五,ESP8266 TCP服务器多连接
https://www.cnblogs.com/yangfengwu/p/7524326.html
一些时间去准备朋友的元器件了...
接着写,,争取今天写完所有的文章,,因为答应了朋友下周5之前要做好朋友的东西
对于TCP大家在玩AT指令的时候有没有发现客户端最多连接5个,,,再连接就不行了??
所以在用AT指令开发的时候单片机程序一定要记得清除多余的连接
现在看用LUA语言怎么做
直接先上菜
Init.lua
gpio.mode(,gpio.OUTPUT)
gpio.mode(,gpio.OUTPUT)
gpio.write(,) tmr.alarm(, , , function()
gpio.write(,-gpio.read())
end) tmr.alarm(, , , function()
dofile("wifi.lua")
end)
wifi.lua
wifi.setmode(wifi.STATIONAP) cfg={}
cfg.ssid="Hellow8266"
cfg.pwd=""
wifi.ap.config(cfg) apcfg={}
apcfg.ssid="qqqqq"
apcfg.pwd=""
wifi.sta.config(apcfg)
wifi.sta.connect() TCPSever=net.createServer(net.TCP,) TcpConnectCnt =
TcpSocketTable={}
TCPSever:listen(,function(socket) if TcpConnectCnt == then
if TcpSocketTable[] ~= nil then
TcpSocketTable[]:close()
TcpSocketTable[] = nil
end
else
if TcpSocketTable[TcpConnectCnt+] ~= nil then
TcpSocketTable[TcpConnectCnt+]:close()
TcpSocketTable[TcpConnectCnt+] = nil
end
end TcpSocketTable[TcpConnectCnt] = socket print(TcpConnectCnt.."-Connect") TcpConnectCnt = TcpConnectCnt +
if TcpConnectCnt == then
TcpConnectCnt =
end socket:on("receive",function(socket,data)
uart.write(,data)
end) socket:on("disconnection",function(sck,c)
for i=, do
if TcpSocketTable[i] == sck then
TcpSocketTable[i] = nil
print(i.."-Disconnect")
end
end
end) end) uart.on("data",,function(data) for i=, do
if TcpSocketTable[i] ~= nil then
TcpSocketTable[i]:send(data)
end
end end, ) printip =
wifi.eventmon.register(wifi.eventmon.STA_DISCONNECTED, function(T)
printip =
end) wifi.eventmon.register(wifi.eventmon.STA_GOT_IP, function(T)
if printip == then
print("+IP"..T.IP)
end
printip =
end)
下面看解释.............
wifi.setmode(wifi.STATIONAP)--模式AP+STATION就不说了 cfg={}
cfg.ssid="Hellow8266"
cfg.pwd=""
wifi.ap.config(cfg)--设置模块的无线和密码 apcfg={}
apcfg.ssid="qqqqq"
apcfg.pwd=""
wifi.sta.config(apcfg)--设置模块连接路由器的无线和密码 --wifi.sta.connect()连接路由器,断开后可能就不自动连接了,可以用下面的
wifi.sta.autoconnect()可以用这个断开后自动连接路由器 TCPSever=net.createServer(net.TCP,) --创建服务器超过28800S不通信断开已有的连接 TcpConnectCnt = --连接个数计数
TcpSocketTable={}--存储socket
TCPSever:listen(,function(socket) 如果0号连接就把1号关掉,,,1号连接就把2号关掉....4号连接就把0号关掉,这样子循环,
当然您会问可以连接5个,,这样子只可以连接四个了,,,为什么....因为如果连接了5个就进不
来这个监听函数了.......所以必须留下一个空位 if TcpConnectCnt == then
if TcpSocketTable[] ~= nil then
TcpSocketTable[]:close()
TcpSocketTable[] = nil
end
else
if TcpSocketTable[TcpConnectCnt+] ~= nil then
TcpSocketTable[TcpConnectCnt+]:close()
TcpSocketTable[TcpConnectCnt+] = nil
end
end TcpSocketTable[TcpConnectCnt] = socket--把连接的socket存到数组 print(TcpConnectCnt.."-Connect")--打印几号连接了 对了 .. 是连接符 TcpConnectCnt = TcpConnectCnt + --连接个数加一
if TcpConnectCnt == then --归零
TcpConnectCnt =
end socket:on("receive",function(socket,data)
uart.write(,data) --把接收到的数据发到串口
end) socket:on("disconnection",function(sck,c)
for i=, do --判断是哪个断开了连接,,就把对应的socket变量置为 nil
if TcpSocketTable[i] == sck then
TcpSocketTable[i] = nil
print(i.."-Disconnect")
end
end
end) end) uart.on("data",,function(data) for i=, do --把串口的数据发向不为 nil 的连接
if TcpSocketTable[i] ~= nil then
TcpSocketTable[i]:send(data)
end
end end, ) --下面是连接路由器和没有连接路由器的监听函数,,好像是1S检测一次
printip =
wifi.eventmon.register(wifi.eventmon.STA_DISCONNECTED, function(T)
printip =
end) wifi.eventmon.register(wifi.eventmon.STA_GOT_IP, function(T)
if printip == then
print("+IP"..T.IP)
end
printip =
end)
现在把程序下进去
测试软件呢在这里下载--也可以自己下载个网络调试助手
https://item.taobao.com/item.htm?spm=686.1000925.0.0.4a155084jlU4Rd&id=558508797404
连接了路由器了....
