GWo/7nQ9LIfJsVnp8sSWll90M6DFZq7L629bmCw0cx2vFSVtAsA/41BhMmzuGjdz7aSpq6lb3UiX6V+EyiSA98tWZ/zKDVAKzSzDR0/EN3BJApJLbsAS3dwlM/y0WpVO452lvLXx9x/I36Bl2/x5sdENdHQc6nI34InmsdD/qvW7ufYfMdl1t2n+Zv3mboKT3kBIizZO/OblN9/+Zjd6Wlh/W7e/0g14+m0w8wMHAOC0DhUmn31RmQSwiw89GuToeHTEcbiFCvhTw1xdv/7hGx4BAH6vU4VJESqTAPZx7zMGT4+H2n+cXXi0yEuwfgEAGacKk1QmAQAAAGAfpwqTIlQmAeAui4+l2PD4DAAA8E87VZikMgkAAAAA+zhVmBShMgkAAAAAezhVmKQyCQAAAAD7OFWYFKEyCQAAAAB7OFiYbKVWSlTdZrt3bSNVNdwUomqkozJ5Os4MD9N+y8BFlOpf6bPcdzXc8OTVz4ADAAAA9nSgMNlJU1XStI1UmTDZNbXUTStdR2Xy7N794HNvPxsm/RseJg4AAADs7TBhsq0rqdu/8rfLhMmukXqhWkll8ny81Y+FSS9idFB9NJJ9wPZamLQm7l/r+4dfnEzCJAAAAE7gEGGya6opQObCZFtLVTdS35q41tJmKpQiVCbP4NEwadNw50WMyQ0/HybHv4/D8E5EBWFy6/BLCJMAAAA4g0OEybaePyi7aroobMZ/66RpuGbytJy5/5pCL6LVVDUMX2kuXatMRpVHLeJuyXL78Fcn0xrRSk/DBQAAAH6pQ4TJtElrWpnsmkpU1SQBtJImqU6KUJk8g0crk0aXP9MPf8M1k77/XFiZ3Dr88vipTAIAAOD3+xVhsr85j5K6HSqTXSs1d3M9rUfDpDPbbqyzFCatlmi83vXXRd47/PL4CZMAAAD4/Q4VJsPmrmEz1ylAcs3kv+CZu7m64AY6Ssc3yTGFZqpW99dAhv2nzVHXhr8VYRIAAABncKgw+eyLyuTv99bnTB4Fz5kEAADACZwqTIpQmQQAAACAPZwqTFKZBAAAAIB9nCpMilCZBAAAAIA9nCpMUpkEAAAAgH2cKkyKUJkEAAAAgD2cKkxSmQQAAACAfZwqTIpQmQTwDj/ypS/yxdNcAAAAbg4WJluplRJVt9Hfm0qJUvGrajoqk5gMz26MthNtxPmxs55tQ/1nbP8BZzLdpv6dmf6urY+HNw5DvFijRevhc8aKNVq2Pk7S6nT6tJigZ++dOGtE623PqLQ6Gbe7yh/1R/6Yb/mxF/mj/sjF/oiIyLf503cb/jZ2/6P+yB/9NQzgR77M9PeLucpl7DYOO3zpq3xvmXf/JZdbf1f57qdIrre/jSHuR76j8X/Jt73I9fZQ0nn3n3G6dTicZHnc5u9brnoa53VYNreh28tteT1kZfn3y8GK1lbIqwAA4Lc4UJjspKkqadpGqlmYrKUN3v8/e3eP3KrPh2FYi6LSXmi1jfMfVqAmW6BJrz4dK0ijDWQm5buA5y0AI/Ht2CGE3NeM5xybb4wdHv+EaKpiNkxKVCb/tOBkXBieRy9rncLtqc1DWHfyrmR4NnlwSVCUwiQYBrnRcBfS+Ue5caBb3wA5M6xvH04n0we3HSbH+0K6hbYX/3kLNq/JKO9uXHl71+staLVhKg1Yn+FtCJP98GR+n+E1CWpb2mWN4pve7OvttXb90vDVhsR+me/un17c+zC+f9G/fp79trv3bHtfbB9epTf7otfwmcw73x7pU69mGP9uG/tfan+0GL9tAAAAZ3WaMFmXhcr6Qx/NNEyOH+NwSWUSkmYDVBogh//nITAddxwmbfLCapgcBdMvbsAoTE7XqVuRzTDp7Uwo6cLMa1AXZvLwuCdMvvh3LdXm5sJkGt62vLtReAuvQ+Uuvq3PK+bBdphnt73xTS/uTW99eOzm92aXw+F4e/rX5qqTt0qjex2qrON5b+z/dpyt6mTsKthD1RwAAOCnnCJMNlUxBMitMLkyXKIy+afNVeOS1+abpg6mTWHz8LgaJvdUC7c3YFqZnKtsbi5rGkpb73rtA0x808uoyrYVJvtmpC9pM9Jk/KxprJlpVrplFBiz9UmD5YzFJqj9dP28u+d9cF0Mk104nc7xfbE6+elfsqa97268Tuv7v1thObNWzSZMAgCA8zhFmKzLfddE9sGzrOfnQ2Xyj9sRJu+pTCqGrJnq/jAZ5NLjeXe7xdF0ZtRsNtmm1TAZvaxxd197tx0mc+NmrJNKXnzX652d1tw6uRlXGp8VJvWpV/vvNu/ZMBnf9LpRsVyqTi5WVu8wW1UGAAA4oVOEyb2Vx/a6yvkmrlQmsb+Z67y5JqXpa5MwmTZtjT5rEjus0iPXTC6NdlCYXGg6mkyRVemWmoWOX1vVBbBpMN1Yl13NXKfxcBwmP/1rdt3lvHa7x+MQJgEAwF/zu8LkRhNYKpN/3KQDniC31gGPJD8aPqlMmuHEPnqbzX/83FsrP6ok3tOb69PC5N75jHz6F/1LAlf+vGuiGdIOcPKANluZnOlkZmMt9GrbjnHGMWzSbLSrfO7ugGc1TLY91WYdDK0E4bnq5HPC5EYz177XYdImAAA4gVOFybS561wz17UmrlQm/7iv3hqkD11ztwYx41twRAU3zMe6cUcpbe+rm81UF+S3BpkGivT2JGvXfvbzuj9vLN1aQ+rD5Kt7yW/9cVu5mVuDjG99sXctVm7B8enzDm6ycLu0/tmtR9JrFpPbkWTPh8dyEM6rk+n1okMHO1/YBxsd8LTHwP1VZwAAgO9wqjD56IPKJNCZu34UT/XwfSdnrN8aJG50zgMAAHCsS4VJicok0JvtCRbntXlbEAAAgHO5VJikMgkAAAAAx7hUmJSoTOKE5q7nnLtu86oWrkf8l16z+NPrCAAAgLtdKkxSmQQAAACAY1wqTEpUJgEAAADgCJcKk1QmAQAAAOAYlwqTEpVJAAAAADjCycJkrdIYmbIevd6oLotbhyXFZDiVSQDH+uqtV4Izst9wz5YYg4J3snZ9/jF4Wdt1/vTMW5Gs3Nokeitj1u6hea8g163/Efr1nz52HgPB5dOd7BYwu94fbl0DAJhxojDZqCoKVXU1CYtNVaismvx5TWUSwA8JTuZ5yWg3b3f0/BvcYpiM3sn5oPjFRLC1/OCWA0n09olhUpKC3NPCZJC3Vs7Pr2D09rZP02289weF4H723q9r79+e92ft/QUA/E2nCZN12QXEZiFM1vnzIgmXVCYBHMnb/KR6XNkJrq1AZaEuqU6Nw14/vXVuuI1MeuK/cHuZ2RP7pTAZvdxXk8De5W9UJ53389vXjqHgbFa9c2lYi0HODhVBF8ZhcmP6PZsZvJx18mF5otlAlewfF5S81/nyV8Nktn1G1g37cfP4aOc+TG+dgnfDsbbj/dt+f7SjOhnlbXe7I0qYAPAnnCJMNlUxBMiZMPnxUassChWFUVGUKstKzcx8JCqTAL5bkJu5N+iksrMQ6tIq1/h1Y4eT8OCm4z1UmQxO1vk8cNx5wr+9/CC30PSzDUTL2xeclUtXKKbzCnLZ+nbBMQmT69PfJ/h2X81VcBerc9HLmu4YSP+fTbu8Pt65PKTFIOeG7ds6Pry1QwiObai75/jZen+6Vzf2KWESAP6aU4TJupz+YppVHptqVJksVTXT+VCZBPDtopc1blKdeUaY3Jr+kTB5q24NpT55f981cHuWP67apstf3r6NJqtz29RVyXZN319jOXmsbE8XCMeLXW3qGUNX2ZsPXIthcqFymK7f6v7L9sXM8M5dzVwXjqOl9xcA8DedIkxmj5nKZF0WeXisy9lmrhKVSQDf7DeHyVHguPcavu8Ok4ursjNMPqsY9qXKpKQYnIyxsnZUJb1Nm+/vYZ9sX/9JmAQAnNGvCJPtNZNN/pxrJgH8iOVmrv3Jdwxtpen5YXIII9G72VC73AFP7IJAP4P7A9j28tebua5t37iX29hdQziEra1mrmvT7/PlayY1bobaLnv8PiyHyb5Z6fLKbu2/rDOgxWauy+/fvjC50cy1v1aUtAkAf8apwmTa3DWvPDaqdtwaRKIyCeD7zVZn4koHKBvNLNNbT+QduIwCUhh1wJJ17jIz/3G1aryOd5by1pbfjjDfQcu+7YvyWQc6Ng91cx3wZNu4Mf2q9d5c21Hc7Hu3a/sm0851gjPuQMjKuqC4e/9Nj79JR08L79/e42+rA572GJz5gQMAcFmnCpOPPqhMAjjED90a5Oy4dcR5hIUK+EPzXH1/45c7PAIA/F6XCpMSlUkAx7j3HoOXx03tf5xfuLXIU/D+AgBmXCpMUpkEAAAAgGNcKkxKVCYB4C6Lt6XYcfsMAADwp10qTFKZBAAAAIBjXCpMSlQmAQAAAOAIlwqTVCYBAAAA4BiXCpMSlUkAAAAAOMLJwmSt0hiZsp4Mq8vi1iFEUdZqqExeUnDdzbS/ZeaSMe1jfC/3Q3Udnjz7HnAAAADAkU4UJhtVRaGqrlSMw2RdyhSVmqZ73tSqayqTV/XdNz6P/mfDZPyGm4kDAAAARztNmKzLQmX9oY9mGiabqhuWVjCLisrkRUVvvxYmo+RsUn10mr3B9lqY9C6f3tr757+5moRJAAAAXMApwmRTFUOAnAmTeWWyUV0VMqZUTWXykr4aJv043EXJubn5z4fJ/vV+HjFIJgmTe+e/hTAJAACAKzhFmKzL6Y2yi6qZBM7hmslKZTENk1QmLyK4+68pjJI1Q9UwfYxz6VplMqs8WinckuX++a+upneyxg7zBQAAAH6pU4TJ7DFXmZw85pu5SlQmr+CrlUlnt8dp57/jmsnYjpdWJvfOf3v5VCYBAADw+/2aMNnc/t+oLgtVMx3wUJm8hq+GyeD2dayzFCa9VbbcGNrrIu+d//byCZMAAAD4/U4VJtPmrlkz17pS0b9elKqb+eklKpNX8EhvriHpQMfYvJMct9FM1dv2Gsh0+nFz1LX570WYBAAAwBWcKkw++qAy+ft9630XLX1RAAAgAElEQVQmz4L7TAIAAOACLhUmJSqTAAAAAHCES4VJKpMAAAAAcIxLhUmJyiQAAAAAHOFSYZLKJAAAAAAc41JhUqIyCQAAAABHuFSYpDIJAAAAAMe4VJiUqEwC+A6ferMveuNuLgAAADfnCJNNpcIYmdujVD0ap6lKFYWRMYWKqqEyiVx370aTPqxTiP1gmw+7jePbEYKbGTZMH9zwuvUxn18/D0V5Z2VtN57z8s5q7+0kvR2vn5VLJo4xKHgna/fdo9Lb0bLDq/6Zf/rn3vXpX/TP/NOL/5Qkvbt/7bDutX74P/NP/+xbN4NPvbnh9Rf3qpd+WD/v9GFf9b5n2+ObXm7Tveq9XSO93l7rQ9yn3rPlv+ndv+j1dlPS6fDPfr1tOp/R/rht37te7bDM127f3ObuX27760tW9n+7H7ys9SKvAgCA3+I8YbKsl4fXZR4g61JlTWUSI8HJuDA8j17WOoXbU5uHsO7kXcnwbPLgkqAohUkwDHKj4S6k849y40C3vgFyZljfPpxOpg9uO0yO94V0C20v/vMWbF6TUd7duPL2rtdb0GrDVBqwPsPbECb74cn8PsNrEtS2tMsaxTe92dfba+36peGrDYn9Mt/dP72492F8/6J//Tz7bXfv2fa+2D68Sm/2Ra/hM5l3vj3Sp17NMP7dNva/1P5oMX7bAAAAzupXhMm6LFQ12+NTmfzjZgJUGiCH/+chMB13HCZt8sJqmBwF0y9uwChMTtepW5HNMOntTCjpwsxrUBdm8vC4J0y++Hct1ebmwmQa3ra8u1F4C69D5S6+rc8r5sF2mGe3vfFNL+5Nb3147Ob3ZpfD4Xh7+tfmqpO3SqN7Haqs43lv7P92nK3qZOwq2EPVHAAA4KecJ0ymzfuKUnUSHmfDZFFRmURurhqXvDbfNHUwbQqbh8fVMLmnWri9AdPK5Fxlc3NZ01DaetdrH2Dim15GVbatMNk3I31Jm5Em42dNY81Ms9Ito8CYrU8aLGcsNkHtp+vn3T3vg+timOzC6XSO74vVyU//kjXtfXfjdVrf/90Ky5m1ajZhEgAAnMc5wuRGpXJvmKQy+cftCJP3VCYVQ9ZMdX+YDHJpKN3dbnE0nRk1m022aTVMRi9r3N3X3m2Hydy4Geukkhff9XpnpzW3Tm7GlcZnhUl96tX+u817NkzGN71uVCyXqpOLldU7zFaVAQAATuicYfKjVpmExbo0+TWSC81cJSqTf9ruZq7z5pqUpq9NwmTatDX6rEnssEqPXDO5NNpBYXKh6WgyRValW2oWOn5tVRfApsF0Y112NXOdxsNxmPz0r9l1l/Pa7R6PQ5gEAAB/zSnCZFUUKqqkElkVMmlYbCqVSQc8dVnMdsBDZfKPm3TAE+TWOuCR5EfDJ5VJM5zYR2+z+Y+fe2vlR5XEe3pzfVqY3DufkU//on9J4Mqfd000Q9oBTh7QZiuTM53MbKyFXm3bMc44hk2ajXaVz90d8KyGyban2qyDoZUgPFedfE6Y3Gjm2vc6TNoEAAAncIow+fHRqCqLW/O+oqzUjMZpqnIYvnBrEInK5J/11VuD9KFr7tYgZnwLjqjghvlYN+4ope19dbOZ6oL81iDTQJHenmTt2s9+XvfnjaVba0h9mHx1L/mtP24rN3NrkPGtL/auxcotOD593sFNFm6X1j+79Uh6zWJyO5Ls+fBYDsJ5dTK9XnToYOcL+2CjA572GLi/6gwAAPAdThImn/OgMgl05q4fxVM9fN/JGeu3BokbnfMAAAAc61JhUqIyCfRme4LFeW3eFgQAAOBcLhUmqUwCAAAAwDEuFSYlKpM4obnrOeeu27yqhesR/6XXLP70OgIAAOBulwqTVCYBAAAA4BiXCpMSlUkAAAAAOMKlwiSVSQAAAAA4xqXCpERlEs8T36zsG31rAng+vl8AAFdwjjDZVCqyDklK1cnwpqlVV6WKwqioGiqTOECQ+zd/c/j4ZuXu7DEmvBqZf+3DvkXFN3t7bl78F9fvq9Mer9/ee/fbmbTvodWTby35e7y77Bg+fPpv9Mzjc9/3w/L3CwAAv8l5wmRZb49Xl6thUqIyieeYqxrEdy//HruTxXh7vld4HQeRIPdQGLx/ev/yvT3Hrs3/KyH8bPzLY2Hy0f3/09NLj1fUfrIi953H5z3fD1QlAQBXcakwSWUSz7FSlfwMci9tRTDcGSrWwqR/6apeb072VrF0+fj9sv+147r3UZh89/nwt+S0+dMP800e2clzNn8j++r3V052zD++Wbk3n21fdmL/wPJ37b+1/dOuocJrXjF2o/DYh8lxZTlurf+e/b9m1/RRPll/++KH/btn+s390y3lu8Lkyv7r97d9dcvHj5LpX5zCmxuqoM84Pvds267vB6qSAIDrOE+YTJu5FqXqhsokfsbayXJ8szIv/ksVqq3KpH/pTqBv48SkkhLkXlxygtoFn6wyGZNp22aZ47CyVpnxr6MT3M8g9/q8ymcbCIZtCK/5fn50+ev7r32+tn/Ca1tRypb/bz5Mhjcnm70f+9b/OyuLk2Pysz2+YjbO2vK3jx/p+8Lk1v5rP3srx8+LHSqBn7E9HkbLeeT43LttW98PVCUBAFdyjjC5t1JJZRLfrq0aLJ1whreu2vMZFis3i3PeDJPTE9Bb07t3Nz0B/fSyaZj89Hll5+WOMLlQuTEr+2LOXc0I0216wvJX91+3jOX9s6/JsH9ppzOvYRR89q3/t4XJTy/7Oh0yPuZWl7/j+JG+KUzu2H+bx8/4/Zv5zHz5+Nxp+/th/fsFAIDf5pxh8qNWWVRUJnG476waTMLk6AT4sTDZVdGSytrcNWDLJ9OPXr+5Nf+tk/XHl78eJrf2z7SKN78MI/faVSWzIXvD6FnD5L7jp3/9+ZXJ7f33G8LkFqqSAICrOUWYrIpCRTVUIuuqkKEyicPFb60axDcrk5zwj58/1Mz108u+uNu0sbv+bRomh3AR35xscu1W26zvsa1fm//Wyfqjy1/dfzv2T3jNm0X217+l49y2730aKPes/9r+2beNy9Pva+a6MP3O46ed7nuauW7tv63jJ9v+xWauXz8+H/e93y8AAPyEU4TJj49GVVncrpksykpNMrwu09uG9NdVTiuXEpVJfN33Vw3yDl7GHcy013yNOhHZ6oAnuT1I2imMffUKb3ZyK4v4PurAJKvkjTugsbLj5pxbW7gw/3Td+krr9DYRjy1/a/9t75+8Axvzklfq0luDjG/1snf91/f/1/fv3PpnHfDsmH59/3TH2pebIe+Zfnn/7Tt+ph3wTHtkfuT4fAxVSQDAFZ0kTD7nQWUSXxcfvu3Do356+b8d+w+pcKrw9vPfLwAAfIdLhUmJyiR+J590fGKecO3iX8P+g5QfB3fd2gYAAHzJpcIklUkAAAAAOMalwqREZRIAAAAAjnCpMEllEgAAAACOcakwKVGZBAAAAIAjXCpMUpkEAAAAgGNcKkxKQ3Dc+yBQAgAAAMD9zhEmm0qFMTK3R6k6G6dWWfTDCpVVs1qZ/O+///S///1v89E3fQXuF+SMkbF/7zYUwRlZ//WbLkRvu8+yVT6bqODs7XvAOq/grVyQFL1s9h1hZKxT2Dv9zu0y42V0E/fD+u0etmEYZ982j7dhOH68HQ+3ctkOigre3faDdcff+iK+vcq+/JP59yL7dt9NE/3LP5l/M4/Xd4XX4bl9+1R8exmGv7x1c+g+c+ax4+/HBDccm19Z/0en/0b98b33s3b+5R/7/b74/TD5jlyQHBv998qZjpCfPj4AfK/zhMmyXhxeFYXKuguQTdM9X69M7g2TVCbxdUHusDAZ5K2V87//r3H0dvZkODgrH5PXY5S3yQlIcHlwi17WOoW90z9h/dLltcvf//5P5juZPsiZZP6K8m44mWynH4aGhfXcWIkkjN65Y95f8wD5/ir3ft8s/MursqV+vsm+tjMJry/yWT59l7sFycHS+7Nr+en79wPTS4+t/zOmf8Ta9sc7frj5Ds9f/jO/39e/v9P3NLjhO8vbnWGyX4q7b/xnO/PxAeD7/IowOX401XyYpDKJr2qrQlY+qfwY6/I/zDHI2aRqFEYnG9nwvHKUVr2sj/kvyfcEkuDlrJMPM2cMK8vftX1bVioj/S/P1uXznzt3mD0Zjn473IzDZDqvPdPvtBp2vRuW8+UwuXSSOg6T6ydgXwmTwZmu2hnvrlxMwl4SBPX5JttVEt27pPfXrrKYT9OHyfg2rWx+a5icq2xPKiVteL8d49bnPxxsTR98/v2wIzh8xeL0K5//fZ/PZHrrFLwbPus7tj96K+f95ud/aZvmK3P7q7Dby89bLhjr5dKwtvX9vjX9nnVc+/7upGEy2bjbdrmg5Ls4X/5qmPwVx0fs/laNW50AOLPzhMn0S6goVTcr4xaVmplhEpVJfJ233R/Y2x+xmPzSGuSyZpXdiUXaTNG5/AQ9Bjk3DJ+cBAb35QAUvBut6/by17dvv6WT2eht1vQ0uOXxJq8Ht33SOBMmb6/tmX6n9cppcsL2hTC5/gPCTGVycrIab81hv3TsPLCfZsNkGvY+32T/vbRhMv1/Im3qemiY7Je/crxP9nVsw0TMxln7vMTs8zgbCvR9YXLP98/a59NbO4Scrqo/Xs5W5SkNAUuf/++ytfzgrFyaUGKQu4Wx7e/39envM/f9PSxnoTVF9LImbfY//aFpLUz+juODMAn8RucIk3srlU2lshhfT7lcmVzreIfKJMbmmhTdKkNzJ+FpmFj4ZdaMwoGzLqkWpssbrgdbnn6kO6G4BZuN6Ve37w5rYTKv1MwHl98eJvv3PX5LZXJ0zeTSGVVsq2j3bXM3zZ3VlNvabYVJSfp87yqU42DY+rHKZL/8pZPdhcr2+OR8NUxGn1d+FppYf0uY3PH5X/18zh3LM5+pu5ox3vGZfFplcnH5G01Wt77fN5u8Pvj9na3KStP8GLr3ef4zvBgmf/nxAeDczhkmP2qVRZW91lSlirKerUhSmcQzPBQmd15fk83vgWaZ01+2t5d/6jC5J5htNXN90vVNm2FSSZOtR66ZnC5h0sx1Y4Z3L/9W1bBe3pldnQfd1u71X15pTJu59st4f20753l5kXufpsnJNZPZ/HeEVZ01THZVqiT8L322vqcyuf35v3pY2BMmF9dm5/f7s7bmS5VJSTE4GdP+IDT3Q9P4eB32CccHgO9zijBZFYWKaqhE1lUhc6tMNqrKvAdXrpnEd3i0mWvbbGfr5Lz9o35vxwq3pa5cc7O1/COauX45TN7Wf9SMzCbznHTA070ne6ffaU+YvF0/9GCYzPf/epj02QlkbK/DvWPjorcy3XVS/bF71yH4+SaXVBPDa96MNb69yLy8KnxKbVVx2pR1LUzGtxeZJJyOn6fbsXwSGrsK0fx+TD930TtZs9RSQAvNXBem7zqD6j9bsbt+8shmrluf/63PZ7b9i80Yl/ffT4eFreWPe6GO3TWEQ9ja+n5fm37nOn71mkmNm6G2yx7v3+Uw+UuOj/5aUHrqAX6VU4TJPjD2TS+KMrkmcnLbkPZBb654tvaakFEnA5OTy1EHDdn1b+MOGqysC5MT9vak/t4/lnt6c11f/ub2bSx/rRlX2kwt7yBivrOepZPMOO4g6HaNzp5bg6xMv2cLd9waJNue4HaHyeVmfGkz5LyJ6/RyolEHMTPH1sZaDNPbbj/deRzGt9fZax7TW3nkHfAM4+W3BplrBvup8DrMx76+zW7fehgLq2EyhlEHI9lsVjrg2TF9+h73t6Ux6TV59zaDnN2u9Wb0S5//fZ/PaQcrk8/uwvbf8/n/DvuWn7+/xuaV5D3f76vTr9rx/T2+vceoCerq9k2mNfn43fqf/fhov2fd0yrAAI5xkjD5nAeVSTziq9XC3+Is2/eTtzbA78fxc4wv3XoGf8bzj4/45Q6NAPysS4VJaahM7n1QmYQ0qgoddu/I45xp+4ZfqTlxwD2G6hwh53v4hVtHABLHB4B5lwqTfTCc+zcNjuN/AQAAAAD3uVSYlOaDpKRbk1YCJTCy2G38vdd1ndR3b9/V9x++F8cPAOAXu1SYpDIJAAAAAMe4VJiUqEwCAAAAwBEuFSapTAIAAADAMS4VJiUqkwAAAABwhHOEyaZSkXU4UKrOxmlUV+VtnKKs1FCZBAAAAIAfc54wWdaLw5uqUFENw+uqUFE1VCYBAAAA4If8ijA5fiyFSSqTAAAAAHCM84TJtJlrUapuxuM1qoq+met88JSoTAIAAADAEc4RJu+pVDaNqpLKJAAAAAD8pHOGyY9aZVGth82Z4RKVSQAAAAA4winCZFVMO9gxSWWyKgqVdV+JbFSXJhtOZRIAAAAAjnWKMPnx0TZdNUu3/mjGw+vZW4NIVCYBAAAA4AgnCZPPeVCZBAAAAIBjXCpMSlQmAQAAAOAIlwqTVCYBAAAA4BiXCpMSlUkAAAAAOMKlwiSVSQAAAAA4xqXCpERlEgAAAACOcKkwSWUSAAAAAI5xqTApUZnE88Q3K/sWf3o1gFPi8wEAAM4RJptKhTEyt0epenbcWqUxMmVNZRLfLMj9c5o7VY5vVu79vrnFNyvzz8w8rPznU1b4MOHVECK+QXg9x/Gw7/he/nwAAIC/4zxhciEgDo9GVVGoqpfHlahM4jnmqi7x3cu/x+5kO96e3zu/8GpuJ+v+5efDwzP5F6fw0yux4vzr99jx8Mj23XN8U5UEAADSLwqTdVmorNfHpTKJ51ipSn4GuRcj8+IVvnjSn4bJ8evmX1v1C29O9p+RScPBu2+X3VU03dsQG/rKp33tphtP244l/zpUSO2rlX3x3fa247fzdwrvc8t3w7TjIPHph+Umj70V3F3r3+/72/r74T1Klu/e03XtwtmD6+dfunm95euXBb+V96fbSoVk/5sXLzcKj32YzCrZL9127tz+r2zfbQ13Hd9UJQEAQOs8YTJt5lqUqptheFMVQ4BcCZMSlUk8bq3qEt+szIt/qIK0FCYldSHIyr4GxU9Jn92/7dKT/0/n066bu4WA8JpvR7td4RYC4ruTefHtk08v+68PMq4NlJ/tPMbrurZ/HqqMbay/fx0FmM8g9+qT5+02uPfR/5+0fv6lC3DJ+5HPb/39afdlsgWfQe7ffJgMb0422RfSju1/cPukfcc3VUkAANA7R5jcqFTWZXo9ZfsoqubuyuTcA8i1VZelE/Lw5tthn2Gm8rRzCRthcvFE/dPnlamXaZjM5juZ16iylYaVT99VKdvpzGuYn6e+N0wurv9C5c2M36vP0I03H4YeC5PTeWbrvPr+BLmXPPjNL6OdzryGUXDct/2Phsnt43v98wEAAP6Wc4bJj1plUe0KmlQm8UxHVF2+Fia7KtZ7Xmm8L0wmPmNbgUwrk2cOkzvDWOwruy+jKuAT1m89TG69P+36bx1Z/sXIvXZVyWzI3jD6vUGPqiQAAEidIkxWRaGiSiqRVbHYYyvXTOL7xEOqLl8Kk59e9sXdmlHG7vq8e8KkHwWs+O5ku9D4vDA5BK745mTvuLZua/3bZq/L707eTLatwo7X85H1W23muuP9GfeC21+fmI5zW7/3aaDc2v5Ht2/bMZ8PAADwe5wiTH58NKrKYmjCWlZqZsZLm7vONXOVqEzi67696pJ0YDNtoth1grPSgUraKYt99Qpv9tacMx2Wd0AzBBj/4uSyDmCS4NW/9hpu09q3eJuve59fv3Ezy/g+6kBn53Wle9Z/2oFNd23p7um/vn7t/rPy70lT4dH0a+9Pv/5+tP5pJTO9NUjfGdPe7X/G9m2hKgkAAMZOEiaf86Ayia+Ll7tNB57rbx8ffD4AAMDUpcKkRGUSwPP5pGMds+PaRQAAgL/gUmGSyiQAAAAAHONSYVKiMgkAAAAAR7hUmKQyCQAAAADHuFSYlKhMAgAAAMARLhUmqUwCAAAAwDEuFSYlKpMAAAAAcIRzhMmmUmGMzO1Rqr5nOJVJPCi44fiyPip6Oxxvtr8VRJR3w+vWOdl+WHDJ8dlP5xRu95v3smvDt1dwNK3Pbla/OXxDtr3Zw8r/svvUB9e+h4/y9pFtD3LZsXMGUSE7fr2Ct3JBO4/Plel3SD9jt0c3cT+sf9+y43HHAhaP32T/ezs9tl32BkcF7277wbr7PkN71m/vvtp27PH18PfD1vfjHdJj0Jjp8bc1HADwXOcJk2X99eFUJvEEwY1PjIJccrIWfX7yGYMfwmQ/PDlxicHlJ3vB5SfG0ctap3vOdabreN/wJdHb24l8cMNJ72OB6nz83v09fq++JD9+flp7bCRvZozyNgk4G8fn5vQ7pcfaeP2yz0PMP193z3cyfZAz6fvf/jjUT9JOPwwNC+v5VePvh8c98/gK8tbK+fkVfMb3w+b3476ZyFq3HPK3hgMAnu5SYZLKJB6xJ0xaHxZPVOZOlmz6wkxAWTqx3r+O9w3ft4z5gJBWj24VnPTkP3g5m1Z9ktP2rrJh3VD5MZNgN6782i4M9FUY183fKYS55Q/Vj8k+nau8rVSKxiGprWpZeZ+vf17YCvn2h9HJfjY8r3yNK+NZJecZgSH6/Fics3Z87pl+96osh0nvk8/Ml8PkUsgah8n1gPctYdL71eM/q6pZL5eGta3ja2v6PesYvJx18islw9nvh+Tz5YKS4zcP60vfj+PK7bhSnb62VHneGr72+Rsvc/b7DQAw6zxhMv0DUJSqmzuGU5nEE2yFyf5kLWsGlxVCxk3BRvObq3bdWQH7yTDZDZQxVtaFdttjSPZBzPbHeD7R26xpW3D5yfo4rGeVi+hlu/0ZvWsDZWznMV7XtYC+rzI5DR3ttOP3PCbzC3JZs73uxD5tZulGFZMY5Nz4x4psBz4twCm47WC0dnzumX6n1TAZk2P4C2FyPYDPVCYnYSvemsM+bd9n67d8/LfHcvqFEuRu3yHbx9f69PcJ3k2+34blLHw/dJ/Rodm0nX7+V74fJ8F+7pjbOiZWhm99/vplLn+/AQDmnCNMPqlSSWUSj9gOk7lxM63JyVAMeWXgImFyMVREn//yb6dhcv1kcVQ5GF9zml6fmlQ0nh4mo5c106Zyc036bsvfOvFdqIyaUbhxSRO9pzYx/kVhst9v8Vsqk6NrJpcqcLGtkn9rM9dsn240Wd0MVltNXsfbPnf8TVb49gNOvior3w8xdMf5ymclGTf9fvzWMLnr87ewTADAqnOGyY9aZVHdPVyiMomvmwSxzZPZvNKxFGwWr0nT481cx8vcGr5vGV8Jk10VJDk5nzRr23OyeBs5thXINIz95jC58/q2bH7PrIztCWZbzVyfdH3eZphU0iT0kWsmp0uYrTivzPBp29zObjtMLq79zuPrab89fKUyqe4HNmNl7TSob30/fm9lcuf1pYRJALjbKcJkVRQqqqHSWFeFTFJ53BpOZRLPEL3NTqbz59OwNL6ObPaXd7PWwUnXdO2OdTxtmOw7vujDQHf95D1h0o9OQLNrTp8WJtPA4mZD43c1c22bNW69Ge1J72JVsr8W7QtBc9yssq8M7T0+N6ffaU+YvFWpHwyT+Y8H62EyP/5iew3dXKX2i/t/6/gf90Icu2v82mn2HF9r0+9cx69eM6lxM/Z22eNm7Gvfj+n7F0NbSXxmM9ddn7+tMPnA+w8AV3WKMPnx0agqi1vTk6Ks1Nw1nMoknmF664PkVE/OWLmsg4v5zl/Shx2Sy3NvDTLuRGZr+JeWMT4RX593ek1Uf9sIc7vO0S6ub7+PvHXT/RtHy+6aXPbTDR137GvGF/uOezb2/1wvpd5a+ZA0xR1PP9dBSnb93riDlO7arNGyxz9q5G/RfBPCveK4A6Fw3/G5OP0Oe24Nkn1m7ujtc/nWFcP7n98aZGYfxnEHUNP35qv7f8/xr1EHVMaOf7zaPr5Wp1+13ptrt/GL+3Zz+7a+H8fbZ52Cd9k401u75KFua/j652/7+63dBY99/gDgik4SJp/zoDIJ4Clmmnz+/G1S2s5haIb3U9j/fxvvPwDMuVSYlKhMAniONDxmVY+fundkdy0nDex+CPv/b+P9B4BZlwqTVCYBAAAA4BiXCpMSlUn8Qovd1s9f93e6+eNv4/gFAODPulSYpDIJAAAAAMe4VJiUqEwCAAAAwBEuFSapTAIAAADAMS4VJiUqkwAAAABwhHOEyaZSkXWoUKqeGa+pKxVFN05RqaEyCeCHfPW+k8F9z73qYgwK3slu3AsvBi97uzm819PWJHrZhfn1N7Uf3wT+67qbzB90m5Z+/aePncdAcPl0z9zvT7Dr/Vl5fwEAf9d5wmRZr47TVKXKqlbTUJkE8MOCk3leMtrN2x09lwa3GCajd3I+KH4xEWwtP7jlQBK9fWKYlKQg97QwGeStlfPzKxi9ve3TdBvv/UEhuK/9APEsa+/fnvdn7f0FAPxNvyNMNpXKjbBJZRLAUbzNT6rHlZ3g2gpUFuqS6tQ47PXTW+eG22CkJ/4Lt8eYPbFfCpPRy301Cexd/kZ10nk/v33tGArOZtU7l4a1GOTsUBF0YRwmN6bfs5nBy1knH5Ynmg1Uyf5xQcl7nS9/NUxm22dk3bAfN4+Pdu7D9NYpeDccazvev+33Rzuqk1HedrdroYQJAH/CecJk+keuKFWnFci6VFFWKouF4VQmARwmyM3c23BS2VkIdWmVa/y6scNJeHDT8R6qTAYn63weOO484d9efpBbaPrZBqLl7QvOyqUrFNN5BblsfbvgmITJ9envE3y7r+YquIvVuehlTXcMpP/Ppl1eH+9cHtJikHPD9m0dH97aIQTHNtTdc/xsvT/dqxv7lDAJAH/NOcLkRqWyqQoZY1RUTfdao6q6/5rJuQcA3CV6WeMm1ZlnhMmt6R8Jk7fq1lDqk/f3XQO3Z/njqm26/OXt22iyOrdNXZVs1/T9NZaTx8r2dIFwvNjVpp4xdJW9+cC1GCYXKofp+q3uv2xfzAzv3NXMdeE4WkvwglkAACAASURBVHp/AQB/0znD5EetsqjyMJk8//j4UF0WqkbVSYnKJIBv9pvD5Chw3HsN33eHycVV2Rkmn1UM+1JlUlIMTsZYWTuqkt6mzff3sE+2r/8kTAIAzugUYbIqChXVUImsq0Imu0ayUVUYlXVXmWzasHlvZZIgCeBxy81c+5PvGNpK0/PD5BBGonezoXa5A57YBYF+BvcHsO3lrzdzXdu+cS+3sbuGcAhbW81c16bf58vXTGrcDLVd9vh9WA6TfbPS5ZXd2n9ZZ0CLzVyX3799YXKjmWt/rShpEwD+jFOEyY+PRlVZ3Jr2FOU0KLYBkmsmAfy82epMXOkAZaOZZXrribwDl1FACqMOWLLOXWbmP65WjdfxzlLe2vLbEeY7aNm3fVE+60DH5qFurgOebBs3pl+13ptrO4qbfe92bd9k2rlOcMYdCFlZFxR377/p8Tfp6Gnh/dt7/G11wNMegzM/cAAALuskYfI5DyqTAA7xQ7cGOTtuHXEeYaEC/tA8V9/f+OUOjwAAv9elwqREZRLAMe69x+DlcVP7H+cXbi3yFLy/AIAZlwqTVCYBAAAA4BiXCpMSlUkAuMvibSl23D4DAAD8aZcKk1QmAQAAAOAYlwqTEpVJAAAAADjCpcIklUkAAAAAOMalwqREZRIAAAAAjnCOMNlUKrIOH0rVyfCqmHYKUVQNlUkAAAAA+CHnCZNlvTi8KvJw2VTFbJiUqEwCAAAAwBF+RZjcCpdUJgEAAADgWOcJk2kz1qJU3dwfPCUqkwAAAABwhHOEyTsCY1MVKuv56ahMAgAAAMAxzhkmP2qVRTXzerPYxJXKJAAAAAAc5xRhsioKFdVQiayrQmauMrlxbSWVSQAAAAA4xinC5MdHo6oshtt+lJWamfHWmrhSmQQAAACA45wkTD7nQWUSAAAAAI5xqTApUZkEAAAAgCNcKkxSmQQAAACAY1wqTEpUJgEAAADgCJcKk1QmAQAAAOAYlwqTEpVJAAAAADjCpcIklUkAAAAAOMalwqREZRIAAAAAjnCOMNlUKoyRuT1K1dk4jeqyuA0vyprK5EUFZ2SsU/jpFQEAAACw6jxhciEgfnx8qKkKlVWTP6+pTF5VcEaONAkAAACc2u8Jk3X+vEjCJZXJa4neEiYBAACAkztPmEybuRal6iYdp1ZZFCoKo6IoVZaVmpn5SFQmr4AwCQAAAJzfOcLkVqWyqUaVyVJVM51uqzI598AJBSdrjKyPP70mAAAAABacM0x+1CqL6va8Los8PNblbDNXicrkFVCZBAAAAM7vFGGyKgoV1VCJrKtCJqlMttdMNvlzrpm8LMIkAAAAcH6nCJMfH42q7NYf42six8PnO+uRqExeAb25AgAAAOd3kjD5nAeVyd+P+0wCAAAAv8OlwqREZRIAAAAAjnCpMEllEgAAAACOcakwKVGZBAAAAIAjXCpMUpkEAAAAgGNcKkxKVCYBAAAA4AiXCpNUJgEAAADgGJcKkxKVSQAAAAA4wjnCZFOpMEbm9ihVj8apy+I2vChrNVQmAQAAAODHnCdMlvXy8LqUKSo1TT9+rbqmMgkAAAAAP+VXhMmmKlRm4bFWWVRUJgEAAADgh5wnTKbNXItSdZMMzyqTjeqqmG0KK1GZBAAAAIAjnCNM7qhUNlV6zWSlspiGSSqTAAAAAHCMc4bJhWasW8MlKpMAAAAAcIRThMmqKFRUQyWyrgqZcWXy9v9GdVmomumAh8okAAAAABzjFGHy46NRVebNWJt0eD1cU1mMr6ekMgkAAAAAhztJmHzOg8okAAAAABzjUmFSojIJAAAAAEe4VJikMgkAAAAAx7hUmJSoTAIAAADAES4VJqlMAgAAAMAxLhUmJSqTAAAAAHCES4VJKpMAAAAAcIxLhUlpCI57HwRKAAAAALjfqcJkU1cqCiNjjExRqUmHVWU3rFBRNauVyf/++0//+9//Nh9901fguwXXHdfGyPqo6O3tubG+GyvKu+F165xsPyy4YfzbdE4h9pN62bXhu0SFbPlew+zH6xvkJusPAACAv+Q0YbKpSpVVraaZGV6XeYCsS5X1emVyb5ikMnkt3krhp1diQXBWPgt3QS4JYtFbuWSEGPwQJvvhycbF4PIgF5xMNoKXtW73/gjOyLpwC5DBWxmbB8p09sHZbHwAAAD8LecIk02lsqwXh9dloarJxy9mxqcy+bsFJxkjWS8FL1kjmTQcRsnZdhxjJOs0BJnYjT969OEn+vx5uqw9y++nty5Zzp3BdU+YtH45nM2FSZunuzxM3ua5I+7FPLgOszTJPuyXH+WtzZc9zEjeGhlzb1UUAAAAv805wmRdqigrlbcmrqXqJDzOhsmiojJ5RSEJilFS7P6V5NPwqHaYc/nka5XJ6JWFMYU8TG4tP/ouQHbPg5uZfm3TNsJk38zUps1Mk/GzpqbGyJjR/GbC5OxrMxZDZ3C319swGeSsWQmohEkAAIC/4hRhsqkKGWOSpqyNqmq4ZnJvmBxXJtc63qEyeVJzAU9arDwak4fHZ4TJpYC4a/oV22FytLxRM9ZxZVIxyNlkngeESWOMnA/ybmfFEwAAAJd1njA5CodpgKxLk18judDMVaIy+eutBDRntyf/VWFyoWlpugBnhmseJ2Fy/NphzVyltgK5/3pMAAAAXM8pwuTHR6OqMCrrrjLZ1CrT3lybSmXSAU9dFrMd8HDN5AWsBLQ9zUq91S2wxe66x6TD09v0MbTDjgyT0dss7OXPg5yx8iFr15pdlzhbmTRmOUzGIPeNHfBofM1mvw7G7KqGAgAA4Hc7SZjsA+T8NZNt9bK8XSu2dGsQicrkb+ZWOtDp9Z3k9B3g2NF1lH1IvHWQkw1MOvCxbSc7aSc8a8vvO+C5vRaSjoB2B8rlW2/0YdK59BYcSRCcuzWISa5dPPzWIP0657cGaW+B4ujhFQAA4A84T5h8woPKJPCTYltdJUkCAAD8CZcKk9JQmdz7oDIJAAAAAPe7VJjsg+Hcv2lwHP8LAAAAALjPpcKkNB8kJd2atBIo8efMXU+ZPeiVFQAAAPe7VJikMgkAAAAAx7hUmJSoTAIAAADAES4VJqlMAgAAAMAxLhUmJSqTAAAAAHCEU4XJpq5UFF2nIEWlpn+9qVVXpYrCqKgaKpPfKLjuZvc/vSIAAAAATu00YbKpSpVVraZZGa8uV8OkRGXyGYIzcqRJAAAAACvOESabSmVZb4+3ESapTD5H9JYwCQAAAGDVOcJkXaooK5W3Jq6l6rkKJZXJQxAmAQAAAGw5RZhsqkLGpNdDNqqq4ZpJKpMHC07WGFkff3pNAAAAAJzUecJkUWWv1WWhalydpDJ5CCqTAAAAALacIkx+fDSqCqOy7oJiU6ssqEz+FMIkAAAAgC0nCZN9gJy/ZrIuu9fTx6iSSWXyeejNFQAAAMCW84TJJzyoTD6O+0wCAAAA2ONSYVKiMgkAAAAAR7hUmKQyCQAAAADHuFSYlKhMAgAAAMARLhUmqUwCAAAAwDEuFSYlKpMAAAAAcIRLhUkqkwAAAABwjEuFSYnKJAAAAAAc4VRhsqkrFYWRMUamqNTchtUq+9dNobJqqEz+hCAZ0z6s/+mVAQAAAPCTThMmm6pUWdVqmumwqihU1l2AbJruOZXJnxI9YRIAAAD4684RJptKZVnfETznwySVyQdFydmk+uikODfaSpj0Lp/e2vvnDwAAAOD8zhEm61JFWQ1NWYtS9UyFsg+eRdYElsrks/hxuIuSc9PxlsJk/3o/jxgkk4TJvfMHAAAAcH6nCJNNVcgYo+J2LWSjqpoJjE2lsihVL8xnqzI590AnStYMVcP0EcajrlQms8qjlcItWe6fPwAAAIDzO0+YLKrstbosVDXpOKWKsp6tSFKZfA5nt8eRdl4zGdvx0srk3vkDAAAAOL9ThMmPj0ZVYZJOdmqVt6asjaoy78GVaya/R3D7OtZZCpPeSi4pM8bQXhd57/wBAAAAnN9JwmQfIGeumWwqFaa/LcjwoDfX7xGSDnSMzTvJcRvNVL1tr4FMpw9x//wBAAAA/B7nCZNPeFCZBAAAAIBjXCpMSlQmAQAAAOAIlwqTVCYBAAAA4BiXCpMSlUkAAAAAOMKlwiSVSQAAAAA4xqXCpERlEgAAAACOcKkwSWUSAAAAAI5xqTApUZkEAAAAgCOcKkw2daWiMDLGyBSVmtuwRnVVqjDtsKJMh1GZfLroZY2R9fGn1wQAAADASZ0mTDZVqbKq1TRzwwoVVX17XleFiqqhMvlNorcESQAAAACrzhEmm0plWe8efylMUpl8DsIkAAAAgC3nCJN1qaKsVN6auJaqJxXKRlXRN3OdD54SlclnIEwCAAAA2HKKMNlURRsSb9XGRlU1f13kR9OoKr9WmZx7IBe9kzVWgSwJAAAAYMV5wmRR5U1Zy0LVpDrZB8pKxWh8KpPPQ2USAAAAwJZThMm+CWtZd9XGplaZ9OZaFcUw7KNRXRqZmaauXDP5HIRJAAAAAFtOEib7ALlwzWTXtNWY4ZrJZmYeEpXJZyBMAgAAANhynjD5hAeVySfhPpMAAAAANlwqTEpUJgEAAADgCJcKk1QmAQAAAOAYlwqTEpVJAAAAADjCpcIklUkAAAAAOMalwqREZRIAAAAAjnCpMEllEgAAAACOcakwKVGZBAAAAIAjnCpMNnWlojAyxsgUlZrJOLVKY2TKmsokfpXguuO6u39n9Pb23FjfjRXl3fC6dU62HxbcMP5tOqfQ3wq0uzfo4vDtFVyd/6PrP4xv1d++1Ntuehce3LsAAAD4CacJk01VqqxqNc3SOI2qolBVVyoWwqREZfKv81Y6azQJbghS3StytyDWBi6XjBCDH8JkPzzZuBhcEuTUBsJsBC9r3e79sTX/R9dfwcmmMwhOliAJAADwa50jTDaVyoWA2D/qslBZt+MuhUkqk79bcJIxkvVS8JI1kknDYZScbccxRrJOiskwa4Zh/aPPKtHnz9Nl7Vl+P711yXLuDK57wpj1QUvFxLmwl4WxcZi8zXNfeXJr/o+ufz+PdpZBbjboxq5ieUdVFQAAAD/iHGGyLlWUlcpbE9dSdVKhbKpiCJArYVKiMvnrhSQoRkmx+1eST8Oj2mHO5ZOvVSajVxaWFPIwubX86LsAeWv6OTP92qZthDEpKjh7a65qnb8tu12+HTVFHc1vJkzOvrZga/6Prv8wjZOz43kN8yBMAgAA/A6nCJNNVcgYo6Jqhiat1XDNZF2OruXKxqUyeSlzAU9arDwak4fHZ4TJpYC4a/oV22FstLxRM9Nx5VAx5KHsCWFybf6Prv9X1gkAAADndZ4wWVSTZq1VMzM+lclrWwlozm5P/qvCZBxdUzidQs4MTUEnYW/82pObuY5fe3T9h5cJkwAAAFdwijDZdq5jVNZdtbGpVc725roeJqlMXsBKQNvTrNRb3QJP7K57TDo8vU0fQzvsyDAZvc1CVP48yBkrH7J2rdk1i7OVQ2OWw2Rcui5xef3W5v/o+t+shcm+V1nCJgAAwOmdJEz2AXL+msmhWrnezFWiMvmbuZUOdHp9Jzl9Bzh2dB1lHxJvHeRkA5MOfGzbyU7aCc/a8vsOeG6vhaQjoN2Bsr2mcLh1hk/WvQ1jzqW33EiC4NytO7rbdPQr+PRbg6Tzf3T9F9Zx+v6210tyuSQAAMD5nSdMPuFBZRL4zWJb3SRJAgAA/AqXCpMSlUkAAAAAOMKlwiSVSQAAAAA4xqXCpERlEpiYu54ye+zvpAcAAADoXSpMUpkEAAAAgGNcKkxKVCYBAAAA4AiXCpNUJgEAAADgGJcKk9IQHPc+CJQAAAAAcL9ThcmmrlQUXacgRaWmH9ZUKrIOQ0rVK5XJ//77T//73/82H33TVwyCm7nZPAAAAACMnCZMNlWpsqrVNDPDm0pFWd9VmdwbJqlMTgVn5EiTAAAAAFacI0w2lcq1sLgzTFKZfI7oLWESAAAAwKpzhMm6VFFWKm9NXEvVaYVy3Mx1PJzK5FMRJgEAAABsOUWYbKpCxhgVVdO91qiqkmsmd1Yqx5XJtY53qEyuCE7WGFkff3pNAAAAAJzUecJkUWWv1WWhaqb62D5qlaPxqUw+D5VJAAAAAFtOESY/PhpVhVFZd5XJpg2LfWWyKgoV1VCJrKtCZkdlkmsmv4YwCQAAAGDLScJkHyCXrolsVJXF7ZrJopxvAitRmXwGenMFAAAAsOU8YfIJDyqTj+M+kwAAAAD2uFSYlIbK5N4HlUkAAAAAuN+lwmQfDOf+TYPj+F8AAAAAwH0uFSal+SAp6daklUAJAAAAAI+7VJikMgkAAAAAx7hUmJSoTAIAAADAES4VJqlMAgAAAMAxLhUmJSqTAAAAAHCEU4XJpq5UFEbGGJmiUnPn8CtUJrnPIwAAAIDf4DRhsqlKlVWtpvna8CtVJoMzcqRJAAAAACd2jjDZVCrL+uvDL1SZlKToLWESAAAAwKmdI0zWpYqyUnlrwlqqbu4YfrHKJGESAAAAwNmdIkw2VSFjjIqq6V5rVFXDNZFbw69WmVRwssbI+vjTawIAAAAAs84TJosqe60uC1XNvuFUJgEAAADgWKcIkx8fjarCqKy7ymNTq8x6a90afq3KJGESAAAAwNmdJEz2AXHlmsit4ReqTNKbKwAAAICzO0+YfMLjCpVJ7jMJAAAA4De4VJiUrlGZBAAAAICzu1SYvEJlEgAAAAB+g0uFSYnKJAAAAAAc4VJhksokAAAAABzjUmFSojIJAAAAAEe4VJikMgkAAAAAx7hUmJSoTAIAAADAEU4VJpu6UlEYGWNkikpN93rVv5Y8iqr5e5XJIBnTPqz/6ZUBAAAA8JedJkw2VamyqtU002FVUarOxi1mw6T0NyqT0RMmAQAAAPysc4TJplJZ1rvHH4fLy1Qmo+RsUn10UpwbbSVMepdPb+398wcAAACALecIk3WpoqxU3pq4lqpnKpR98CwWgqf0uyuTfhzuouTcdLylMNm/3s8jBskkYXLv/AEAAABgyynCZFMVo+sgG1XVcM3keNyynp/PVmVy7nEaUbJmqBqmjzAedaUymVUerRRuyXL//AEAAABgy3nCZFFlr9VloWpSnWwWm7heoTLp7PY40s5rJmM7XlqZ3Dt/AAAAANhyijDZhkSjsu4qk02tspipTK40cd1TmTxzkJSk4PZ1rLMUJr2VXFJmjKG9LvLe+QMAAADAlpOEyT5Arl8zudbE9QqVSakNfLcmqDbvJMdtNFP1tr0GMp0+xP3zBwAAAIC9zhMmn/D47ZVJAAAAAPgtLhUmpd9fmQQAAACA3+BSYZLKJAAAAAAc41JhUqIyCQAAAABHuFSYpDIJAAAAAMe4VJiUqEwCAAAAwBEuFSapTAIAAADAMS4VJiUqkwAAAABwhFOFyaauVBRGxhiZolJzG9aoLov2dWNUlPW1K5PRyxoj6+NPrwkAAAAAzDpNmGyqUmVVq2nmhhUqqyZ/Xl+3Mhm9JUgCAAAAOLVzhMmmUrlQbZwLj01VqEjC5dUqk4RJAAAAAGd3jjBZlyrKSuWtiWupOqtQ1iqLQkVhVBSlyjJtAktlEgAAAACOdoow2VTt9ZBDtbFRVSWBsalGlclSVTOdzxUqk9E7WWMVyJIAAAAATuw8YbKostfqsrgFxvT/t0rmTDNXicokAAAAABzhFGHy46NRVRiVdRcQm1pl0ptre83kEB7HHfJcqTIpESYBAAAAnN9JwmQfIJeumWxU7bg1iERlEgAAAACOcJ4w+YTHVSqT3GcSAAAAwNldKkxK16hMAgAAAMDZXSpMXqYyCQAAAAAnd6kwKVGZBAAAAIAjXCpMUpkEAAAAgGNcKkxKVCYBAAAA4AiXCpNUJgEAAADgGJcKkxKVSQAAAAA4wqnCZFNXKgojY4xMUalJhtVl0b5ujIqyzoZRmcSW4Mzt+LE+Knp7e26s78aK8m543Ton2w8Lbhj/Np1T6G8F2t0bdHH4Dt6a6TKMkXFBUpDL5u0n06fbmE87s/7Wi7uYAgAA4BGnCZNNVaqsajXNzPC6bMNlP6ypVddUJs/IWyn89EosCM7KZwkqyCWhLHorl4wQgx/CZD882bgYXB7qghvCWzuBrHV37Q8/Hj962ck8/cy2pKNY2YWBa9MBAAAA9zhHmGwqlWW9EjQLlVl4rFUWFZXJJwtOMkayXgpeskYyaTiMkrPtOMZI1mmobsVu/NGjz0HR58/TZe1Zfj+9dcly7gyue8Kk9WGxYjcXJrOgNw6TWg92c/owuTTdbR2CW5zvY2EydhXS+6qqAAAA+HvOESbrUkVZqbw1cS1VN/nwoTLZqK4KGVOqpjL5fCEJilFS7P6V5NPwqHaYc/nka5XJ6JWFMYU8TG4tP/ouQHbPg5uZfm3TNsKkFBWcvTVXtc7flt0u346akY7mNxMmZ19bkTZ1nQbCKG9d9x5EuYWmqoRJAAAAHOEUYbKp2ushi6rpXmtUVfk1k/047TWTlcpiGia3KpNzD4zMBTxpsfJoTB4enxEmlwLirulXbIfJ0fJGzVjHlUnFIGeTeT4lTK5UJkeV0OBG65OsJ81cAQAA8N3OEyZHzVbrslDVLE0z38xVWq48bv2LzkpAc3Z78l8VJmN+TeTMFHJmuIZxEibHrz2xmev8+q90sLNzmeN9MLdNAAAAwB6nCJMfH42qwqisu8pk04bFrDKZjFuXhaqZDngIkk+wEtD2NCv1VrewErvrHpMOT2/Tx9AOOzJMRm+z8JU/D3LGyocsaWWVwNnKpDHLYTIGuUc74LkJM81a4+z4D4XJvtdXEiYAAAA2nCRM9gFy6ZrJSkXfxHU8jMrk07iVDnR6fSc5fQc4dnQdZR8Sbx3kZAOTDnxs28lO2gnP2vL7Dnhur4WkI6DdgbK9JnK49Ucaztow6Vx6y5AkqM3dGiS9rvHptwZJQl827/719FYh7Wt33RokeeR9CLXXS9ISFgAAAFvOEyaf8CBIAo+IbXWWJAkAAIAdLhUmJSqTAAAAAHCES4VJgiQAAAAAHONSYVKiMokTmrueMnvc10kPAAAAcAaXCpMESQAAAAA4xqXCpERlEgAAAACOcKkwSZAEAAAAgGNcKkxKVCYBAAAA4AinCJNVMe2UpKiabJymKlUURsYUk2FXqkwG193s/qdXBAAAAABWnCRMlqqz4DgKjHU5eV7W161MBmfkSJMAAAAATuwUYXIrXNZloapJxmkqFWV9ycqkJEVvCZMAAAAATu18YXImKM6GyaK6bGWSMAkAAADg7E4XJpuqmDRh3RsmrxAkJUnByRoj6+NPrwkAAAAAzDpZmGwmTVzbMGnygLnQzFWiMgkAAAAARzhXmFwIiR9NpTLpgKcup9XLK1UmCZMAAAAAzu5UYXKuieswrFy8bcjVKpP05goAAADg7E4VJh99XCVIcp9JAAAAAGd3qTApXaMyCQAAAABnd6kwSZAEAAAAgGNcKkxKVCYBAAAA4AiXCpMESQAAAAA4xqXCpERlEgAAAACOcKkwSZAEAAAAgGNcKkxKbUD877//dj8IlAAAAABwv1OEyaowMiZ/FFVzG940teqqVFHkry9VJv/77z/973//23z8999/kx3CfR4BAAAAYNtJwmSpOnneVMV8aKzL1TApDZXJvWFyrjIZnJEjTQIAAADAolOEya1wuTdMPqMyKUnRW8IkAAAAAKw4X5hsKhVlPT/soMokYRIAAAAA1p0uTDZVobJeGH5nZXKt4521yqSCkzVG1scD3woAAAAA+D1OFiab5SauVCYBAAAA4DTOFSbXmrh+oTLJNZMAAAAA8D1OFSaXmrjW5fTWIaaovq0ySW+uAAAAALDuVGHy0Qf3mQQAAACAY1wqTEpDZXLvY64yCQAAAABYd6kw2QfDuX/T4Dj+FwAAAABwn0uFSWk+SEq6NWklUAIAAADA4y4VJqlMAgAAAMAxLhUmJSqTAAAAAHCES4VJKpMAAAAAcIxLhUmJyiQAAAAAHOEUYbIqjIzJH0XVJOPUKm/jFCqzYVQmAQAAAOBoJwmTperkeVMVWZisikJl3T1vmu45lUkAAAAA+CmnCJNb4XL8aKr5MEllEgAAAACOcb4w2VQqynp9eFGpmRkmUZkEAAAAgCOcLkwuVR37IFmuVC2pTAIAAADAMU4WJpvFJq5NVaoo69mKJJVJAAAAADjWucLkbBPXRlWZ9+DKNZMAAAAA8LNOFSZnQ2JTqTDTW4fQmysAAAAA/JxThclHH1QmAQAAAOAYlwqTEpVJAAAAADjCpcIklUkAAAAAOMalwqREZRIAAAAAjnCpMEllEgAAAACOcakwKVGZBAAAAIAjXCpMrlUm1/4FAAAAANznUmFSuj9IEigBAAAA4H6nCJNVYWRM/iiqJhunqUoVhZExxWTY1SqTwUnW/+TyjayP3zDnqODs7T22LnzDMu5ZvlfwVi5Iil52dAwa6xTizum3luzt5BhvH1bfsqu/0XcdH97O7R8jc9vBUT7b/042+6AEOTvsVzdZx63h4/X5fe/Nl2THvlO7t4Pc5BjdOv6nw2P3evvejvZncN3n7Ae/7BZ12/+FdXv085HuQ2P2fb/cI+78zhpPY4zZNd33/f34HX7738+vHB+3z/Lq38+9s/re4397+d/z/sUYFLyTtevzj8HL9n+nbP8d+s3G7993LDd62aO2B4c7SZgsVWfBcRQY63LyvKx/pjLprfTId9uj05+dt25x+6LPT+C/8kdrbf5bgrPyMfkqi+1J7m0dgkuCi7ovv2F5m9OviN7e/oAEN0xztcDyyPszO330t5OmyfETfBYmvbVy/dlLjN1z7R6eGR8Lu9f/Zz/fX19+kJv8oY/y1t1e2zr+g2tPcG/jezuclHSBNT0BDs5mn6/zaffJobrvnG+JIsHLh9h978bb89Tm9/d536xL+Mm/n3uOjzXj9YnB3f9jzDce/0fY9fcvuMUwz/f9fgAAIABJREFUGb2T80Hxizvg0b+/7Xf8AzPYnP++8yX8PqcIk1vhsi4LVU0yTlOpKOtvqUx6JxnTPqyTrO0GRMmaYVj/yD4YQXI2GZZ+j+6c/rbshe/gkKyfse3y9nz4x78sB9f9uplOnPw6Nf6y66e3zg1VjPSLa66yN/ole/LHJglYOzZgc/6b02+NPBMgbuu4Z/qdlr5Q0/ck+G4/p/s4+FFlbZjJ5vvTjjWq7NkujPVVGNfN3ymEueUvHx8Pvz+d/o/h3LHRvhZ2n2hsnWytDV/6keCR74f+s2u9FHw3fhf+os/HT8dNLX7+93y/bAhutD/Sk56t4z/6UZW4n4UZKv/ODyc73fzuO/lZOn77wWnlOa2M7vx8xFHlOtwZJh/5/tTw+R9XCBa33/q7Txxjv43W51Wjvd/f3i/vv7Xvh7n1H79/22ufV62sl8t+jFvaPzu/39aW/Ef+fi4eH7sWMQ2T6Q+BW/tv+/j/ujO8f+lyZt+36OW+eo7xpL+/q2Hy0e/Xfj2pTl7S+cLkTFCcDZNF9fTKZPTtydvtAxLaE7bU1i//Mf9umnyY91QO+vUYm8wvSs7sC5PtfFdOFkfjLb2eNl0Jbjre+slhkLO2beZhnZy7/0vly7+8rfwamI4zqUb1r+2ZfveqrHzJBydjbFvhiZJi+itlHB1f05ONtfdnHMayX46jl+2aIUbv2hOuOBMwtH4S83hl0iz+Qe9PJm36x2zxD9/GH63V4UHOTLfjGd8P/Q9G1nXfFXH4zoh++uNS+j2w5/P/UGV0FBizE4uN43/xmOin6+fdPe+Pq3uOl9XjV5J3o4pGDHLJL3rrn48glzXL64LLF05mH/n+XArl0kwrhjhXTd5eN2P9YouIrcpY/72wuP5a3/61929Le8yklfEglzSdXt0/d3y/LfkLfz+3jo8100s58nns2n8rx/+jfv79W1+ugpN1yQ/GX2gm/J2Vyce+X29LyD6zuI7ThcmmKiZNWPeGyWdUJtPKorWafJhXT9bidPpnhklnp6/d4xlfplvTr36ZRT8KP+7uL5W/ECYXlxN9/sugXf/lejqv0S+L6R+r9I94sh/mqnffGyaXK5Njiyej0bfBYHHC7eHWzDe1euj7QZoExNFiV8Pkns//483wuz/045O6Z4VJRTlrbvO+73jZOH5nfpk3yY8Cq5+PJ57YPvL9ubjMhcrwvc3Sgu+qdTFkLRt6dzVzvfPvx+r7t73m61Xirf1zx/fb8iKu//dz6/hYM9m+GLLK8RXC5EPv347l5j+iRnl/3w8G3xYmH/1+zdaRpq5XdLIw2UyauLZh0uQBc6GZq/TEaybb85+7Kg/OSD77sn9+mHwkzvz0l+nki+oLAe3LX5Z7/khtNXN90h+5/7d37sjtu+7b1qJUsRe1bCPf8QposgU37undufm3adjAZybNO/NbwPMWOgHiINmOIyvXNcMktk4IIZlb9wPcJyaHN3pe6ysV9rTm+vYru/4Nve9M7khMrmPpIDqjg357MbXlw0pZMTmvs/35MGT5ITFZu1se7rM51Jllw7BS/1eFuW4TL0Xi+ruifyNiss7Pikl/pfj61ai4sH9ATP7q7+cKcr8V43eIyfpx4/th6/39bDE5n/ODz9cgj4jJI7IvMZkRif9uJ+m8AXjO3dK9fIYzaSIn0dk+HC1ex+tGJKoZGniudyqmkDXbN/5SYjK5vUcpzDXoIuTSx8jhPySdHQbEePrD1H8TqYNG+dixP9jf5h/D/P5rLMIuhjen0zktBuCxgYNV3X51Pu4Qk+PABFP96l3KLWIyGIBGJOjT8jwxef/16bfP/RguxXTYgOz7S+UHqKgtj4+1zMdDz4d510UxOWl7228bh7nW7v81z5cybgilW163Wv2vDsDzoJgs1t8pf/m9le+P14S5PtKYfkaYa43689tbeWNjvHb9asSjbI79+8ZdVMNc1zzfxn5ziXz99d/PGkln0uu3t6r8amKycH3W5O83r19pu2GLQWjNjcit9/ej1zcvJh99vk5fEuZ6UHYlJlMhrvOybrLWc1ODiDzmTBoloqMBLuIwnLGRl1o+DqIx9omyw+eo/ZXdXicG0Gia0GkwUf42RaL4HaiVFmu0F1bhTwWwDGPw+0NoK/NDPXogu3Fgg2TMfzwAwx0/CMX9r9jehNtP4mTV1CCF7dewGD7db0iny3/RJ9LrL2iNmvqlrLk+RmnRwQAW4/l5xx5Cesft5oELyvVjyuMD1yecGiT+wel/hBb5nwunPADBxgEKUm9PH30+pO7vRR9I5W1rloPw1O7/0vHXUnpZUK7/malBgrL3nKJMHcqRr7/p4zdKTeJ21fMrNQBPs3YQkMefn8mpcaIK8ugAPDVy9289//XnQ/36VXMXnH+j1KL+FQfgKT7f+j30A7PkQv34/cySmhokOrdy+a2p/5XrU+OXr9+qAYbiPG5t39x7fTPXL/yNfPD5KjK9LEBLHo9diclH01HmmQSAX+bOqUEA4F3pnaFn9Y2HZ8P1eXeYGuS4HEpMivz8PJMA8Dc42hygAFBg6CtNW3encH3eG1zJQ3MoMYmQBAAAAAAAeA2HEpMiOJNvSXbY6W19qn6Nd8//T0P5QIm914+95+/doXwfg/I7NlxfeAMOJSYRkgAAAAAAAK/hUGJSBGcSAAAAAADgFRxKTCIkAQAAAAAAXsOhxKRILxD/+++/1QlBCQAAAAAAsJ1diMlTu+xU3J5u0/Lb7SznUydtG36fcyb/++8/+d///ldN//33X7pUhg7PzGcEAAAAAACQZidispOz9/l2atOi8dwVxaTI7EyuFZMpZ9IZhZAEAAAAAAAosAsxWROXa8Xks5xJxCQAAAAAAECZ/YnJ20na7pxehjMJAAAAAACwC3YnJm+nVrpzZvlGZ7I08E7OmXRGi2qUWLQkAAAAAABAlp2JyVs+xBVnEgAAAAAAYDfsS0yWQlzvcCbpMwkAAAAAAPAz7EpM5kJcz91y6pCmPeFMAgAAAAAA/BK7EpOPJuaZBAAAAAAAeA2HEpMiszO5NqWcSQAAAAAAAChzKDE5CsPUX184xn8BAAAAAABgG4cSkyJpISkiU0grghIAAAAAAOBxDiUmcSYBAAAAAABew6HEpAjOJAAAAAAAwCs4lJjEmQQAAAAAAHgNhxKTIjiTAJDiW67qU67M9gMAAADwNHYhJk9tI00TpvZ089Y5Szet00oXLDuIMznMbRmUg9Ji3bhYLcqoX8f0K1idWDZvb/X8vTIu3N+4D3FitBKlhvW0EaOVrJ1u06g4f0q0t7FzVqzRotS6OTyNio5tL/LRfMiH/pJv8ykfzYd8mm9vhW/50v33H82HfOqrfJlPuVgRcVf5HL6fkrrIV5CNwvYVxvws0/sJmC8dl+tzuKpU+fTXs+dbrkH5X+RTXf2cyUXN5XpZ5LG8/Nt8PnZetfrnjChl5M0uNwAAAMDd7ERMdnL2Pt9ObSAmT20r3Xn4fLsNnw/oTFotjfaUizOilBY7fVShCBsar+ItDza32hOKInYhDK3oaLm2/v6d6FjQlU9AdDPndxSni+2trovJuCxEJkH4ab6nhr0v9L70p1yd37j/lqvy1rEXT7gM+1MX+Vq7fQFfqHzpeZujuWFXr7yesr27yudwTb5NKAC/7TUQk1f1KRc7LHffw2dZvVzkWy7NA/mv1D+R/qVNXG0BAAAAjsouxGRNXMbpdkqLybd2JkWSAsoXkPP/oQj0143FpPK+KIrJSJjeeQKRmFzmachIVUwalWiUD435i5WhMe8JNU+U5LMXiUnxROCa7Vfii8n4+9HN+jKX3in1xZW9Rs7anJ/JCdOX2WFdCLvY2fscxNiXXIb1+/1f5Mumjn+Zt40dvJSzmxBTNUYxmXIJ++++ZK13+F1xjVPLc+7kqvIt1b9pnZo76QYHf44aAAAAAHhX9icmbydpu3N5eXuSW2KZyMGcyei7dGjqzDIUNhSPRTG5xi2sn8DSmUw5m9VjLUVpz5dcxga8u8pnEwqhaghjQkxO363ZfiU5MTkdr/mUT/0l305E3PBXRES+vf+X+/k2n0Fo7pcOhVEsxr7tRT5GZ89d5XMou29z6QWl6/exVnCJPMOZ/MgL1iHM+HMSw9egPAJc71pmr1h2+VfWnayVb7H+TVjRTcnNR0wCAADAcdidmMy5jqOQ7Aqu5RGdyVhMbnEmxdkgTHW9mLSifVG6Om4v2q6Jwma9cyqKSWdENXpb37M3EpPZ4zjfmfyQT7UUk8F+F/v6irb3+oQ6L2TUK4ct7p3I88Jc1/RfDMSwj7vKpZSPyvKSO1ku33UkXXUAAACAA7IzMXnLhrjeTp203TnpSB7ZmUyHuaZJhZT63y3EpB/a6kwQEjtn6ZE+k7nVfkBMums0WEvquJUw19r2K7lPTA6ulw2dxm1i0sN99w6k70zuSEyuY+kifptL7+pmtqgt9/e78EURkwAAAACb2JeYTIa43uTUhSO4/pk+k86KLg3AIyImWr5wJpu5YeuMCvYffzZKiYmcxC2juT5NTK7dT8QiLNF9ycUfhGUxAM9X4GBVt1+djzvE5DAY0BjW+T30n9wiJoMBaKR39qZ+oE8Tk3M/wW9zkc+EKCuRF5NLMR32Y+37g15MTmzXlofk+mw+LiYrYa7jqMuoTQAAADgAuxKTSZF4O0mbmBLjcKO53js1yCi6UlODNPEUHE6snvejdDxQSD/6ajVMNUM4NciyQe1PT1Lq+znu65729rcJB1CZxMmqqUEK26/BG8CmT75wGgbBKQxg408vMk5L8jH1c/wMt0kMlnNVF7l4A/DM5+cdewjpHbcb93ux6fx9xM6gjQao2WAfh1ODxIPX9GJykf9xcW0AoM0DBIXu5JryXUVlAJ7+HtjougMAAADslF2JyUfT2zuTMJPqPwrwRB6edzJBeWoQVxmcBwAAAOC9OJSYFHljZxIWJEeCBdgr1WlBAAAAAI7FocQkziQAAAAAAMBrOJSYFMGZ/BFS/TlT/TaPSqY/Xq5f4Z+D8gEAAAD4kxxKTOJMAgAAAAAAvIZDiUkRnEkAAAAAAIBXcCgxiTMJAAAAAADwGg4lJkVwJgEAAAAAAF7BLsTkqV0O6tKebt46NzmfOmnHZd1Jbn/YmbS6EfUjc2Y4sVpN10D9tXkerZ7PfWdzkvST3c95c2a+To0yw1pOTHD9tKhxmXdu83Za7HiaqUGW/OWriOvPPE3GMr9W9CL/AAAAAPBO7ERMdnL2Pt9ObSAm+8/n6fM5Wo4zuR6j8iOvOqNEeyLKGVWYgH37/t8FZ1RWTP7m+Vkdz7tpRXtCbHH9rJnFpCyvp7M6FHJWSxOsYERtOF+r+xcQYw6sUdKoUFD6u7daBesDAAAAwHuxCzFZE5dxyonJd3YmR+dmbGyPTlQgagrO2bi90np2mHwhkJneI9QOavF5tUO3Yv81/HO2ZjiP4BysaNUkna9hhciZU5OYWlW+pfN+8PwCZy5Ka8t4jZhUJi/OUmJSheouFJOyoQ64ULjOu5zLaD6+E6NUxvl2YtQw3QwqEwAAAGDX7E9M3k7SdufEstsUDpte/v7O5MIJtHq92Bm+90MTrV6uV3bWrGilRKlGlNKiF2KtzsPOndXSNINj5UTEDX9FxGgd5sdZ0TovpmLn7dHyFdm3MzmGmSpfbHvrLwVttL+EmEx+lyBbZl4Z9+XfvxDIC1TEJAAAAMC7sDsxeTu10p1LYvMmp+54zqTIc8RkbfuiGHImcia1bO06+AwxmRQaGWewafzjRc5l1OfvN8XkK5zJxTFrYtr1Lw+mfb5ATDZNI9pYMYkXHQAAAADwXuxMTN6qIa6Te9mecCbv2L4khhZiJSfsCvyYmKwIpwXOiTMHdyYzoaXeFqI9sZ3qAxt897IwV5HegXz//rUAAAAAf5l9iclMiOupbaU7j07kTc5dI01ivSM4k5OLY3sn7vlichYkzmhRjY4GSIkG4NksJvP7X0VBwPZhu3n5YVSU/6hP4KPlOx7jofN7AGdUIPbCz1Z0o8SEVuzi/BfOpN/vczEAjxX9gwPwSNxnc8xD06xyQwEAAADgd9mVmMyGuA6hrdO0Id05OTWIyHs7k8EAM0qLNdoLg/SmUkiEefphlNpKdrAeZ6MBesJOiNEANtsb9OX9l0ifX5iFcOqJRoWjgRqlRQfLo+M/UL6Pn98zyE+9MYrJxflPixNTg/h14+VTg4x5DqcG6QdGep1ABwAAAID72ZWYfDS9uzMJ8LdxvbuKkgQAAAB4Cw4lJkXe3JkEAAAAAAB4Ew4lJnEmAQAAAAAAXsOhxKQIzuSPkJ2WI92vEA4G1x8AAAAAEhxKTOJMAgAAAAAAvIZDiUkRnEkAAAAAAIBXcCgxiTMJAAAAAADwGg4lJkWO5Uy6qxJ1ZZ4EeE+ovwAAAADHZhdi8tQuB/VoT7fEumfpmkaa7vwHnEkr+iM9ebu7KtFfG/d2aaT56JO6OnFXNX1uPsdJ452Yy/y9umhRw7JgfT+N237pxTJ1MRsnn3dig+MbscG5LpdP+/82ohZ502K/5zIr5r9G4vy2778vX/U5599clJjv5TWa0sUGy0ZxFhzvsm74G/O53P89Ym9d/cvXXwAAAAA4BjsRk52cvc+3U5sQkzc5ta2czidpM2JS5DjOZMrVcV9GzJcbGvNu+rwW6wmX4RvRnthxVyXaO6b7MpOYTObpu7Tcib1sEyt9/vz9OzGfzSRc7KURdbGTQLFXJc2nJyi/dCisvo2oz3mk0Vr+a8Qiyn3pQCzW9m8v/XXzz09/xtck7+jZiwrOZ2v+zWc46upW53BL/cOVBAAAADg+uxCTNXH5798/OXetdOd/8u+WF5PHcSYLruS3Ff3ZO172O7FCaa8rxKS62qybNAuEcLvl8oFvI2qla1ZdNyOc7GUWmwsxGeWplv8aKTHp57m4/w3CryQmzdU75kYxGROLy1V5W1X/cCUBAAAA/gL7E5MJsXg7tfN3BTEpcgxnsuTquMGNMwlHq0ZNTI5hpMoPI/XWT4fGZvL97cR8bgjH/dJFJytbJv52CTHpf1fLf41lKGtYnsX9V84vPk5WTH571/ERMblF6Ed5q9U/XEkAAACAv8HuxOTtNDiQgSu5rk/lMZzJ3tXJNfPt1fTLvq3o6zYxUBeTIfkwzrwz6QstvSEE91Vi8pnOpHzbIEy1uP/g/KzoRL/I2rnGItI9ICbv6Xcrsqb+lesvAAAAAByHnYnJWzLEteZcHsmZ/ElXZyEmq2IkFAa1vAUhpV867N9Xo5aXp4a53kdKgPnfFfefcQKXAn+FmByPe71XTLq7QlxX7RlXEgAAAODPsC8xWRCKa9Z5f2fS/air464qEFvhZyv6Q4UDqkQCKCUUTGGAm/h4Newl7nPZO3/3D8BjRZcG4JFt/QaTzuRHUxST/v7Np1oMWGPuFJO9+3lfuO69Ia51frb+AgAAAMC+2JWYTIW4+skPd02FuYq8tzP5865OYWqNQUzqi9/vLxRiyakvRvHgT53hTzWyUfC4q56n+PjUkfj6galB1oqf1NQguak6svsPp16JQ4HXTA0STOcRhSGvL+P7QlzX7BdXEgAAAODvsCsx+Wh6b2fS3TWoDsA+oP4CAAAA/DUOJSZF3tuZBAAAAAAAeBcOJSbf25kEAAAAAAB4Hw4lJkVwJgEAAAAAAF7BocQkziQAAAAAAMBrOJSYFMGZBAAAAAAAeAWHEpM4kwAAAAAAAK/hUGJSBGcSAAAAAADgFexCTJ7aRpomTO3pNq9zO0kbLO/kfDBn0ur5/JRx4oyaz1eNE9M7MXr+Xmktalxm9aIMG6XFjnPIOyOqtHwVTmxwfCPWKNF27f4L21cPPe9f2/B8V22/GSs6KPvwmMpsKrjwegZJycZd3cdTrn+Pfw2bZuX1C7Ky3GYsn+ddy8T12xlGzdee+792aO7/h3jh/Z+6v6c8KCOpQ9bu/3X3RynPlbJ+YvmsycvW+rMGo1L1q5FmKtTC8+MpVO7vB+6fx7P2uusL8BfZiZgMxeHt1C7FZHc+vDNpdfxjZ0V7D3tnlGhvBWdN8GMQ/4g7q5eNoWAFI0ppWdsW6/PnZdA5MaoJfywK+69uX2HRSImP93TC8vfzcU9jctzG6vmcfUHx4zx4/f1t7smys0aMdcN1dNPnedfbhWmZ9PXbBYm6y/1fhvv/QX74/q/d330W8te7dv/X7o8a1bJ+Rvn8MibOrzOihnOqPT8eZe39fc/98xSecH0X5QsAIrITMVkTl2vF5Ds7kyLrGpPK2GxDPtWYVP4XicbX6ge796NUOIH8/tdsX81CpTFpjWjlvTE3Nth2ehvrv5kMDmDD7e3GxmSwff9mNlWyyQbV9OZ0rgPT23dlhrfOSowJ8x9ko3b82vWvbO+7A1tcgeB44zGUWbwV7hs7Jn99ojffjTKi/QZi9fpVti/lO+ss3feWPdXI4v6vZYH7f+/3f+n+ns6z4E6W7v+6mIydNxWIJaOUGL+OxM7UA+UTO6dBpEAieiB9z215vqXr1yh2UnW09vwoUa1/G+7v7P1TuH+HLYvXt7q8dn1Lx085m7GTXs3/kEfVSNPgisKx2J+YTAnHOMy17eR8+3vO5Phjo/wfE/9F4KLBG+0v9SZ/7dt9q+uNztL+12xfIdWgD/fpgvKIG23OqKABYbX/o2ZFB42L4Yd9Q2PS6OiNvbOi9XL77Nv5RRm54E2oUfE1j5bXjl+5/qvy7x57m91fA5N0Cfrrm7s+/Wft/wI7K3qq4/XrV97+lVjRzfINN/d/Ge7//d//pft7OGD2nltz/2952RI782YQuW5eob/m8wEeKp9FvYhf5uTW886v9Hxac338UNflMcrPjxrF+rfh/s6/wKrfv6XrW1tef/6Vjy9Scybr2yMm4ajsTkzeTq105zsE5x9wJmNSD9Pg4eVs+GbzAI3J2JkI9ulM+OZWLX+Mstun8pdpOCV/DDNvLpukaMiFeoWNwzhPOQGW7bMWH790fdbm/0ExaY3p9+fs4s1t+fpWQtqq1++xkNenOpPOiGqWoYLc/2W4//d//5fu7/k80udfu771+yNy7iLnsVh+w/EeKx8n2gsBzgnqtJiqPJ9WXp+SM7nYZSy2KhTL7xlisnL/1q5vdXnt+Vc9fkVMrtge4KjsTEzeliGuyXSWrj0d35msNtxDhyM3sEnpx3JTmFvth6cW5vZg/4yq2GhUsQ/ejzYmN4iVUr+hOR9u8cNVbgytOH7x+q/M/xOuY37XdTGZrakrxeQuXgavFZPc/4t9cf8v8/Ju9//TxGQpL86JM7EzuV1Mbi2fQFxlLnKp/uTvxHXH39anLx0hkd935WXGynqRPf/K/RvuZHl9q8tr13fF8fPluzH/AAdjX2Iy4zie2lba0/z9+dRKc0Bn0hkVPOzCz8uHVdxPIelMNKUBMqIwnwpx2NHofKzdf3X7CsXGxjgwxPhx6L+wujH5hDC3/vzqJ1NsTA6NSGOWjdtamFv1+KuuTyX/vyYm+3LzP4/9s+bGdC3MtbT9K0k34rj/y3D/H+H+L4e5lu7/8v3Rix0/TDTuMxyHufYD0BSc23vKZxB9pcF+8vWn/Hxac/wtYid+fgxf9qMYJ55P6+pf/f7OOvuV+7d+fcvLi9d3xfHHY8yPHD2/FFy5vYz9ZlGZcDB2JSbzIa43OXXtFD7Qdie5JbYXeW9ncmrAJDvY9z8GOuigH/0QlkLwnjQ0tos74Ntt+89uXz3ufN7jm9/4HP11xmHJx35ja7ZPDsDRNEODcvi/EuYUDqCgRGlvwIPFNcr88Fud+TFXYqyXx8rUC8Hx75i6Ic5/cuj5J/0orro+0QALjYobR6Xrt2L7F5J2Z7j/88fl/j/E/Z8ZgGft/Z+/P3ohtbg/JuO5v6bGRgP8TLt+vHyCc1mqiFX1p/x82nJ9EiHBpefHIp/31L/S/V0//9L92x8/f32ry1dc39rxRQaB+sD2fT28bzR0gD2zKzH5aHp3ZxJARLL9T146jQD8LGv7KsLf48D3f9mVhT1zhPr3u7hfGvAN4Oc5lJgUeXdnEv4y4dD74Y9O8NZ5r3MnwiZonIHP4e//wrQgsG8OUf8A4Mc4lJjEmQQAAAAAAHgNhxKTIjiTd5EddrzSt+coxwf4y/z2/ffbxwcAAIC7OZSYxJkEAAAAAAB4DYcSkyI4kwAAAAAAAK/gUGISZxIAAAAAAOA1HEpMiszCcW1CUAIAAAAAAGxnF2Ly1C4HXWhPt8V6t/NJ2nHd9iS3jDP533//yf/+979qGkNf94bVIqXRt60WaZo53Ttvlz81wTjh7vPmAIsnjP9Z/AmDw7Rl+oVw0miltag3HAbd6jsmE1+Ju15EfX5I8/Ep6vodLXzS0P/DgCypufYAAAAAYD/sREx2cvZF46ldiMnbqZPudJbbbZ0zuVZMvp0z6USUkscb7IlJ051RT55Q2op+mhizYpQSbdIZdEZN4sOfGHvLXH7OKNHeys6ahZg06rGRJR/dfg3OqJ8Rk1+XUEB+XUR/has8Y1Jy/1oCAAAAwH7ZhZisict/t5N03bm63ds7k3Z2G1MaLHYkm0akUfcdyqhlo78XU94w/Qvh48R6zl2jjGhfrDkrWs2OoLaxmKxsvwJnjWilxdj8RklB400/oK30YjpyLnsRY9NCPTN9QXAca8Lz94Xvmu2D8mtE6ftcvpQYyzu36x1Ae/kU45uR31dRl0hNPsGdREwCAAAAvAf7E5O3k7SxcDx30nYn6aYQ107OCYdS5BjOpDOFMNfBmXwMKzoxd1svOLSMOs3qsFFvtRLtizhnRU9izIpW87aTcPROpLz9xjMwuhdbiW2z7pgzoprBffX/n1foz9kXc9H+y86iC9ZP5aO0vdE6FGHOitbbnd2fEmNJMfl5jde6+5qOICYBAAAA3oPdicnbqZXuvPwu7Ed5k9Op3meyNPDOLp3WOIjSAAAgAElEQVTJgR8Xk86IavTCPVqEuVrtNeorIavBut5xpm1qIa9DH8stE5YPgjA+bDHU0tlBLNYFj7N60eezKCadCZ3FhPub3T47cfv2sNiXOpMLMZl2vdfnXYtqlBSMZwAAAADYCTsTk7dliOsoJttT8N25a+UUuZMiOJNrD3CvmMy28VeKyWdphLucSRkEYqNEqcglTR9l4eDmxeTgyHn7TPVBLW6/88F+7OUj7COZCnOVx8SkCM4kAAAAwLuwLzGZCnGdRGYj3XlwJm9n6Q48mutvhrnmxWQv0vzPbujj12+zJsy1tP067u4zOZxfM+WxP3YgliMxKM6IinYUjoCrZ1HujCilJ3Hrhv6TSzGZ2V7GsOKfHp7nAb6vor0BeOzlczEAD2GuAAAAAH+HXYnJVIjrLDTPh+8zqePBdYY0ygujEsv1fceK3SM/DDIcoMYXXOHUGY2KxVdiAJ5gepDK9kXKo7n2q+hsiGj9/HoRpIP8JQS31eEARYH29KcVMWKNWoTTlrZfDlCkROnMgEAFjPq5KVnc9SLNx4c0Hx/LqUFEGIAHAAAA4A+xKzH5aDqKM/kSElODADzKM6YGYZ5JAAAAgPfgUGJSZHYm16Y9OZOvZsscjABVnuBKAgAAAMD7cCgxOQrD1F9fOMZ/AQAAAAAAYBuHEpMiaSEpIlNIK4ISAAAAAADgcQ4lJnEmAQAAAAAAXsOhxKQIziQAAAAAAMArOJSYxJkEAAAAAAB4DYcSkyI4kwD38S1X9SlXhmIFAAAAgJXsQkye2iaabL6R9nRbvRxncl9Y/bNzBFqtvLqgsvMaLqY+sRf5aD7kQ3/Jt/mUj+ZDPs33U/L0pT/ko7lfjD26/TP4Np+PlUetfJk6BAAAAOBQ7ERMdnL2Pt9ObSQmy8txJo+DUVqKc947I0rpuiCxWppYZbqrfI4CZxA+l+LBtvGos/f7zuC3XJqLfN27+YrytbrJin8AAAAAeC92ISZr4nLtcpzJ+zGqd/mM0aJG10/pwNmzuv9eGSd2XM8Xf1ZPjmHsTDrTu4lKh/u38wrz917yhcd4/CApkz2fhWgZxM7FyiB2ZvE2Ommj+Omdwti5/Jar7tf7aD7kU3/Kp7pOS6/qU672KhfVL/9QF/naIA5L2z+cv+HcU+f84Z1Dzp2cnEZ9GfYz5G9l+c7r1NxJN9RFLRYLEwAAAGDX7E9M3k7Sdue7lovgTD6CUY0obcRNjXi3dAqtlqZRorTt13PWW3/YyqhkmKszqheQbtzVcr11zmRaQHqZFN2k9vMll1HguKt8Ri7ct/kMnTR7CYRVL7S+ZPzm214CIXZVvTD7Hk/JfcklFlwFats/mr94/b6fZJy/r6w7+W0+A4H7pWPhWS7fIROimyj8OAAxCQAAAPAu7E5M3k6tdOf7luNMPsaij6H0AjBw+Kyu9ocsicnavp4iJp0R1awIhY2oiTWRr9k1bD7kM3IeU2Gqi30WqG3/aP4W4nGx/Xyc3Pfl468j6RoDAAAAwNuxMzF5q4S4lpeL4Ew+AmJyg1hy3/JtYmfyt8VkOX/hNilXcqR3J+M9IyYBAAAAwGdfYvKBEFecycdZG+b6s2JyFrTO6KUofCjMtYzvyH1bbzCZgav6lIv1wkrtRT71l7c8DFP9ttfeHVx5/Nr2j+Zv+Fau6iJXUxaCKXfyOWKyEuY69rtFbQIAAADsnl2JyUdCXHEmH8coJcZa0cobIGdq9FvRxQFy0subQdSNA/BM22QG63E2GqDH+flL7D8jOu5yv9xXOPiNuQSD3FzVRS7eADdh/8FhcBt7DQeoWWmPrtr+gfwF2It8VEdtDd3JabCeYICd1CBAFSoD8PSDLG13lQEAAADg9exKTD6acCYfIxXm+rakpgaBnpWO4sPzTqYOXZwaxFUG5wEAAACAPXEoMSmCM3kvgetXDSN9Dw4ljp/AOJ3IRzRFyMuoTgsCAAAAAO/EocQkziQAAAAAAMBrOJSYFMGZBAAAAAAAeAWHEpM4kwAAAAAAAK/hUGJSBGcSAAAAAADgFRxKTOJMAgAAAAAAvIZDiUkRnEkAAAAAAIBXsAsxeWqXk9G3p5u3zk3OXTsv6844k7AJq+e6pYwTZ1RiKhQnRs/fK61FjcusXtTRRmmx4zwXzogqLa9nsLj/R/M/rz9PlzJNB8N8nAAAAABwBzsRk52cvc+3UxuIyduplS7+fMaZ3CNGiexVmlgdzztpRXtzajqjRHsrOGtmMTku907OWR3OyWl1KMycEaX06vKo7f/R/IvVovwdWC0KIQkAAAAAd7ILMblGXPriMRabOJPPwWqRphFRRsQaEdWINL44dCJa9es0jYjSMk9A74b1ozRqFWfCz/6x1hx/3F5p7zgbhesaMaaMlZyZmBJ7gRiLxeS0z3X2ZG3/j+Z/3Ee/Sys6KXTd4FhucFUBAAAA4E+yPzF5OyXCWM/Sta20bSNt20nXneSW2FYEZ/JhrCcUnYi44a+IGF88Sr9M63DzkjPpjARiSWwoJmvHd2YQkFPoZ2L70qlVxJiIE6vVFK6qtJmO3R9fRaGo0f4SYjL5XYba/h/N/7yNFq3ifc37QEwCAAAAwBp2JyaTIay3U+RMdnK6LbfFmXwCKYEnknUemyYUj88QkzmBuGr7AnUxFh0vCjONnUNxNhRlTxCTpf0/mv978gQAAAAAkGNnYvK2CHH99++fnLs2FI/nLhnmKoIz+TAFgaZVffO3EpMu6lO43EJ0M4eCLsRe/N2Tw1zj7x7N//w1YhIAAAAAHmdfYjIZ4jq6lbfwM30mf4aCQFsTVmqUTILHDf0evQFPp+2d7Ze9Ukw6owIRFX62ohslxgZxrUGfxaRz2DR5Mely/RLz+Svt/9H8T5TE5DiqLGITAAAAACrsSkzmRmn99+8mpxVTg4jgTD6CLgygMzIOkjMOgKOifpSjSJwGyAkWegP4qH6QHX8QntLxxwF4pu+sNxDQakHZ9yls/D6F85mJbpRo7U+54QnB1NQdwzQdYwafPjWIv/9H85/J4/L69v0l6S4JAAAAADV2JSYfTTiTAI/gencTJQkAAAAAKziUmBTBmQQAAAAAAHgFhxKTOJMAAAAAAACv4VBiUgRnEnZIqj9lkNYP0gMAAAAAsBcOJSZxJgEAAAAAAF7DocSkCM4kAAAAAADAKziUmMSZBAAAAAAAeA2HEpMiOJMAAAAAAACvYBdi8tQuByVpT7dgnXPXzsu6s9wO6kxanZhsHgAAAAAAYGfsREx2cvY+305tKCbPnTTtSW634fPtLOfzcZ1JqxvRqEkAAAAAANgxuxCTa8RlF4jHs3Tt6ZDOpIiIMwoxCQAAAAAAu2Z/YvJ2krY7h98FzuRNzqdWmiYUnEdyJhGTAAAAAACwd3YnJpcu5Pz93GfyJF27FJM1ZzKVdonVoppGlHG/nRMAAAAAAIAkOxOTt0WIazqlw1xFcCYBAAAAAABewb7EZCrEdXQmPcF57lo5JdxL+kwCAAAAAAC8hl2JyVyI67/zSdoxxLXt5HxLby9yDGeS0VwBAAAAAGDv7EpMPpqO4EwyzyQAAAAAALwDhxKTIsdwJgEAAAAAAPbOocTkEZxJAAAAAACAd+BQYlIEZxIAAAAAAOAVHEpM4kwCAAAAAAC8hkOJSRGcSQAAAAAAgFdwKDGJMwkAAAAAAPAaDiUmRXAmAQAAAAAAXsFOxORNzl0rTdNI0zTSdufFOrdTJ23bSNO00p5uh3MmrW6m81fGiTNq+twoM6zlxOj5e6W1qHGZ1fP603ZarBs3NaJKy1fhxAbHN2KNEm3X7r+w/crjZ8//QYLyDpISs6aMauW/Ab+MmmZZPrXlz8Kolecuc/nl8rKufufpty/k5yn1ex1W9+fwbIxK1b9GmqlQf67+v7L+PiV/ysjTr4Azon5ivwAAAAdmF2Lydmql8wTi7dRKd/bWOXehgDx34fKDOJNWx41lK9prLDqjRHsrOGuCxqSLhJmzOmyoW+01TGVoPGlZ29br8+dl0DkxyhMQlf1Xt69QO/81mMz5OqMmgWD1nKetgqpY/ut2IkrpfIO2tvxZxNfSP/4kZmy0qCwcavW7RvVaPFi/98CifjozlfMz6n+Jl9TfB1nWoWfvf/3zCAAAAPYkJs/hZ188nrtWTjdvm9sp6V6+szMpsk5MKmOzDbVUYzBo8CcEgi+iiniN2sIJ5Pe/ZvtqFsrnL86K9twdpT2XIeVcZZy0ZIPS215b8ZyS+ZqVyj927kanzi97371LuXa15cXzj45pje7PJyO2ciLf6mYQNG5xHXqx45VztO+6mIydNxWIJaOUGGvmc4yds1r9LpRP7JwGTljC/U/fM6Hz3igj2hfAlevTn2NfZqn7slr/H+Sn6+8zKIrJQvmO+VdaZ+vnsGLFnXSDg/wzrjcAAMC7sQsx+e/fWbq2lbZtpG076bqT3LzlSTHZnv6cMzk2VpXfWPKNvkWoZrS/lNuUc6CWmauLztL+12xfpXz+RkeOiLOiddiYzTmTYZYz7oQzoho/rDdqfFfKf+HcpcrEVdymwvI1598LIiVK277snA3KcFhJdJMpp8J17M9/bmRbrSKxse1lSeyMGTWENwbizMtnpX7Xymch4OKXMbn1vPPTvsJwVrRXB9bVz6YgWMv1/1FeUn8fpCQm11xf/wVEXD+Hb4NrtgQxCQAA4LMPMXk7Rc5kF4jHtWLy6M5kTNzYXjT2nA2dkbcXkyHB+WecxyYSRQ+Jyf6gw3GWDc5a+f+omFx5/quugzOimlSoYu8cqky4ae386vU7cpYi5zEV5hocs1T/VpWPE+2FaObCatNishKyu7F+rokYuCsMtbS/V9TfB8mKyRXluyr/knflAQAAYMkuxORCLEZ9JM9dE/aRzIS5ihzMmaw2zEIHKdVnrdbY3hTmWmsk1sJcn97I9M9/Xf+7R8WkG509FblQUi//n3UmV/Y/fEBMTvkf8mB0E1zvzWKydK7OiTOxM7ldTM71e135TPvLuJLhPn36/edL9nn1M9hnzkG+g5fU3weJ69Ccp3r5IiYBAACezy7EZN9n8hZ+9gfcuZ2Cz+euTQ7A8+7OpDNq0TifPw/hV0EYXdgPMeksNKUBcqIwwQqLsLDBuVi7/+r25aNXz7/ff3lnJnBadFI05cRkGCbXu2j++dTK3xchzvZOyjPDXNec/zqHOC1S+vrYCyar1WJEzVpjvVy/+2vjC/S4z28c5toPQFMIc03Wv+qrBNHKFAf7yYe5RvVh6MM39zNcUz9z92O9/g8HiUaAXc9L6u8D+es3z4fe1sp3nZishLk+mH8AAICjsQsx+e/fTU4rpgaZlmemBhF5b2dSZDl1hufriG6U6GCAj6ghnQjzmgcfec7UCc6EA1hMjduV+89uX6Vy/onya9TQN9Bfw0YDcMR9SgshcsGgPfFgLLXy7w8eDh5jdLBOcmqIWEwVlpfPvxcG8fa5NnHanfEGyFFDOUYDtGTLJ5G/eAAao/Ty+k7924bQYmvS1++OqWlS9WM6l8XJp8svDpM10f7D+l0+fnh9EyHB1frvldPWiPIX1N+fyF9Yh/Plu65+yiSG81qyv+Z0lwQAAOjZiZh8Tnp3ZxJgN6ztSws7oh8c5ifmwHwOe89fpb+0uMrgPAAAAH+PQ4lJkXd3JgH2w5Y5NmEHDH1dd/sK4B3yV+z3CgAAADGHEpM4kwAAAAAAAK/hUGJSBGfyLrLD6qenLzjc8QEAAAAAYDOHEpM4kwAAAAAAAK/hUGJSBGcSAAAAAADgFRxKTOJMAgAAAAAAvIZDiUkRnEkAAAAAAIBXsBMxeZNz104DrrTdOVh+u53lfOqkbRtpTzecyZ8iN5H3DugnC5/z5k9C3igzrBVOGq+0FjUuS016vnnS+xrhpOlKG7FG9fPWrdp/Yfvakf3yCNL7Te9h9X31z6jluesnnnxfB3+yPK1oVcp7bXnIlqldxvqzpq7de33emVr5rHs+5anWrac8n9bxU9d3eX8OaSrUwvNbhKlbAAB2yi7E5O3USueJxNuple6cWPfcFcWkCM7kM3BGZRsTRv3eyKpWx40tK9prbDgTNrCdNUFjxEXCzFkdNvSs9ho2MjRe1p9vnz8vg66fpH3aZWX/1e0L+NfMn3j9aHNFluufFR2M/Ns3Tp95/o+WZyn/RinRozpwbvi8fnlAXNdWHD++P/4knmhTUWHUyqf2fKpRrVsPPp/2wKL+OTOVc+35LRI+2wAAYB/sR0yew89J0VgRk+/uTI5vt5VxYo3uGzX+j6/znYneuQrbHvGbXTX9GMdv1v1jxSTFZGb6jrU/7HnnbP1b8DViUhmbfXOdEpNBgzHRAC8J62jFReMzcQL5/a/ZfiW5Ble1flkTOV+eLBuun9J6rgeLhmyu/lnRw/r9/rVYmzp+wRlfVf9iMRld88L5jfn3neFGGdFRA39s8MfOkxMp35933D818VJavngJseL4fWPe5K9vNXIh//xZR638o/0rM+RvZf1agdXNIGjc4jlSK5+6mCyXj1FKjF9HY+ex9nwq1L/YOQ0iNRLRG7nrW7w+1d+nWUymnqu15/ewUsWddIMD+jOuLQAALNmFmPz37yxd2/ZhrG0nXXeSW2q9v+BMWi1No0RpK86JiBv+iojROvwRdVa0zoup2HlbND6tXi8mB/bsTI6NHeU3ZnyjbyFoo/2l3JyMw5PIXF10lva/ZvuVFN/eF+qXiAvKK96PMypo4Fod1pNi/XNGVDMKMT019qxeCqL761/CmYzESOn8+rz4FcaKbtJi0hrdu0L+ssr9Wc+/v22l0VxcvhTVa47f3x/56+uvl/8+//ypUSv/hXPn+vu/F/Lr61clE9m6VyufrS+74vIxangxEYiz6GVL4fm07vchuAGSL7By17d6fVbV/9JLxPLze8jF4p6M94GYBAB4LfsQk7dT5Ex2crptF5Pv7kyKSL4xk3EWmqDRGL0Zjhq7vykmX+FMLo5ZE9POhm/W/4iYzB7Hmaj+JJyrYv0p1D9nwv6rfmjbU8Vk1GcyvAEK57cuJNGofrtGRw7Kqvtz5f3jTCgi7liuGp0UmpvCXDc/H8rPnzKV8s8499MzYUP9KhxEjFaiMuGmtfKpP5/K5ZMKcw2d9cLzY1X9c6LVXC9yYbXp67vi+myo/2siPnIvI9aG/gMAwGvYhZg8d20oHnOi8Y84k/mG2oaQMef6N/RHdibdsk9NtEXg0OSES6mxtinMtXZ9amGum0ICS4e5R0wOb/y91u0iLHhl/elXjurfy8Rkbnnt/DyXq4BRjWitE33V1orR8v3jTO8W5UO1y8uHlX5JTPorLZ8/ZSrl/wIxOa077MvoJrhfN4vJ0j2dKJ97xOR8LdbVv2l/GVcy3KdP7f54Tv1f7DNxPyMmAQD2xS7EZN9n8hZ+/oN9JkWk2EDvw6ryv6LBAB0iiz6BfiPB2f5N8nYxOTd4nNHZRutP4IxaNO7mz0uxEDdAk85kUxogx5YdoIhFWODgfK7df3X71fm4Q0wOg3mMYWVu6Lu1RUwW69/TxGSp/hXE5Irzi0exdEMfsHgQnL7tvhSUtfuznP/eFQsGIAnKprbcpxTmmi+/R8Vk7flTo1b+1TDXNfVr7BeYCe9shn5+Vqu5L6y3vFQ+5edTvXziMNd+AJpCmGvy+VEr777MSoP95MNcy9dnXf1f/7In/QKhEuZauL4AAPAz7EJM/vt3k1NhapBzlwifaU8HcybjEL3UAB3xAAgqcCmM0qKD5VGYmT9AgtJijfbCTNPHj8OU3DiwRWr/P85y6oxQSKjl+U+LE1OD+GL6SUPvOxOWz9Q4Wrn/7PZrWJxjFAJdqV9+KPI4LUkz9UNT4TaJwTry9c879hDSO243Dwz1eP0Lpx5Iuzy58xvWCAZIaVTYuPWnb1gMaDJsX7o/i/mvDZCzcQCfnHuTO379+tavT/X5U6Vc/vHyxQA8xfrV76E8BYe3fzWUkydKa/W//Hwql8+UL2vW14/K1EKp+jedS1Kk1e6/+vUp/z6V7s/K83vOfLEvcV+Or3vBCQAAuxGTz0mHcCYBAB5lbV/fP0U/OMtfmyPzSJSnBnGVwXkAAOAnOJSYFHlnZxIA4HkcbY7Rhxn6kiKx35TqtCAAAPAbHEpM4kwCAAAAAAC8hkOJSRGcSfgBssPep/v1He74AI9A/QUAADgshxKTOJMAAAAAAACv4VBiUgRnEgAAAAAA4BUcSkziTAIAAAAAALyGQ4lJkWM5k+6qRF0Zuw5+B+ofAAAAAJTYiZi8yblrpwEZ2u4cLT9L146DNbTSnW5/wJm0oj/Sky+7qxL9tXFvl0aajz6pqxN3VdPn5tOMexZzmb9XFy1qWBas76dx2y+9WKYuW4dxd2KD4xuxwbkul0/7/zaiFnnTYr/nMivmv5azyvZj+Y7iK1j/Yqv5W4P5XB7/HrG3rv7k6x8AAAAAgMhOxOTtFArE26mV7jwvP7WtdOdh+e02fD62M5lyhdyXEfPlBjHgps9rsRclJhAvVrQnptxVifaO6b7MJCaTefouLXdiL9vETp8/f/9OzGczCR97aURd7CRw7FVJ8+kJyi/dC7cgf/NIkbX816htby8qON5i/5X81TDRuludwy31B1cSAAAAAGrsR0yew89txn1MrX88Z7LgSn5b0Z+9I7bF1RJZJybV1WbdqFlghNstlw98G1GXlVKptm5G+NnLLDYXYi3KUy3/NWrb24sSc9XzedTEpDwm2mJxuYZ19QdXEgAAAADq7EJM9mGsrbRtI23bSded5JZb93aStk0vFzmGM1kSGG5w48xnLAzr1MTkGEaq/DBSb/10aGwm399OzOeGcNwvXRRV2TLxt0uINf+7Wv5r1LYfy3cq5xViMvndGrYIdY819QdXEgAAAADWsA8xeTtFzmQnp1tmvbaTc2Y/x3Ame1coJxPs1fTLvq3o6zYxUReTIe5LB6JpjTM59+frQylX8yIx+ePOpCci3Q+KyXv6zYqsqT/l+gcAAAAAMLILMXnu2lA8nrtFmOvt1EnbnfOO5UGcyZ90hRZistpnMBQWtbwFIaVfelN/wGpenhrmeh+17f3y7fuf/lSYq7srxHXVnnElAQAAAGAluxCTfR/IW/h5EpM3OXXlAXqO40y6H3WF3FUFYib8bEV/qHBAliiUMiU0TGGAm/h4Newl7nNpRXuhstsH4LGiSwPwyLZ+h7XtQ7E+902cqORvNXeGuNb52foHAAAAAMdiF2JyFIzJqUFuJ2mbZlo2piOO5vrzrlBhao1BTOqLCqeu8PKWnBpjFB/+1CD+VCOxoKrl8KrnKTQ+dTTa6A9MDbJSPNW2j6dekbFMxnN/wtQgfl7uCXFds19cSQAAAABYy07E5HPSezuT7q5BdQCeA/UPAAAAALZxKDEp8t7OJAAAAAAAwLtwKDH53s4kAAAAAADA+3AoMSmCMwkAAAAAAPAKDiUmcSYBAAAAAABew6HEpAjOJAAAAAAAwCs4lJjEmQQAAAAAAHgNhxKTIjiTAAAAAAAAr2AnYvIm566VpmmkaRppu/Ny+amTdlp+khvOJGzF6qmOKeN+OzcAAAAAAG/NLsTk7dRKd7qFn8/h8vY0C8zzqZXWWx9ncsYoEfvbmdg5zqismDRKU34AAAAAACvYj5hciMelWKyJyXd3Jq0WaRoRZUSsEVGNSOOLQyeiVb9O04goLeK8ZaqZl41JDxs7E372j7Xm+OP2SnvH2ShcrZ5dQWu0qKaRxhdvzopWzeweaiOh5HNitPKWK1HDCTjTfz+fX96BTIpJZ/r8REkvTtCJUY00jRaLuQkAAAAAf5hdiMl//87Sta20bSNt20mXDGO9yanNhcEeyJm0nlB0IuKGvyJifPEo/TKtw81LzqQzEoojG4rJ2vGdGQTk8NnqxPbV89PSNEqUtsP+rXd+Ojo/K1rPB+hFoJ3WcVZLo8Ll4fnp9WJyoO5MIiYBAAAAAET2IiZvp8iZ7OR0y617k1N3TGdSRNICTyTrPDZNKB6fISZzAnHV9jUyAi/nDDaNL+4i51KFgu41YhIAAAAAAER2IibPXRuKx3NXDHP9dztJ254O60zmBJpW9c3fVkyKFb1lZ86JM7/hTAIAAAAAgMhOxGTfZ/IWfvbE5Kn1l9/k3DXSJEJdD+1MyrqwUqNEjBeWqpo5NNaZeXtn+2X7EZMiVvdhrDmMUqI9K9JZLcrLkC8Sne2dzu1iUnnlp0U1UejtOCLssjMlAAAAAMCfYhdi8t+/PnQ1OzXIbbn8ltiPyHs7k7owgM7IOEjOOACOivpRjiJxGiAnWOgN4KP6QXb8QXhKxx8H4Jm+s95AQKsEpRVdHeDGifUG2GnU0LdyWGqUFh0sj/ot+gP4KC3WaG8QnvTxwzDaQaDm9i/jwD6RwAQAAAAA+IPsREw+Jx3CmYQd40Q3s3MJAAAAAPCXOZSYFHlvZxIAAAAAAOBdOJSYxJkEAAAAAAB4DYcSkyI4kwAAAAAAAK/gUGISZxIAAAAAAOA1HEpMiuBMAgAAAAAAvIJDiUmcSQAAAAAAgNdwKDEpgjMJAAAAAADwCnYiJm9y7tppIvm2O2fWO0vXNNJklj/DmbR6mKz+FaUPAAAAAADwpuxCTN5OrXSnW/j5vBScp7aV0/mUFZsiz3EmrW5EoyYBAAAAAACy7EdMnsPPrScu//37J+duWOeWF5PP6jPpjEJMAgAAAAAAFNiFmPz37yxd20rbNtK2nXTdSW6R2JwEZEFMijzHmURMAgAAAAAAlNmHmLydImeyk9PNdyWbqT/l1K8yci6f6UyK1aKaRpRxP1z8AAAAAAAA78kuxOS5awPx+O/cJcUiziQAAAAAAMA+2IWY7PtM3sLPd4hJ+kwCAAAAAAC8hl2IyX//bnJaMTWIH+6aci5FGM0VAAAAAADgFexETD4nMc8kAAAAAADAaziUmBR5jjMJAAAAACFhCuYAABaFSURBVAAAZQ4lJp82misAAAAAAAAUOZSYFMGZBAAAAAAAeAWHEpM4kwAAAAAAAK/hUGJSBGcSAAAAAADgFRxKTOJMAgAAAAAAvIZDiUkRnEkAAAAAAIBXsBMxeZNz10rTNNI0jbTdOVx+O0k7LOtTJ2ecSQAAAAAAgF9jF2LydmqlO93Cz+dITMYCE2cSAAAAAADg19iPmDyHn1tPXK4VkziTAAAAAAAAr2EXYvLfv7N0bStt20jbdtJ1J7n5y+Mw17aT8w1nEgAAAAAA4LfYh5i8nSJnspNTQizWnMqaM5lKAAAAAAAAsJ1diMlz14bi8dyFYa5JJ/O0yZms/QUAAAAAAID17EJM9n0mb+FnT0ye2lba0+xEnk+tNBudydJfAAAAAAAA2MYuxOS/fzc5laYGWSyP+lTiTAIAAAAAALyUnYjJ5ySEJAAAAAAAwGs4lJgUwZkEAAAAAAB4BYcSkwhJAAAAAACA13AoMSmCMwkAAAAAAPAKDiUmdyMkv7Q0H1qsiLirkuZivYVW9IcS8/0zh17ixHw2UR628Oz8VvLzbcVetTQfjTQfStTFiBvyYa9G1PC9vugXluEr6ctHf92x5ZcVe1V92V206E8j7suI+myG8oxT6rr2x1dXt/J7H9sfc/h/vl6NNB9a9Fd4ze2ltr/CcT7u3VbEXlRQJurq+vu0WjY75Ku/V9bXl77s7qlfa3DfiWvybcU+XM9eW//sJXfPNNOzfXmeTlbXyNXXrb9e9z+/h9+gqVyqa4vzrpW9eMf+0pX9ODHXKJ/fRnRUxsE+c/uZfiPi6zjcs59a9Neyjkx59/LqvuxUJ9Y8N4J68W1Ef8bPhiF96kS9BgD4exxKTIrsw5m0F6+R8KXDBsO3EfVAw2Azw4+qua5tTCRYmeewIenELn7s++/NZ6GhHhzLF1Z+Q7Gyj7dnFPBDoyrbqI0ao196bgR96aGxEzYO62TK9ktLc7Fivyr14NuI+jTiguvln5N3pKu6T9RMx7iP+LjuqsIG5qvv0UfZnN/5WixF9GOCOivCFvlzYj5Tomwf9S+7bMhH9tiFezVVHrXzWb6MnLGXdddnUb9LDOfQn3viWgTLEyQEZ3gO8XVJ57e2fu6cJiE4PQs9AVm6dsE+vHPO3lv18wAA+CscSkzuQUgufmRiMRl//lG8BtTaBueXXtcY8lyd6WiLhmTO+doiJscGZywmM+7AO/NtRA1lVm00ixUdOySemLQXb1nymubKL3V9vO98wVrLX9yY/zTiPIfpbjGZbBQmRPOXSdazdxaTZces4qJ9G1Gr3ZT7GsspgeOX9+xKbRGTr69/RZG9oW5M+6mVZVaIKjHX9DNZfyXKcPXzO/0MDu+FxDNmOEb+vk1dPyt6KDN3LUeULEXi4MzWXqSNjPfuUE/85+Ba8Y2YBADYxqHEpMhzncnaG93k8ulHLBUWY8Qsvv8pUZQIl6y+md0Q0ppoUASNs6HhqivO2qKRtWhUeWLyQddk/4QNlEXIYBAuWBCTcWjZogE+N+7mfWcasxebFF/LxrEVEx9jdIg+lJhvvzE/h4BvDc/MN4wzLm6ivpfduO2C4WV8G1Ef0UuCnFufagRnHN20+/WgmPRejPjXef4/EkI7q393OZOJfTSesOnr3frnVsmV3MJqZzK+Bp+q7rQW60jpno0FYRTGPDmgeWcyvD6VKI6LySz36+tyubrofBkgJgEARGQ3YvIm566VpmmkaRppu3Nyvdv5JG3br9O0J7n9qDPZN9bLP5Tx8kR/wEB0+X1KfvLNZigkg8bXl843aDJOTgqbCJtdisnU+dWdSZ14M+07G/c6u27oj6kKfa/csLz52BAa9jTCOpF8IeGHf2XE5OLapNyKbCM1fKGQbYh6+wzq2eA62S8zN+aDv/eKSS+HvnMwNe6XLk1u/7/hTPbX8rEXIMF19fplz8wN6nS5rm2Y59et5tEXk2OftTVi0j/uDurfo85k0O8ueJkzXqNKXaiFzG50R+96lq12gaPjpfrNSs0Z9CMLct0bvLVLzw7/eef191QXO+2nVCYlZ7Le3xMA4O+xCzF5O7XSnW7h53O8Tifd6Sy322ucyXtdSX2JfoB9Mfll5kEDFg3W+lvcdIoaZJ4jkM1r0FAJ190URpfqG7NYHjsGOTGZeLM8uBJTPr8SDax7BHmukRR//9KQZJGFM5kQPfPngjO5CK22693vr3nwI31R+TfzyXIfHM9vK/Y7bsQ/S0wuy6i/ZuvF5Ko6/gMNxmf18109gEnCvdOfRtyKvn05R6ietwfF5E7qX/alVe2ZkBpYJ/m8KQ0GUx5sKCfKci+f+peJ6SiR2m/c6vszeGHVRwq4b/83TaUHAqv2h8z9LubDdH03uH/ZZMRcTD9AmVdW+Ws/RjoMvznevRaUyct/HwAA9sl+xOQ5/Nx64vLf7SRdxq38GWfyTlfy6v2IjSP7jT84307MlxV3Nf0P2p1vffMMP7obBiuY8lJh7ZvtnDMZhqVtGDwnCCl74qA7mbJfNNImwT+W7dgg02K/hkZu0CB2Yi6zoFYXJerTbMjYUigtG/neuiv6TPbCQ+dfVESiZHbQopDnaETOUp/Ovl79kJhcOAVjHjeIySjvy5cty1E5x2sR9P1bNMbL139snE6N+o2jQcZ5yDI0mpfXaCkQ8/v8HTH5e/UvfJml/RFEg5daufsnP0p1/vmZGqRsOO9r/vdhbd8/EZlEnrqYZF3LuYjj8zY7EnS2bsz1Jui3net/GR/VDwVeM6BREKkRusH+S9xxf2aqe/kyDKIIvrSo3GiuF5uM0AEA+GvsQkz++3eWrm2lbRtp2066LgphPXfSdifpphDXTs4Jh1LkOc7kfa6kCQeIGH8IL3ZqeOqveb27Bx/JURiWfnOYUzRi36NiMgxbWicK0+7Lo9OcDGwRk6MYCPqADSGG3/02YTl5oVRDn7b1PMmZ9P4fzynViF8OhmFFX8x0feLRec0lvJ7p6zCGcnsu2MX7/KiYjMPGJ0FSF5PbB68JG82L/Eb1qHb9J7fQE0j6joGkqucxTguz3DL8fqjf03QyyQFrtuZtOeDXejG5n/pnr0bsd3gvbSgF0aUXODkx5veJLQ6ks1ZM9s8IM9TLufxWMJVbPN1HTRRm6s3wm1IqxzE0uCqWU9cj+P3LObtjlEwij8EUSmGYdf4ZDAAAInsRk7dT5Ex2crr5n/v+lLNbeZPT6af6TK74sSwt98Vk4KDMA8mYq33paKSbxWQ0yET6rXx51MZFn8npx74sJuNjqc9e8ARzKGbduvXnd5eYHP/3ymch8D7DvG+bh+yJYnII+fMb9/rqgn6xsZjs6+hyIJexD+t8/ILQmMTe3JjXQQPuMTG56M9UGOG3vv+h0fnZh1OaSl5qYrJ2/VP1/hmN0/X3d3p6nSkPQYP/QTHplU08mmtOTO6n/kVzcaauc/G5s/I3wid+XhYE7DpnMry+qd+kEnG/5PV91lPXJsxLUgxPrqEfZrrmhY8fmRC6hvNviffC6WL6lzypF5WDaPbP3V76aAJzSYh75pkEABCRnYjJc9cG4vHfuQvCXG+nVpr2VN7mSc7kXa6kT1VMvr4T/1Yx2f8Iz/l93JkM1srPI/fRiLqaoDGSapw+HPKaFZNRQ8m/hqvEpL+t6x3MB5zJlANVFZNeH7PpLX9yagEtxheT2RAwr9E/nneuMRw07qzYr1T5JETMJuZGo/pUUZ3YJibH6z3W71pDuS4mPRLXf09i0m8wx/3Axr7Od4nJL69Bfl0O6JUVk3uqf/HgRguXUGfCiKez3C4mk3m415kMyzCoH4l5IBckRKe9DH1Yq/UsrjeZqUIKLmUslsNwWamUX1j28b7WjKg7bzP2wU2JcKYGAQAY2YWY7PtMhuLRH5Dn37+bnNpmXud2lu5HRnN1FVeytlyWYa5RA6T2Q/oTbBOTY+Nt/rFcu/1C/NwzmutCUL1OTMYjyfohrGvEpPlU8wBL0oc5bp5MPjj3SBx9Wa88a87kfA4pl6fPe2rOt2XZxiIrP1dcLOgGJ6AwJcX9QsqKHqcu8OYPXOdah86SX7/tJd8fzF/PfS3D9mrXPw5zdV/DvI/3FkEiX2X6+mUW1/N5o7mKSBgimRwISCQd5jp+/5v1z3v+faSePWt4jpi8y5lcMwDb9OIu3Y8zdV3W9tedfgOmvuaZvBZc0uX5ReVZLT9v0J5kH+GVYnIa7wAxCQBQYhdi8t+/m5xqU4Pczj/eZ/JhV1Kk4EyOo5HOIVavEpRbjrVwFz2Xq0bR2VkZ5ho0BPy38Is39dvFZG7uTx/nuXjJEQUHZ2Rc7jeyzKcW7Q3Asj0MakUDxQ/ju0NMhiMTrhOTi+XXTDM5mAcxMe/hxzbnMEu0rzksrr7/2HUfv0s1theN0W8vjPVTi72GjfLS9Z8G9fBHJH5SmNzq+3uNqJocwjsby4ljpMp8i5hcLP/B+pcblGe7mCyHZz5fTOaFe7J+TM/2SHxXXMSg/3+U3+D7omAtn0vyO98FrolJv8//JK79fpTpMOVxMJ3++HaeixcxCQBQZCdi8jnpMWdyRSNmjRs2iUl/9MH0D/0z5p5bw7rGZmk4+kLjaPUPqr+P9QM4/IgzuVeyocEh4dt/j6qY7Ovksi+Rz1y26wasWTZGe0GVaiR6I8xufiGQdxvG5aZYx/P1O31/FETLL/HoAEIP168iJRfSc9lzQj3Yz2/Uv3LESH7eydxcmWVnslq2yXu5dN/48zQu874qPPUjVe6586u5//OxS9cvPXVPYdqPrBj3IhNW/c6O5xC/cGiGUbvDEOz109MAAPw9DiUmRZ43z+S9pIZaz4dlAQAAQE9eFBeJpo4ZqQ8YBAAAj3IoMfnbQhIAAAAAAOCvcCgxKfL7ziQAAAAAAMBf4FBiEiEJAAAAAADwGg4lJkVwJgEAAAAAAF7BocQkQhIAAAAAAOA1HEpMiuBMAgAAAAAAvIKdiMmbnLtWmqaRpmmk7c7B8lPbTMumdU63wzqTVoso89u5yLM2f7oRadTP50dExOpGmkaJeZuJv6zoppHm7gv96PaPY9Q7lfcDOCNqevaM888N5d/49c6J1Wp6RiltxBolepqwbrncDd8blai/Vvfr7vJhcH/9s7oR9UDF8cuwafzyfQ7ObN+nM32e1mz36Pn/Gs6IUsytCAAAIbsQk7dTK50nDm+nVrqzLyY7OUfrp8SkyM87k0ZJfjLqF2z/bugXiUmRdxQ3VvRDQmH79kYVJlPfdGgtzR2t+N+u//cfvy/rsHo5MUpP31mtxDhvDdeLxLGYrG5EaTuvb5Q04z4Hwaq8MrVaiXrW9foRHq2/d+CMKK/Mn7pra8RYN4hJN332Kd0/94jQd8PqdYIZAAD+DvsRk+fwc0os5sTlM51Jo0Wapk9Ki6hRDDkR1czLxhT8sNpePE3L/HbWyu2nY2faaNbLX6P6460RUP52yoTH8t3D4Pzjhnctfy46f7teTMZv9nunMX6D78QEzo4S5WXEKCXGGtFqcC2UFrup1Vnevzg77ztwlub8K61nFytueAbbK9F2Y2O8tr1/7o0SbbyjB+7anML6V9g+whdJwfcP3D9jHVVGxJph/aEOOhOu76/rk70/1tx/FayOxILVc/10JhCCCwZXZ7nPoRydEaXNLFaG/W0T/zuvv6PTuriv1x1/fCYESYUP2eD8ldksxN14jsqEz44V948zSrQx+fIrnH8y//H1q+c+dG2VER28YMuVz+gy6+H6arF2uA6LOoA7CQAAIbsQk//+naVrW2nbRtq2k647yS237u20CIN9ljPpTN84nRpYdhmmWXM2fGPC6mVjdY0zMuYjZrE/14eSrnXjFvu1fYPfz1uk3UQrWTQccvnTSoIGmNXbwlwXb/b9xvqwXBnrXR8dNCbN0Ah03gXUGxrj1f3ryBFxVrT3xsAZFQhYq5WX/yEvXsPOarUhTHDN9i6qf0vBVxYn9e2nvDTL/Tzj/hlfWCg93EtuvqecWb58CbT0ivvjIWc0Eoy9EzkfvBS62NetxPJxu3Hfw+dRuG4Rk/uuv3E+l2VRPv60UlZgLSITXMpNruetUSYb5VBzJpumkn8pn3/p+tXo64zvjFvRXuh0sXycETWs64yezmPxAkXCfQIAAOxDTN5OkTPZyem2zsV8tjPpO2sqEkcilcaoW27/TDH5jJBRXxwG4tGFwnLE6qVYTebPJr5znjO1gpqY7Bu0nrMSOY+pBuC20LPC/jPOROOJqmL+U2Kj0DBeZm3F9s5E+d8oJldsPx23SYcaPnT/iKTr0XzYophcc388HqY+1LG47J8lJsWJVs20723O5I7rb7BZXkyV7//CMTPOcCD4V2DN4NY5m3TmN4W5ZupEti5Unm+VnJdd4lr5+OXqhbCnnp+5qAQAAPib7EJMnrs2FI/nLhPmesuGuD7DmQxwQ2jdBmdFNyJRZOHTxeSjL4SnPEWu5HuISX9l179Bj8NcHxKTpf3XQ/p+V0wOjoHX+kw3BHON4XXbT8fNiMl5ne33z5CNh8Rk7f54uM/mcB0WZVO7lqvCXLeJlyJ7q7/RcfYqJmv8rJj0V1o+38pUXFjEJAAA/BC7EJO923gLP6fEZCHE9RnOpImcRBcLLgndPDf06+rDhHrhNIXkDf0FU2Iyub1HKcw1MKJc+hg1tEqEtEriu18Icx0bWc4OA5J4GTIqDONyVgcNpDjM1VmzaQCT2v77sLVCkGixMfnDYa7jwCTeueukM6m8+qdnUbhy+ykviTDXh+6feddFMTmdru23jcNca/fHmvuvjBOtVHIQmEVYo7Oi1VwnqgPwPCgm911/w+M8XUzKc8Jca2TvH3lcTNauX414lNix/+e4i2qY6yoxSZgrAACE7EJM/vt3k1NhapBQdOb3I/KYM2mUiI4G8IjDjMZGbGr5OEjI2OfLDp+j9mV2e50YIKRpQifFRPkrtA2zOCPSJFzIeP/xADzV/EVhvtpunB7EH+BDabFGB4NVGKVFBwNM+P2ThqkVbDQAxoZGT2n/4wmGA1yoSRyMA4hMg3KkBttIDWCyGERkZfkktvfzME5LEU834caBNRLnt2b7uaxSQvWx+ydVvxZ9IJW3rVkOwlO7P0rHX0vJWeoFxly+4WigmalBghBUzylKhKKW2Hf99adSWYbZrjm+UYntowry6AA8NXL3Tz3/5fPvz692/aq5C86/UWpR/4oD8Izlaefn7mLKEwbgAQCAiJ2Iyeeko8wzCbB77pwaBADeF6YGAQCAmEOJSZGfn2cSAHreb15PALgbXEkAAEhwKDGJkAQAAAAAAHgNhxKTIjiTkCA7LcK2Pml/Nn/wu+y9fuw9f+8O5QsAADvmUGISIQkAAAAAAPAaDiUmRXAmAQAAAAAAXkHz2xkAAAAAAACA96P5f//v/0kq/d///R+JRCKRSKQ3SLnfchKJRCKRfjIhJkkkEolEevP0240JEolEIv3NhJgkkUgkEunN0283JkgkEon0NxNikkQikUikN0+/3ZggkUgk0t9MiEkSiUQikd48/XZjgkQikUh/MyEmSSQSiUR68/TbjQkSiUQi/c2EmCSRSCQS6c3TbzcmSCQSifQ3E2KSRCKRSKQ3T7/dmCCRSCTS30yISRKJRCKR3jz9dmOCRCKRSH8zISZJJBKJRHrz9NuNCRKJRCL9zYSYJJFIJBLpzdNvNyZIJBKJ9DfT/weMTH8xRVfwvAAAAABJRU5ErkJggg==