第一个连接
测试数据
再来几个连接
现在再连接一个
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" 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我现在随意断开一个,看一看串口应该打印哪一个断开了连接
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2DgJBZ19wq6aggIAjUQkDIrBY6UiYICAJdg4CQWdfcKumoICAI1EJAXDNqobPPsuKPfrzPmlJtvwjUc4d57bXX9qu6L+t1o1+ekFmbfqrf+PrX2qRZ1JoIRHVQ7sYH1BzrQaS7lfiFzA7i1yFtdAQC8qJ5R9yGtnVC1szaBq0oFgQEgYNEoEJm5TLKdVqmT1THxlfqyrGaYmYcK1alZayMxxDLFFm0wZDqh+luUJWI9w0CZJnJX30MuvUHUSEz3MT5WAzjdvbxxzc28TTqHObmy548BcwnMqimrDgGhoF0KuKJJ75GjsQxfW0CawkhNEZEQkGg3xGokFl8GuulJWD+qoV89g/T2NJs/ROTQtUXkYlVDgumE1z4L7P3NCbGNjCfqORxmRvaSDS0oYMr2L2Cp9Spv3WarClHpzTRCU7Vf9Wqr2MqIPcUrlQf4Kk6c12dCuXprFbkdziqnF+hRyIPPvjgvkZSr56t3JYX1rgpa6bD6vVafoXMaGREaE7WJZ/iCsZpKqgRCJ08vjGf8PPGx8dVPGDNlVcwHouhagbp5bM+OiUuNxnUH9CjkE4ia56w7qVThQTmsYRSSLnD4+iIO6aRz2AGdCCc/Yoqt4OtJ161TplW9eM1iRCPvIDhncrUYicLZAarCY0I6tnbdKwdye4ge/tZHLEQWlQ5+/gONzfKFJOIQJejNP9R7zmuy+l5ej7roXoct4W28g8//FC1ZZM388z6ZtqUr5em+t14HQXKKFeta5WxsgtMYAxLJUcdA0VHOpWWxjC2VPLT1yag0uvTxsRzbAmz5gxSEWVFVz4NdTwc6eW/Kj2EaDFTPfUtZjC5tYTSunveZnFFW8dTJ5Z3mlXmHhFHP6Kd7Okav5OocjVUaEXXL2eA7Eu4oJ3NqQ4aPn0LLxc082z3Cl548TSyL/H5nAO48FIWp198IWjFRZXT+tBJ0XoPMZV/8MEHOH78uE8+lOY/GgvHKWR9ej7FOZ9C0kWyuk69nOJ6HZLjP8rnuFlfT+v1TX1mW1HSqkNd+I+yzG6eNyyp8h4Gnp5W61rhYyriJq6hioD27mJjYx6JWAymJVdlrYUrr5Qks7iG84jFPIIiC6+QguMRGZHd5Pw8ztNaH5VNbmGp5FmXFS09FxseHow0pltbO4bcAIaeAPR8Ir1bp8+qw4R94YEUzhqkF1XO19GlESKfhx56SPWeQv6jDI5zea0hkgzpokvXyXVYF6U5rstTXE9zvSgh6+MwSp1ulzkK0GL6ErYmK4RWvLmLk4axVT3QJKZNi4wMqQKRiWtt+ZZcaQljCE4rbdPMsLUuOhuTLDmgiExiHhu5SX+qG5sE8o6D9YGriJ0HrjnrsHSruvvdnLO7DTpnPtL14iu4bhE87ZPhLrZvA3hiCJoBR+egu6T3cgGuDRdVztJYF2bpJGKSip7Wh0bEwfX0OMtQGeXzpesx4yxn08P1bSHLm/pssr2W5zrNxqcxl57H5d0ykNzDLp5W62Z7DY+2jF1M4GmTCNUUs7mTepPZrOpN0nGgYmSFEXmxhUYnnJtTW1v/aRo6mbNPj23yHZyn1q9e5A6eRnbn9cCU0n4y+nW88uJpnN1h6trB1i3g9NlqS29w+DTw4hbIthtAVDnuT+eFPAUL69nDDz+M999/3y+mtHkxyXA+y7NuClmPKUt1SJ7yuR7r4XqcppDrc8j1WYbbpDTXt+nX5bhuL4b+BkByNo85YqHiLips5O0WZlaUX1hg2jg+Xr3QT9PTWXcdywSrvJKx+pwp3zWeQpqVtHRATicyf02Ndz47bb1MG0Qroy9/E688Zy7sT1mtML3Z3Ssv4LaxjqaXd0r8W9/6lrUrYflWYSOTHupaf++9954iIpahdL0/JgoKuT6FnKY4XayH8ynkPyrnfJbT63AehWYdSuv19bQZ57r1QqWwC//xyQzxJJLxMlYKzGVl7G55GwAp0PzNX6hXC/Zzw9gwF/qVDgOFNVrviuE8ZsOnf+lUuPsGEZeqfw2OM4uTKxnEzt/F8LC7OUBWltphpbVu2kwoncJl224qd4ssOJqWdvNcdOAC5l56CfrOpbuw/yJeCPO7oPFfn8I38RJe13cEGJcODE3iMtPt6DIRBl0nTpzwQ4rb/lrZPrfXqM791mu0nW6QD76bWbyKtVOzqJoQJgdwl1bvszyPK2Plcg7pOSfcgba8gvPkypHOw1k/iZXxBGLzYZBMIpbjMiJQb92LiCyxhomS4xFhGTfXchgbXkIqBZy/DORLDpKgKecuykgiTlPa/F1kWF2PhgMDPE3kAeoL+2YZAHLTeOU5vL5qKWMVHRgSgX3/+9/HQRBZ2PCZ4PTyeiRilutp1mfm6Wlqy0xTHtflckrb5PRyivfDFSAzWryfmOUFrz3c3RhGSiWTmD1F08SkSyrFq5gfzlvWqGiqNwnFS2NLyC+N4TJOkgMbptedapIEbUCOI3F3Do5PlBrsVWttmp7yCi7jlLdRMY31da1eMuuuq2lZ/RBVa1y2nQEism8CL72uO6ExIoNwl8bclTHOpXDHXUyDu5oWVU7XsP+4TmA6kVH+fi+edtWr/8gjj+Ddd99VUzqSDSMLXZ8Zp/p8sT5OsyzLUDnl6WmOUx29PtelfJLhNIdmG2Y+l/dieFTtEHqOsZNb2uJ9sYCcNv2LT6dw9zz5cxWRIfeHKkcygieJ2aW0u5u5Pq1oTAdNrXtF9s/gNbCgYy073cZoV9NzAfHzNAffsJ1RvT/dGnc98KvXxxT5mIPyiYx9yEwB16LD7W1v15LL3d3L02dT3i5nVDmu33xoEpeZbrQFerCj/JFelqP4O++8U/VnyhDh0B/JUl0mKIrrsnq+3gbHqdyUZ50sQ6Gep8tzmd4XvV6UuOpAF/5zlAiI1prIjQLDA/60sVjIGe9OJpGdu4uE8oUId3+IT2dD18bi09ewtDUZ8QXzcO9/tWZH7h5jtd4AoDW+XvQ381wkzj2HoJ1Fu5TAuef03OuYGtzC86+bRLaLK1cqDhvPzGVx+tbL0P1osVvAy7dO42yqMi2NKtfK54AJjMNW6rbpevTRRxVR6GWUZ/7p5RRnwjPzzTTJka6wi