2.接收处理 按照论坛里前辈的方法 添加后 发型串口2接收一定数据后死机的情况，后在此位置 增加后，测试10ms 每次的接收，没有问题
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
你这个应该把你的usb config description 贴出来看下。或者工程贴一下。感觉你的usb CDC中间有些配置，没配好。 飞跃-344154 发表于 2020-3-24 16:00
你这个应该把你的usb config description 贴出来看下。或者工程贴一下。感觉你的usb CDC中间有些配置，没配 ...
谢谢关住和回答，昨天贴代码 图片 竟然没成功，不好意思，STM32CUBE生成的代码例程clean后压缩13M 也超出了附件上传限制，附件只能上传9M以内的压缩文件，昨天看了些资料 修改了 HAL_PCDEx_SetTxFiFo fifo的大小后可以正常收发数据了，也不乱码了， HAL_PCDEx_SetTxFiFo(&hpcd_USB_OTG_FS, 0, 0x40);修改此处函数 fifo大小后，原生成代码fifo大小0x80， 乱码问题解决了，今天测试发现一个问题，主循环1S 串口1发送，等待1S 串口2发送，循环操作，用串口工具分别打开串口1 和串口2 接收和发送都是正常的，但是当我关闭其中一个串口工具时，对应的串口发送返回busy，另外一路串口也发送不出来了，也返回busy, 重新测试，只发一路串口 数据 ，第二路串口不打开 也是收发正常的，现象就是如果发送端 两个串口都发数据，接收端得都打开接收才行，此现象也很奇怪。 /* USB CDC device Configuration Descriptor */
__ALIGN_BEGIN uint8_t USBD_CDC_CfgFSDesc __ALIGN_END =
{
/*Configuration Descriptor*/
0x09, /* bLength: Configuration Descriptor size */
USB_DESC_TYPE_CONFIGURATION, /* bDescriptorType: Configuration */
USB_CDC_CONFIG_DESC_SIZ, /* wTotalLength:no of returned bytes */
0x00,
0x04, /* bNumInterfaces: 2 interface */ //old2 2¸öVCP ʹÓÃ4¸ö½Ó¿Ú
0x01, /* bConfigurationValue: Configuration value */
0x00, /* iConfiguration: Index of string descriptor describing the configuration */
0xC0, /* bmAttributes: self powered */
0x32, /* MaxPower 0 mA */
/*---------------------------------------------------------------------------*/
// IAD
0x08, // bLength: Interface Descriptor size
0x0B, // bDescriptorType: IAD
0x00, // bFirstInterface
0x02, // bInterfaceCount
0x02, // bFunctionClass: CDC
0x02, // bFunctionSubClass
0x01, // bFunctionProtocol
0x02, // iFunction
/*Interface Descriptor */
0x09, /* bLength: Interface Descriptor size */
USB_DESC_TYPE_INTERFACE,/* bDescriptorType: Interface */
/* Interface descriptor type */
0x00, /* bInterfaceNumber: Number of Interface */
0x00, /* bAlternateSetting: Alternate setting */
0x01, /* bNumEndpoints: One endpoints used */
0x02, /* bInterfaceClass: Communication Interface Class */
0x02, /* bInterfaceSubClass: Abstract Control Model */
0x01, /* bInterfaceProtocol: Common AT commands */
0x00, /* iInterface: */
/*Header Functional Descriptor*/
0x05, /* bLength: Endpoint Descriptor size */
0x24, /* bDescriptorType: CS_INTERFACE */
0x00, /* bDescriptorSubtype: Header Func Desc */
0x10, /* bcdCDC: spec release number */
0x01,
/*Call Management Functional Descriptor*/
0x05, /* bFunctionLength */
0x24, /* bDescriptorType: CS_INTERFACE */
0x01, /* bDescriptorSubtype: Call Management Func Desc */
0x00, /* bmCapabilities: D0+D1 */
0x01, /* bDataInterface: 1 */
/*ACM Functional Descriptor*/
0x04, /* bFunctionLength */
0x24, /* bDescriptorType: CS_INTERFACE */
0x02, /* bDescriptorSubtype: Abstract Control Management desc */
0x02, /* bmCapabilities */
/*Union Functional Descriptor*/
0x05, /* bFunctionLength */
0x24, /* bDescriptorType: CS_INTERFACE */
0x06, /* bDescriptorSubtype: Union func desc */
0x00, /* bMasterInterface: Communication class interface */
0x01, /* bSlaveInterface0: Data Class Interface */
/*Endpoint 2 Descriptor*/
0x07, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_ENDPOINT, /* bDescriptorType: Endpoint */
CDC_CMD_EP, /* bEndpointAddress */
0x03, /* bmAttributes: Interrupt */
LOBYTE(CDC_CMD_PACKET_SIZE), /* wMaxPacketSize: */
HIBYTE(CDC_CMD_PACKET_SIZE),
CDC_FS_BINTERVAL, /* bInterval: */
/*---------------------------------------------------------------------------*/
/*Data class interface descriptor*/
0x09, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_INTERFACE,/* bDescriptorType: */
0x01, /* bInterfaceNumber: Number of Interface */
0x00, /* bAlternateSetting: Alternate setting */
0x02, /* bNumEndpoints: Two endpoints used */
0x0A, /* bInterfaceClass: CDC */
0x00, /* bInterfaceSubClass: */
0x00, /* bInterfaceProtocol: */
0x00, /* iInterface: */
/*Endpoint OUT Descriptor*/
0x07, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_ENDPOINT, /* bDescriptorType: Endpoint */
CDC_OUT_EP, /* bEndpointAddress */
0x02, /* bmAttributes: Bulk */
LOBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),/* wMaxPacketSize: */
HIBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),
0x00, /* bInterval: ignore for Bulk transfer */
/*Endpoint IN Descriptor*/
0x07, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_ENDPOINT, /* bDescriptorType: Endpoint */
CDC_IN_EP, /* bEndpointAddress */
0x02, /* bmAttributes: Bulk */
LOBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),/* wMaxPacketSize: */
HIBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),
0x00, /* bInterval: ignore for Bulk transfer */
//==================================================================================================
//ÐÂÔö
//==================================================================================================
// IAD
0x08, // bLength: Interface Descriptor size
0x0B, // bDescriptorType: IAD
0x02, // bFirstInterface
0x02, // bInterfaceCount
0x02, // bFunctionClass: CDC
0x02, // bFunctionSubClass
0x01, // bFunctionProtocol
0x02, // iFunction
/*Interface Descriptor */
0x09, /* bLength: Interface Descriptor size */
USB_DESC_TYPE_INTERFACE,/* bDescriptorType: Interface */
/* Interface descriptor type */
0x02, /* bInterfaceNumber: Number of Interface */
0x00, /* bAlternateSetting: Alternate setting */
0x01, /* bNumEndpoints: One endpoints used */
0x02, /* bInterfaceClass: Communication Interface Class */
0x02, /* bInterfaceSubClass: Abstract Control Model */
0x01, /* bInterfaceProtocol: Common AT commands */
0x00, /* iInterface: */
/*Header Functional Descriptor*/
0x05, /* bLength: Endpoint Descriptor size */
0x24, /* bDescriptorType: CS_INTERFACE */
0x00, /* bDescriptorSubtype: Header Func Desc */
0x10, /* bcdCDC: spec release number */
0x01,
/*Call Management Functional Descriptor*/
0x05, /* bFunctionLength */
0x24, /* bDescriptorType: CS_INTERFACE */
0x01, /* bDescriptorSubtype: Call Management Func Desc */
0x00, /* bmCapabilities: D0+D1 */
0x01, /* bDataInterface: 1 */
/*ACM Functional Descriptor*/
0x04, /* bFunctionLength */
0x24, /* bDescriptorType: CS_INTERFACE */
0x02, /* bDescriptorSubtype: Abstract Control Management desc */
0x02, /* bmCapabilities */
/*Union Functional Descriptor*/
0x05, /* bFunctionLength */
0x24, /* bDescriptorType: CS_INTERFACE */
0x06, /* bDescriptorSubtype: Union func desc */
0x00, /* bMasterInterface: Communication class interface */
0x01, /* bSlaveInterface0: Data Class Interface */
/*Endpoint 2 Descriptor*/
0x07, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_ENDPOINT, /* bDescriptorType: Endpoint */
CDC_CMD_EP4, /* bEndpointAddress */
0x03, /* bmAttributes: Interrupt */
LOBYTE(CDC_CMD_PACKET_SIZE), /* wMaxPacketSize: */
HIBYTE(CDC_CMD_PACKET_SIZE),
CDC_FS_BINTERVAL, /* bInterval: */
/*---------------------------------------------------------------------------*/
/*Data class interface descriptor*/
0x09, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_INTERFACE,/* bDescriptorType: */
0x03, /* bInterfaceNumber: Number of Interface */
0x00, /* bAlternateSetting: Alternate setting */
0x02, /* bNumEndpoints: Two endpoints used */
0x0A, /* bInterfaceClass: CDC */
0x00, /* bInterfaceSubClass: */
0x00, /* bInterfaceProtocol: */
0x00, /* iInterface: */
/*Endpoint OUT Descriptor*/
0x07, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_ENDPOINT, /* bDescriptorType: Endpoint */
CDC_OUT_EP3, /* bEndpointAddress */
0x02, /* bmAttributes: Bulk */
LOBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),/* wMaxPacketSize: */
HIBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),
0x00, /* bInterval: ignore for Bulk transfer */
/*Endpoint IN Descriptor*/
0x07, /* bLength: Endpoint Descriptor size */
USB_DESC_TYPE_ENDPOINT, /* bDescriptorType: Endpoint */
CDC_IN_EP3, /* bEndpointAddress */
0x02, /* bmAttributes: Bulk */
LOBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),/* wMaxPacketSize: */
HIBYTE(CDC_DATA_FS_MAX_PACKET_SIZE),
0x00 /* bInterval: ignore for Bulk transfer */
} ;
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