/Vwe5Ru9KK69dppVGc75G1GSDPtVDYAAlqKKOTSMN8DJ4KjK3dZ87gP1KuXiOPpiTGMnaKp5yFd6g2B+i/Ut6t3ynqqsoKqWwuXG8CF58/BtKSuTz2LF3EOOpddn6JXmVYN0qONgMt42Zs8qpYHLuD5c7eQ+eYV36fsyjczuHXu+YCrB6LKVQ+nqZyDIrKwTjLB6GGYLOUzmdSSqVXG9ZmQKB314rokz/Wj1j1IOSIyfvOHw2bb99fM9u5u+LqKGeWJqu0wumthyDtwsvSGUQyJ2Fplod6vWT9CDrD68lb9Gr0gQe9cDiLjv5SZweAR2qI4h1fv6WQTUe6ZVdwbpPcuj1Te8zxN71XqFhhZarfw4otHrJsh515dDQBLPmmvTh3x+kVdexX39O1STzqqXEB5hyRoilXvevvtt/11KJbV6z322GOcHZDTZVhHmGxYOctzOTVEcbqIpDjud0CLUPtUX69LxZSuV1dTo5x+T506hbfeekvP9uNvvvkmPvnkE/XnZ1oiJBemg8Rt5bY8i+rQLI/MyA0DgOfucPlUCetq45K+G5bA/EZaednzXmYy68BJZRBLxKA2KGm6x86roU1VCtSi/3yFPMeWDtBSU64ZrgNupUftjrnvXF6o20xUOfJivYDX79XS+AxW791DkLJqd8DuZFtdJ6pcdc3uyzEJxEzTiGx5tfIZBbOemWa5erq4Hod6vXp1TVlKN2IJ2uofVp5HZrxLWEQmk8L67E2Mx+axwS+a8wan3ktFCimsrJy0vtZEosraO6VXcuNknTnk/0FTvkJq/z5fG3dBbynYulfdquT0OwK69dTvWPTi+I84jlPf9u7FkbdxTHQ6kxxo0kaADdV0oEmU05lOn671xRJDaZ8m6dNDXW6Z9emdk2H3FQJimfX27Q7ZzeztQcvoBAFBoPcQ8Hcze29oMiJBIIjAG2+8EcyQVBUCtJPZrZeQWbfeOel3QwjIAcDR4KrlTqFr+NWvfoU/+ZM/wccff4yjR4+qPzqTgi4OeVr/+eefg//uv/9+/Pmf/zm++MUv6upaEhcyawmM1UqinrJdXVNyBIHOR+AHP/gBfvrTn4LI6dixYz6BEbERiRGhEYHRRXHK//TTT/Hzn/8cKysrmJuba/kghcxaDinq7qy1oUlRKQgcKAJ/+7d/65MUERVbY8MjT+ArX/kKPvvsM/zlX/4l7v7Vf/CtMpb79a9/3Za+ygZAW2AVpYJAbyNAZEUXWWH09/f//pNYK9zAxef/pbK+yAr7V4v/M37wf/4Qjz/+nwXeluC6rUboGL0jJZcgIAgIAoQAvVIU5eI1MCKyoaFTmPqnF/Ff//EEPv/sMzz15S/hFx//HN/73p/h7/2DBP75ny7hzy79T/h3/3ZTkVrbyGxvr/Ev/UcZrMgIAoJA9yFA711GuYiQiMiI1La27uCf/LffwD//F/P4w//8v8S/2/h/EXvgP8HCv3oB35m/iMt/+i+xdfvf+9NNXkuL0k4jMsfo/D25BAFBQBAgBKKSGU0jeYpJIejjkh84+K+++l/gN3/zi/j1r2lN7Sj+xXcW8T/+D/+9ApflqW47LtkAaAeqolMQ6AMEeKpJQ6UNgH+9+mcq/Dd/8X/hlx9/hP/m7CT+dOGfKSTYimuXVUaNCJn1wY9OhigItBoBtrI4JP0UJ1L7k3/0x/jVL3/pu2ZwGZVzXEVa/I+QWYsBFXWCQL8gQORElhYRGBMVxZ2Pfqog4DxKsKxYZv3y65BxCgJdhABPM4nA6Prjb3wDv/M7/yno7YDtu3+FJ/7u38XOzg5u3rgRWF/TSa6VwxU/s1aiKboEgT5BgAiJ/4jUKP7k6B/infc/wNZf/RUefuR3UC6XMfqHp5X1RuVMfu2CSKaZ7UJW9AoCPY4AuWfQziR59tO1MPfP8Nlnn6pp53333afKXi28qkImM3bpaAc04ZZZeRnJkJPBy8tJxJJJLBejdKmM5WQGy+VyFOEIMqQviaS18TKWM8vYT0t0rkEmU4Q+JDXOEAwidNQTcY/MSy5zr4pY9uN1tBSD/WHp8vJyoJ9uvotLVNWsS0JBYD8I/MZv/AbotSSaUtIfvd70ySe/UPFf/vKX+MUv3PjPf/5xQIbq0Puc7biCZFbMIHisJZ/QRA9KzD8ibm97E8AEzvChAHV7lsPajYoQk4TtqCk/L9iRSmUvNmFtPI6ZWWAqlrE87FUqAhknh0bV4cX6kNQ40/nKQe6BGmGJMqp5exQTZ/jj3kmcwRRisSTqEk8SKFjk4jODKFSR7B62NzexkGh87GEjkXxBIAyBZDKJBx54AAMDAxgdHQV9xTfs76mnnsKXvvQlPPnkk+pA5T/6oz8KU9tUfnCamcwilYkhuVNCcWYQI9hWysvLU1ibKMGZoQeSjqEbxWJppoFv7+sPs9ffdN5+ijmIOKcA6yHDEcYan8HFdAyFYhZJnZkiVB0d0g9WoXEC6XyDSopXkZjMIZ13XBIs7+AORryT4d1OxGeKcAbdA2G2Wc7avyRmFy8hkchgMHAGaBLZfBqxyQxSnK8ObQ7D1KpcMgWBfSPw+OOP43vf+x62t12OiKrod3/3dxWpRZVvRC5IZnQmeSqNyYL2ilN5GVexiqIiMgD0cI5OYJYNjUZaa4csTYcTC8BiHhNrk1ggo5GuXBJIAzlMYPHOAhY2iYCL4GGQ+VSOx8MJWY1zEauNcpnLgBVrbm8bm6NDVae7I5lFPp3DZKGIbA3WjZ+ZwOjCGnbKQFLH/OQQRkfh6y0WgHy2wc56UEkgCOwHgT/4gz8A/XXK5ZMZTf0SPhMAxWyKGAGTCerqAnILFI4inQY2NzeRiKkMMl3gzO4oQtkEHUlHp4i752y6RwZ7Q03E4NZwdSA3iVhAQIdkFIt6UllriQpRUZmmb7Hk4MyNJK5edAapfnIAACAASURBVOD4zzNZeAmkRyaAVQeOTgRK9w1MxRYwEmIZlW+sKSl/nCrljg+ZGCap71XWJVutfidQ3rkDjKSspJnM5pEvVmRVE+Y/8RkUnRk/17xPicwgnFQBk7kcQH98jS6iVGzEeuaKEgoC3YmAT2Zq6uM/M0xGhjXjkYo/haIx03FxU0MoOY72wCaRdRy4p1N608bVilVED2SuiggYQE+ekyqMY6bowO1etT4lMlNUU+RYwZtqFa+qqbFvUQb0eYnRxZDZbBnEZSMXV1EMmEPuYj4fhhxUSf2aVOtuOtGOjm4Cm7WIW9MSiklFJnifKsf1OXQ6s1yCQB8jENwAUEC4DyXyeZqlYW0qBlqUV+vx5RtYG0ljiOY83uVaHoMakXFJ7dBcn8rEeIOBiKtCfDW1eDuuvGlA1lI6lVQnrscmc9hcSKi+c3ksGXGnUxHhRQztaNNt6oha/+JNEbNnccys5pEvOdqx86uYUAacnlcjztNEY1w+/maTqkt3LLmSJQj0HwIGmZHlMaWmZe5zNYKLRQdOPo1coYji1W1czKawvW085FFxIysuuawO7q2ukm58zUdNwYLkkCrEMHlnUVmKjhMscyJOu2j96eJMEoPbheCuaNj6Fw8mngyuaxH5b4aRH1eyhPq4SosY9SxIch/xiZnIPxbDFM2GacrupQNhnR1hS8uSJQh0LQI+mbnuEgWkHM0qSqegVnTo9PLZHRSGZpHESQxhx/flIveFoJVlw4JcBmLq9HIiFNozDFpNND3LYdJ8IGs9jDcy6gEOing7kBebWCsqL2MnRet+wMkhqIV3HlHDViiRH3K4tLwMZXkGxpdEJpOM5qLhdSCZNcjZcXBxZBOjiyXNGtRk2NLjAUgoCPQwAt6aWRl7g6twtFXyYmYSuVwaqWzSJTScway3FTiIbWVdxVGGu75dtbruQUZTVlq4D669EQEG1t3UhgERqUsitfAmN5GFzU1a0ELVOhG5J9DCd5019Vr6izeAM97aYfzMELZvlOFugdI62ibSF6MrLxZyimhWcQN7/hoit+5iQ0Tk77ByUeTQ3XCYKIXhH1mRCAoCXY+AR2Zx8s5EbNIdz+jiIkbUxhhZSznlFLe5OaJ2KumxOTl0B1eLQPKkO42qer49dwnykkjnS1i8NKUBRQQ4iqFZLatelKanavsQGF3MY3H0EjB7Ujny+huwo2mkafl9kzY6vX3TxRKKg1f9uuSr4e62hjeYnPF3QYD4GQytXUVxhkiWnFIbmTJWiCYeH8SN5TKSOmsVr2JhM418sQkiUuQ9gjSta6L27iVNP+USBOohUOuz2R999FG96oda7u9mqimMtyFGU84pmrp4Dx+t1RQuFj0LjZ7xCdy5WkR5aA2b6Yt+vj+S+AxWF7dx40wWM/Eyli/5JQCtI2ECq6DXpRaIe/wrp/tq6Dt7ySxKi0PYm5lBknZUldeEvsNJK+HLSE7RWllliqmmzgWLBee3CNzIxLDgeTSMBv1BAMQxcxGgV5GSgwXk0ilvh1ZTEBItL19CLn3Rcwkhr396pYvwoApFZDzH2uh2ntkQ6bjj+c5lkfU2DTZDXDJo/VAuQaAeAvXOzTxx4kQ9FYdW7pOZ34PyMqYWRnCRp5zlZVzKpXFR3/mPn8HEnQQSNTzk4zNZz5XC1+xGaB1J+V3tkJll8YWi6Vf1GwDxmQpJGRqJybA8tYCRi7p7SBFXyZc2ZM5JfmTkL0d1yKtBEXi1YvIixshkAjHQVFkHwSbMedVtx+k9q2QGxWIWyEziDlmN+2Yy2qi5hCHdCVhtGgwiE5tEIgkLrtw3CQWB3kTA3wCoDO8MVvOoLMYnyLHUXMuK48zEqCKjxt46IivtDhYbq1TpWlhMTdloU6/yXqJa80tfDF2PUv5atI5Vl1CSSJGPCkYwGHFGSFbZncVVo21y3RjCpVgMk8hX3qgIG5OX75LuGmjpTl005Y4ZGzVeEZBElnY/NzV5v0wigkBvI1BNZvSKD+1eOq6fGb1EmpskN4AKUZCjbGJhBOmRBSSC24m10VJ+auEEU7tyjVLVX9rFS6kXsGl9aJLeH20BadIU+9JQCY4i+Agvh5NluzaBVX19zOt68eoCNkdHMZqbVFPXGiNyp6LkegHamFmlt+eRWV5GspBSGx+hHKwsNG1HunYjUioI9AwC1WSmnMqJvOh/fwfFYlFt++fTd5SbglqHukQe/1lksyUs3iEfJ43oakDj+qlpj+HmAhIBdwVq13htqYa+6iJ6MXuUth2Q9wiAiK3y+Z3qGuE5NN2NoZByXCtKrdvBdTEJJfAiMoltXDT92bz1LNLl0Gd9nBIm1lyHXqsqJe9NRRUpuuuDqe0FbJJPmbWSMRKlIwL5GtUkKQh0KwIVMvMeOHr41UNnuEkkZyewlvAsBf9hpYeshMVR9hHTSE1Nh5icRoAbSRQ8/y0fLFozMx1bHdLnS1Qifv/sZKdI1rdkaFrsEgBZmCP0JkBU73+1l0D+X7rzsNsNNTXN09vr7KSqkwWtYxnuJdxnpUqf0np9I2dkZfUSTvTn4ec5zZqvYvl+ZqmC3UlW/49BtSkWWuUHJLHOQ6CITAPPZb3++35my1fJ8V9fQOeq9JBOuv5b1nL3wdQcGtyKauqXBX1IcG9mEDvLsxHWp7w2Rybgf/6Lu6Ee8Bm1UH91sIgZYzfUdRy1LWrRe6J5IHYJN8ozxjoWKwfI920kBWWNqc8d8QZIRcSNqXHNokiuKf57m2TFMZFR3CNcj6xtvVLKPIzcnVhg1f9PwmzUSHM9I1uSgkDXIUCzsxZtWB1xHMc9/6nrUJAOCwKCQKsRINeMRx991KqW/Mxa65ph2ZW3tmzJpFlPIujaVe2aYaknWYKAICAINIMALQPpnxgL6PI/5xXINd4SCpa5qaATfGXNzCYreYKAICAItAoBcoQPrJGTxwT5b2rvE1M5rUuHfp4rvDNCZuHYSIkgIAh0EQIyzeyimyVdFQS6GoGwr0vbppnV7xbWHfqx4o9+XFdIBAQBQaA/EPj9ocfbN1D9fWvVSsgGALl1FRr/4Ouxb3z9a+3rvGgWBASBrkLg9u3bbemv8tGMqplcjzTf+qjVjh05ciSqrMgJAoJAhyNAJ4f/7Gc/66xeap/wsnbMNs1UgsHvIFrrapmyZqaBIVFBQBCoj8CHH36Ikyf1M2bdOnt7ezh+/LhdgfULOSHTTO+VyktD5sca7Ko5V8iMkZBQEBAEGkKg076RJ2TW0O0TYUFAENgXAuqjEt5Zu6aCkGlmoxua4mdmAitpQUAQaD0C1o9KhDjNOg7Ib7b+xR+4cD/UULHM6COqF4zq1wE8a+RJUhAQBASBRhDYx+4kfSGm/oam7XWmVz0io41N/iMiG2ykx10oS+OWSxDoIwQymUzPjvaoOqHjGY/E9GH2g0XW62St30+J9z0CTGQcdjUg6pNgwc/5H0UKAFlhtusygNO2gh7IE6usB26iDCEqAiaBmemoejpZ7igGALwS0sUXAdwyynYA0BfQ+E8vPuflkwxduqx+sFFUOU+NCoh8uM1aX2Az5Uwy5nKyRmnsrJP7rLcpcUGgBxDQiSubrTyIev7hDJM+nNq6ryG7u5lR32CgB7+gratd8ciAkSDy4/N+iRy+6ck+5a3JMbFElWO9pGtba5fasBEaExKv+5Hc66zEC2n6TOVUtqvplCmnAZQkew0BJjIOe2180V0zyKKh6ai+fkhxyqMy/SKLh4iMrToKiTjMK4ocWXF06e0SGVK7lf9kKnHbWh+TqKdKAkGg3xAwCcxM9wIe0cmMpmW26SjlUZl+EXExken5T+gJj+DqyT3nWYNGVWWpDWmZFCerUb+I9MgKs7Why0lcEOhhBMKIKyy/W6FwycwkmbDR2Kajtryw+vvJp+kf+b/x2haHlKdPDfX4ftqROoKAINDVCLhkNhwyBpri8TSPRGykZ8sLUbevbFoHo7U5XgfTQ53AeL1sX41IJUFAEOh2BI6qtSdyz7BdNMWjqRpdtEZlIz3Ko7J2XbTwr08n9Xb0tTCSCxuHuaan69Dj+hqcni9xQUAQ6HgEjqrXlWgh3nzgydLR18hoYZ2mdrqlRnHKsy26t2rotPBPFphJNKYlRnJh43jB0hmaHpM8X6T/ZU5IKAgIAu1EoLwyjkyxtS2472bS1I3IQXd3IHcKc+Gc5EhmVesE5fFF5MZlJMdlrJfLSJ7jteTYKiQyo/4RcfIV1r8o4yAdNDayKLlvNJU1x8ttSSgICAItRSA+MIzcZAzIO9EPB6/Tg8qL5vr6U61KTFA2GSIfJiC93FYnqhzridq/qHKkt50WJfdbQkFAELAjkM63jMiogQqZ2ZuTXEFAEBAEmkKgmIlhMmdTkUPMkj+2VML6dNxWAajxCW4hMztkkisICAItRKCKoNQJTCk4Wf1DP/QZ7QJSYUTG/RlbQml9GibdRXeaZUUSCgKCgCDQgQiIZdaBN0W6JAj0GgIb8wnE5s1R2aaZ6VAPK7O2mRbLzERE0oKAINByBGiaSQeg+H/0XWw6FFjPc/JIj51C9blP0bpTsczYRYHr2VwfuExCQUAQEAQiIhDtE9ikLInsur6GFrEBT+yo+vgiERmRF7lQ0B/5XNGnc3QP+8b0uk6upFf/Mx1zG9Up8oKAINBVCJBz7Pj4OGIx99ARP6Ttzdxkdb6SG8dKufFhHsXzHnnpDqPkTU9fvjjbuEJVg0iLHFyZHCkkB9VGfMD22fShVhOyPlT4pfHORGBjeM6YTjpwrNNMzp9DvQ1N20jdNTPbu4/kSW/Lt2nR8+i1IDlTQEdE4oKAIHAACLhrZub3yLhhenm70SvKmQK6Fdio/k6VF6usU++M9OuwEaDppMU5FrDtZgJIh30xovZA3BfNaRpoXkRwjb54TWts9PK2/oK6rpdeYTKJjN+l5LU1XZ7e9aR8kqFLl9VfPI8q56lRAZEPt0lh2GXKmeuIXE540dhZJ/c5TK/kCwL9gkDVriVPJ83dTC+/Hi4b80iYa3CxGOyuGUQU+ovXTBb8oNpCkuFvm0X9YCPpkTMF6t06KRcEuhaB+PS64eVfZyh0YHDgrQCLPL0BEHDpcF0+qsmMSIku85v7+mK+LW57cdxTZQ3IoqFNAb0dilMelekXWTxypoCOiMQFAUHAQCBIZjSFog8y6gRjVGhZkqZltumonCnQMohFkSDQqQiUd7f21zWy3CzvZZKyCpkRkb3U5GdxeHrJ08163WV5Xc6Wp5c3Gyf3EHIbMafKlKe7jujxZtuU+oKAINB2BNzdTCayZh9gXty3fV6bhsJTWJ6SEulxHR5qVCJk+UZDWpindbp61qcs4DeKrMgLApERUGtpkaWjCbqWGXn724hM3zGMps9d8wrbWZUzBaKiKHKCgCDQIAJH1WI7vcpkXmxFmfn10vT1VlqwNxfxydLR18jkTIF6SEq5ICAINIDAMeWtH+Y0O9WAJl2UdjuJvGhdii/bi+skRzJ8HgDJUh5fRKhcRnJcxnq5jOQ5XkuOp7dkhVL/5EwBRlpCQaDrETjmE0Srh2KbttraYIKylRH5MAHp5bY6UeVYT9T+RZUjvXKmAKMroSBw4AhUdjMPvGlpUBAQBASB1iEgZNY6LEWTICAIHCIClY8zHmInpGlBQBBoHQJ7e3v7VvaFL3xh33UPu6JYZod9B6R9QUAQaAkCQmYtgVGUCAKCwGEj4JIZvQFALg38Z/qIHXYvpX1BQBAQBOog4J4BQG8AkLsD/5HfWbOERm8PMDly2KzOOoORYkFAEOhfBI6q7/zTZ3f0i5xlidDIYtvPRaQlZwDsBzmpIwgIAvtEwJ1mmm8ANPPlCrLISJ/p2NoPDqWNONju84ZJNUFAELAjcFR9PcIkHv5yhflFC7uOYG6UMwCCNXojJVPo3riPMoquRcC+m0nvOdpePq83TJqWyhkA7lqhfEKo3q9FygWBliJQITN9R5PWzHSrjF745kX8sJBk2KKLOk0lXXIGQEtvqCgTBPoVgQqZEXnxbuacdiISIUMvcXNZWGh70bsWqjQtkzMAaiEkZYKAINAAAhUy0yvRQjZNF/f7TTNdV1icNgn075uxnJwBwEhIKAh0PwLlMsp1RlFeGUdsfKWuHKspZsaxYlFqJzOqRVYTfRm2kYunlzzdrFeX5XU5W55e3myciFrOAGgWRakvCERE4CbOx2IYt7GPpmFs4mnEtXSt6MlTwHwig6Ih5H5ptlWL1bzOVusMAN3as5GeLc/odFNJGiudCWqbLuuuFa3CpKnOSmVBoMsRiE9jvbQEzF+tIp9mRja2NIukoeCo9dv/JETTwG1DOkqSLDo5A8BFaj9nKETBWGQEgW5CgAjNybrkU1zB+HgMMe1E8sT8BjbmE37e+Pi4igesufIKxmMxZExzzMsnfUdx2Vsf08Fhn6l6JxjpdTguZwC4SBCRvcygSCgI9BsCZZSr1rXKWNkFJjCGpZJ7CrnjOCgtjWFsqQSK09+1Caj0+rQx8RxbwqxpjimidOsd8z9LTW4SfO1aPPi5LEpIUziapuk65QyAKMiJjCDQMwjcPB/D3TkHWSag8h4Gnp4G7q6BKMZ+FXET11BFZHt3sbGRQyI271VLgKPpvNuGuwFgul7oa0f2Fuvnkg59XYrX08yaugzF9cvsF5fpdUgmqhzXpzBq/6LKkU6ySrlv+7Fq9f5JXBDoagTimL62hK3JytSweHMXJw1jq3qISUybFhmAYmHLt+Z8S660hDEAuUl32hq+m1ndiuQIAoKAIBAdgfg05tLA1i7NN4vYRfQdy2AjZexiAk+bRKhNMWl6KmQWRE1SgoAg0EIEkrN5zBELFXdRYaMNzCdiiGVWsDIeQ2ADYHy8eqGfpqez01bXjfJKxvc5EzJr4Y0TVYKAIGAgEE8iGS9jpcBcVsbulrcBQF4P1yobAWoDYG4YG+ZCv9Jh6F07r3Y8z2MWPCsVMjMwkqQgIAi0GIHiVaydskwxkwO4e1X3tShj5XIO6Tm7FaZ6VV7BeXLlGJ6D45QwsVZx6RAya/F9E3WCgCAQRIAW7yf8Ba893N0YxoBa/0pi9lTBnyaieBXzw/nK7qevpogM+6WdB+bIlePUSQBxTK9XLDs7mZFbxX6/Mut3QCKCgCDQvwhUCGhyS1u8LxaQS6d87/34dAp3z9N7mUVkJrewVOVIRggmMbuUdncz16dBNKZf6t3OTNGyAUDOnvSSebMX6TE/F8TOuM3qlvqCgCDQ4QgkkfUcYjE84C/eFws5pFPseEZDSCI7dxeJ2CSQX/fXv8zBxaezNcquYWlr0iAzssboJexmLyItOQOgWRSlviDQYwgUUcilEeAy5UOWU+PMXY7+5YwgMHE8PTFmkNlLAOjDjM1cZJHJGQDNICh1BYGeQWDv7oY/lmKGrC/vHU2V605FCyl33Ss/PI9EzP55H19JSCQ+va6RGZEQrZWRN30zl5wB0Ax6UlcQ6CEEyA3DG04xg8unSt7ifln5l8ViBaScyutOyawDJz/s+qDRgn8D3zijVtwNAJpeEgk1e4IS6ZEzAOQMgB56HGUozSDg7TZmgUwhhfWnbyqH2FjsvOdfpltpXjvJLBwnjyV68Xzd7qKhW3t671wyex7AN/VsIy5nALjvXNIUnA5M1i9+H5PK+AV9ej+zFe+36u1IXBDoWgSSyNLb5v7rR+EL/e4Q7e9n8vDJgqt6EV1ZZkRU9N2ysBfBSYP5Ije/TK2HjU5P5QwAvjcSCgKCQAsQOKo+jX0YX3iQMwBacPtEhSAgCDACR9XOo+kPRqU0naJ8/TPXXCss5O/3R/30Ncvr+mx5enmzcZr+yRkAzaIo9QWBjkPgqP/9LX3KSN2kjylSXiPTR56qyhkAHXejpUOCQK8jYH+dqZlRyxkAFfTI3UUuQUAQOBAEjlW10uw7mbS7R9NTWuDXXT3Ih43OG+CL5cgPha0/mtLymwMs1+qQ1gepL0Q0+loh5ek7ulRGfbGNQ5fj/tH0WH8NjPTLGQCMjoSCwL4ReOuttyLVrZAZkZjudsBxmmo2elEdIgciNb7kDABGQkJBQBBoEIFHH320bg2iHZ1y6lYQAUFAEOhcBO7du4dSqbTvDn7hC19AGHF89NFHOHHiBD788EOcPGl+u2LfTdat+Oabb4b2Sa9cscz0XIkLAoKAIFADgb29vRqlrS365JNPIikUMosEkwgJAoIAI3D8+HGOHkgYlcxav5t5IMOTRgQBQUAQCCIgZBbEQ1KCgCDQpQgImXXpjZNuCwKCQBCBIJmRewb5VcklCAgCgkCXIeCSGfuEsW/ZfgdBjqLk6GH+1fOE5/b3267UEwQEgb5HwCUzevmaPM6uNIkHec2b3/UiveRJT4QlV3sQEGu6PbiK1q5CIDjNbFfXidDoVZ8wC43JtF3t97pe+RBkr9/h3hlfeRnJWAwZ/exfb3Tl5SRiySSWLWVRADgYMqOekNVHFppcrUVArLLW4inaWo9AMWOQF5/QVMZyMoaYx2x725sAJnBGP4mugd4cHJnxwQb6i+y8VkZrbGFWGw/GXIejtO2ih1uX1dvT5fW2TV38mXCeGuuyej+jyuntmv3Ty/S4KWeOg8vpI5dk9fKYuc+6LokLAoeJQDKLVCGG5HIZiA9ixOtLeXkKaxMlOPRJbdAxdKNYXJ3xz9hstMvRyIwfWn5gbCHJ1Lr4o4v6hxt5ellvrY4eUP6+Gk1Z+Tg88wHnB5lkWM62qUH9L3gyJEftUx5f9BUPboN00lcySI76QNYltxtVjvWSLvpEud4/vV1djuK6nDkOOXuA0ZKwCxBIptLY3NZegSov4ypWUZyJu70v7+DO6ATOeMn9DCkamdFDyw9WWMif8dlPL6LU4Q8/kiy1ZRIgW0z6Z4dYL5MPpcmioW+u6Z//oTjlUZl+kcVDRMZtU0iHlphXFDkme71dGge1y30nvRyvNw6zD5IWBDoQAbUORsfGTeaAXAHuclgOk4kF5BYSiFFZLInM1TVsbi4godLe1NNbX4s6rGhkFlVbu+TIojEtGCIFJhlqd8iztvQ+MAnrcnL2gI6QxAWBtiIQnynCcdxDfh0nhUJsEjmMYrHEeRSuYujOJtJ5LS9VQGwKWHWcyP07ODLj6SVPNyN30fvII03xiND4z6zfyI6erQ+2PLONZtLUP5qicv85pDy973q8mfakriDQUQjQYj+daJ5HGsDaFFlk3q5m+QbWRtIY2in7PS7v3AFGBhtaPzs4MqNzAWiKpltJftcjRKgeT3FpPYvIQJ8+8npZBFVgYtVlbXl6ebNx6h9NjXkMeqgTWCPjaLZPUl8QOBAEisi4ZpZ3ovkILhbp9PI0coUiile3cTGbwra+praPfh0cmZEFQovujV601sTrTVyX18zOcoa3sE6nstsufS2M1qhsB65QHpW166KFf5oK2y6dlEkuyjhsejiP1904LaEgcEgIuGtmBaScInitH+kUlPcFnV4+u4PC0CySOIkh7IBtM3LTGB1q7AOQQTKjh023EloBAD2oZEWRVaYvfjeie9WwwqguPfDs7kFp0k0L8TpxUT5ZOi9ojdHCOhGrTpAUpzzbortWtako9Y+wNYnGtMSijoM7Q9NjGjdfpF/OHmA0JDxUBMrYG1yF42Rd8iIHjMwkcv5GAHXuDGYVy8UxiG24+51luLPMxrY23Y8z0gOlPxBEPnTRVKiRi4iEFtjpYh0Up2khWVPmZbZLhEKkpxMqr2WZrgk0ZTN1Un9Jp962nD1goi5pQaApBMI+m01fnw1+uDEOFGgn021udHERIzmK5zAZy2F0dBSbmyPIO1m1NnZy6A6uFoHkyRtY20zjYoPOs/T4649+U4OUyoKAIHC4CBzkGQC0S9nIRVPOKc23rJiJoZByvHU0AOSKcXUQq0OXkNi+6DnTAnQ6U9i5BHr78tlsHQ2JCwKCQHsQKC9jamEEFx12kl3GpVwaF/Vll/gZTNxJIJED0vkGzTIAQmbtuXWiVRAQBAIInMFqfls5xXI2+ZUFKSuOMxOjWMAEZoMFXKVmGNwAqCkqhYKAICAI7BOBeBxx2r10XD8zWi/LTZKvWcZ7K0DtDiCxMIL0yAISts9q1GlayKwOQFIsCAgCrUGA1shiMXLTcFAsum8G5NN3QL6yyoXj0hBKThbZbAmLdyaDRBehC0JmEUASEUFAENgnAt77leTtT4v9upsGaUzOTmAtEVMbA06Rv5gRx0yxhMVR2vWMRW5Y1swiQyWCgoAg0BgCZSxfdd+vrPYYo7cCJpEbXUTJcSyvLRGhOZiBu5sZpV0hsygoiYwgIAjsA4E4ZrJER7YriazjVPmQ2ySj5gmZRUVK5AQBQaDjEPjoo4/8PgmZ+VBIRBAQBLoRgRMnTqhuywZAN9496bMgIAhUIeBbZr93//2Y+O3fxpd+67fwd+67D7h3DzhyJBB+cu8e/r9f/UopefwLX/DlKP+jTz/Fg/fdh3tHjiiZn332WaCxB+67D1RHL9fzbPX1cr1d1kEN6DrNNPWhUR1mnXr94nIds79z5Ah+87778IvPP1f4NRL/G8LtyBHoOjjPvCe6DJWZ7Xzw6af4D3/zN/j3v/gF/p+PP/bvXeDGSEIQ6BEEFJn9dw89hP8tHscRIq+wi8uI5PSLCY/yWEYvpzjX0cv1PD3Odc28RtO2duvpMOuY8mHl3Gcu53FS/UbirEevx3lmqMvY4l6749rW9j/e3cX//sEHpiZJCwJNI1D80Y+b1hGm4PeHHg8rCuQfe/z++/G/njxZm8j0Kvxw1surV67r0eNcz8xrNE16mq1j1jd1NlKuy4bFw8bO+XoYpkPP1+UB/OuBAfz444/x1551bRRLUhBoCoFvfP1rTdUPq3z7Nn86J0zCzT+a+u3fxn01HoDa1aW02xD48m/9Vrd1WfrbRQjQ7K7Vf1GHLxsAUZESOUFAEOhoBI4VPvoI/8vv/R4UyDnrRgAAEZlJREFUq5GFxusvZsjDsOVzHsuYoa1cz9PjXNfMazRNepqtY9Y3dXK5HpIM49ho3FaP88ywnm4qNy7n00/VNNPIlmSPIXDyZGOfm9aHT98O69brKK2f/JO9PffBp4eSrrCQR2mW63VYxgy5jp6v5+lxljHzGk2TnmbrmPVNnVyuh83EWb+ug/PMUJexxUleu/7pX/+1rJdpeEi0txBQu5m0w0Vb919/8EHlmvEbR4+qz8/yZ2g5/JvPP/cfBto4YDnK//DTT3H8mOvpQQRpdc24/36FHpcrtwkvz1ZfL+dFa2qXrihp382iiTr1+sXljAVhdf/Ro/ji0aP4OblmAA3Ff/n55+pr5boOzqP/avheRGnHd8345BP83//xP4prhrob8k+vIuD7mZEf13ffflv99epgZVyCgCDQuwjIBkDv3lsZmSDQVwgImfXV7ZbBCgK9i4CQWe/eWxmZIKAQyGTsB9aG5XcrbEJm3XrnpN+CQAMImMRlphtQ1bGiQmYde2ukY4JAaxFgAuOwtdoPVxsdTCxkdrj3QFoXBNqOQDZbOZxSJzI9v+2dOIAGhMwOAGRpQhA4bARM4jLTh92/VrQvZNYKFEWHINAFCDCBcdgFXW6oi0JmDcElwoJAdyPQq0RGd0XIrLt/m9J7QUAQ8BAQMpOfgiAgCPQEAkJmPXEbZRCCgCAgZCa/AUFAEOgJBI7d4+9g9cRwZBCCgCDwwAMP7BuEbv4447Ef/MUP9z1wqSgICAK9hUDUk5A6cdTHkl/5cif2S/okCAgCh4BAN1tmsmZ2CD8YaVIQEARaj4CQWesxFY2CgCBwCAgImR0C6NKkICAItB4BIbPWYyoaBQFB4BAQEDI7BNClSUFAEGg9AkJmrcdUNAoCgsAhIHDsO9/5Tt1mo8jUVSICgkCHIbCf3/V+6nTYsHu2O8e++93v1hzct7/97ZrlbSssZhCbzNVUP7ZUwvp0HEAZK+MJzG/UFAfGllBanwbVkEsQIATq/f51lA7rWSivjOM8rrm/9fIKxq8OYD2bBNQzAuSdLJLcUcorpOBQOV0kfx64pv3ui5kYCikHLMJVuz1scppJJBJDpmjAQADGMjCzDam6SSIrx3Hsf/m0Vj+O6fUQOb2+dkO1yhIVBFqAQPuehb27wMTT3n/BlDh10u1vMgvHSaEQG8dK2RtCMovSqcuI8UMZn8b63F0kvDQR4+VTpZ4jMhq9f6J5C+5my1VszCcQmw9XO7Y0G14oJYJATyBQRGFrArMel5V3tzA8oM8tksg6vl2mRhyfvoalzE2UiwUk/NlNDjF/ouM+V+l8b1lnHU1mlWmk5VdZzGB815IvWYJALyFQ3sXWxjwSgf/VY/B5SR+rv4wSx3R2WpU4Dh9mQpbjVQysa1NSvW4PxJucZkZFoIhMLIaY9zfu2cRk8sa06SjN5X3zGICyzLR6XF+F/v84rnkfKAurQ/njK2CLPGrvRU4QaB0CDT4LNE30l0rySBNh+WljaWX9adwcd58zfsZa1+/O19QSyyw3afufgte06OZdxqmSA0dZx0Q+CWQGHGSn15G/G8PllVkkB65icosW6D2TWa0H8P8qtYGk9TL3/yFdrojM+C5mZZ1MB0XibUagLc+C1+fyymXkNjaQC1hpbqE7ZXTXjqe9WQsZCwlzV6wy1wTS+cpGQZtxOQj1LbHMCMjAQn1pCWPc+2IBOWxgPsGWmbvruLXr2kfJbB7DtDY2uYWla7zTSETEFhSRHy9whuV7jdFN9FdCuQO0oTNuza9ISEwQaA0CrX8WuF9l3FwbxtJSGktkGPjWWR5pjPl7AixNYXx6XZMrYWlsLFi3x7YzW0JmOoDWuMU0dl0qrNIAkshqOzA2qfLKeaxNXIPyzCAB2kG9fArX/IxKLbqpc3cT1buuFRGJCQIHg0DDz4LbLff3Povp6RTunuf/6Mk7YxJbS9pzYBuF8i5IYH54AjhPRgUbBzbh7s1rP5klU0hvzOOq5qdRzFTcNtybUUJpCZjXbhKSWeRxubLlrGNczCBxd87zMaOCMlbOr2HCt+x0YTeezJZw6nJv3sTq0UpORyKw32ehvILz88OYU/9RJ5G9RpzkznTIzSLUMCCfM5IjPzOy5LLTnguTUtBzs5WWrJnV/uEkkS0tYZymmZ6gmt+D/leJuetk2TjiuIaltQQSmQF/Hp/MriNJRGU2QOtp2m50MZPA3TkHWX3HmnaBAvXimL42gfHzK3ha1tECyEjioBDYz7MAZBJrmCjRs0BXEZnEPDYwhrGxDWzMn8fK0+uVGQqVT9LCTg4ZtfxjW3f21tYOatgH1E6TZOaCUtVXtQOj5ap09RJ9MuvA8cUqACuSM/eeEzGwy1lgAVRtRzvgW6bXJdcOnd9A/Vj3G5SIINBCBNr3LCBfcqeH6g2XNPJO5ffuvv0SQ4zK0nk1m1GbbVgJGBDWgfbYBsCxw3pFwwqul6lIjtmplqClrJm6FnWS1eMIdOLvX4ecfs/KIkvaduxJsmIEuPWSngVHLh3VBoSuu9fikV4077VBy3gEAUJAXhrvrd9B+zcAegsvGY0gIAh0KAJCZh16Y6RbgoAg0BgCQmaN4SXSgoAg0KEICJl16I2RbgkCgkBjCAiZNYaXSAsCgkCHIiBk1qE3RrolCAgCjSEgZNYYXiItCAgCHYqAkFmH3hjpliAgCDSGgJBZY3iJtCAgCHQoAkJmHXpjpFuCgCDQGALHij/6cWM1RFoQEAR6FoHfH3q8a8d27Btf/1rXdl46LggIAq1F4Pbt261VeIDajh05cuQAm5OmBAFBoJ0I3Lt3Dz/72c/a2UTH6pY1s469NdIxQUAQaAQBIbNG0BJZQUAQ6FgEhMw69tZIxwQBQaARBCpkdg+A/nc6RI0uQ3GRc4HqdFxCbqdkCwK9gsBRRUb0ID4FgPYC6O8KgNcNoiLSErnuw6VXfqkyDkGgDgJH8bxHXrc0yQyAXQBntTyRA7oRF+0WSlQQ+MlPftKzILjTzCHL+HYAmPlmmqqJXDVOnYaL5fZKVv8hwETGYa8h4JLZMyHD2jbyRc4FpNtwMW6jJPsPAZPAzHQvIHIUz3rrZOZoiLhe1jJFzgWj23DRbqFE+xMBnbiefPJJHwQ938/s4khlN1MfBJ1ZSZsA+jqaXs5xkWMkgmGn4xLsraT6BAEmMg57bdjVZHbOGyItdte6RM6OTqfjYu+15PY4AiaBmeleGP6xwCDI/eI5QE09AwVGQuQMQLxkp+Ni77Xk9jgCYcQVlt+tcFTIjB7ElwAM1hmKyNkB6nRc7L2WXEGgZxBwp5md/iBK/+w/uKi42GtLriDQUwi4ZEbe/jaLjBay9UvkXDS6DRf9HkpcEOhRBI7iVe9VJnOAvJDN+SLnItFtuPD9k1AQ6HEEjoH8psKcYae00YtcBYxuwqXSa4kJAj2NwDH1YnmUIUb9IK3I2dE8LFzsvZFcQaDnEKj2M+u5IcqABAFBoB8QEDLrh7ssYxQE+gABIbM+uMkyREGgHxAQMuuHuyxjFAT6AAEhsz64yTJEQaAfEBAy64e7LGMUBPoAASGzPrjJMkRBoB8QEDLrh7ssYxQE+gABIbM+uMkyREGgHxAQMuuHuyxjFAT6AAEhsz64yTJEQaAfEBAy64e7LGMUBPoAASGzPrjJMkRBoB8QEDLrh7ssYxQE+gABIbM+uMkyREGgHxAQMuuHuyxjFAT6AAEhsz64yTJEQaDXETh+/DiEzHr9Lsv4BIE+QUDIrE9utAxTEOh1BITMev0Oy/gEgT5BQMisT260DFMQ6HUEhMx6/Q7L+ASBPkFAyKxPbrQMUxDodQSEzHr9Dsv4BIE+QUDIrE9utAxTEOh1BITMev0Oy/gEgT5BQMisT260DFMQ6HUEhMx6/Q7L+PoegZ/85CdWDMLyrcJdkClk1gU3SbooCDSLgElcZrpZ/Z1QX8isE+6C9EEQOAAEmMA4PIAmD7QJIbMDhVsaEwQOHoEnn3zSb1QnMj3fF+jiiJBZF9886bogEBUBk7jMdFQ9nSwnZNbJd0f6Jgi0EAEmMA5bqLojVAmZdcRtkE4IAgeDQK8S2YcffigfZzyYn5C0IggIAu1GQCyzdiMs+gUBQeBAEBAyOxCYpRFBQBBoNwJCZu1GWPQLAoLAgSBw7N69ewfSkDQiCAgCB4PAAw88sO+G3nrrrX3XPeyKx37wFz887D5I+4KAINAhCPz+0OMd0pPGu3Es+ZUvN15LaggCgkBPItDNlpmsmfXkT1IGJQj0HwJCZv13z2XEgkBPIiBk1pO3VQYlCPQfAkJm/XfPZcSCQE8iIGTWk7dVBiUI9B8CQmb9d89lxIJATyJw7LXXXuvJgTU7qK9+9avNqpD6HYTAV/6P/TuSdtAw2t6V3OkudpqVh7b69yEEX41JL+T86B/9rBeG0dYxdPELAJDXmdr60xDlnYSAvLrXSXej9X2RNbPWYyoaBQFB4BAQEMvsEECXJg8HAbHMDgf3g2pVLLODQlraEQQEgbYi0BCZPfjgg/vqTKP1GpWnToXVCcvf10CkkiDQAAL7+e2F1QnLb6A7PS9aNc08fvw46HAAviitXzqoLGfKcL5er5aJb7ZJ9XR5W7mZR21S3/S2WUbXpfdJ4v2FQLt/B/x701HV27SVm3nyO9bRayxeRWYffPABCGAK6eKQ4g899FAgrd8oliMZPZ/r6DptXdTrULmeNvvE/TJ1kpxZT0/b2pW8/kHgIH4LZht6Wn7H7f2tHbOpJ9CZhCjULz1NcrUu1kEyuk69ji5D+WaaZaO0xbJmWK+uKS9pQaBRBMzfrZlmffV+i1Qv7KpXN6xev+RbyYwGz8BxSHlhN4jB0sv1OJeTLls+5emXmdbL9P6ExW1t6DokLgi0AwHzd2um9TbDfrt6vvyOdcTqxwPTzIcffhjvv/++X4vS5mXeIJZnc5pC1mPKki6Sp3yuxyG3w3U5bYbcjplvpqPKmfUk3bsItPM3Ib9j93fTDoxv374d6UcZILP33ntPERGFdHFYSxN3nkK9Pqep7okTJ3xdnM/1dN0sZysz5ThNbVI98zKJOMpYTB2S7i0E6v2uWjXafv0dt+s8kajnElRNM/mh5xtiIwq+6SzL6VaEYe3pbXGcZTnN7XPfOS2hIHDQCPBv02xX/61ynGU5zXW66XfczrNEop5LUEVmDKQemiBTGd8AXU6Pm+V6Okwf5dtuoF5Xb8MW5/oc2mQkTxBoFwL8u+NQb4fyol5cn8Oo9fpZLjDNZCAeeeQRvPvuu76bQ9hN0M12M071+WJ9nNZlKY/LOZ9DWxnr4FCX1fOofeq33g8ul7A/EbD9VlqJhPyOW4lm47qsZEZq9Bv/zjvvVGl+9NFHAzJ0I+kiWapL5Xo91mfmc5rLqQ7potAsq+qE0U9TXtdlqyt5/YUA/8baMepavz2zzNa+3jdTXn7HNsSq86qmmQykLkp59S4CPMqlk5StLdKhy0TRSTJhuqLWFzlBYL8IhP325He8X0T3V6+KzGxqbERVi+DCbq6pu5Ze/iFQnTA5lqHQJhNW1+yHpAWBZhCw/fb4+eDfKOkPk2MZCm0yYXWb6XMv1q2aZr799tuB6SMNWjeBH3vsMR8HPV+Ps44wWS5nRboclXGbHOcfBuVTHsmzDgr1ctZphqzLzJd0/yCg/0bbMWr5HbcD1eg661pmJgmYaWrKllcr3+xeWH2WM8vrpbmehILAQSJg/i7Nts3yemmzfienv/Od7zTcvf3UqdVIlWVWS1jKBIFuRqDdllk3Y9OKvn/3u9+NrObb3/52ZNmogg19zyyqUpETBAQBQWD/CJSxMh5DptiYBrHMGsNLpLsYAbHMuvjmRei6WGYRQBIRQUAQ6HwEjr3xxhud30vpoSDQAgT+4Q9/pwVaeltF7vRPu3aAx+QQ4K69d9LxBhCQA4CjgdVJhwDnJmPIAXjzzTcjdV6mmZFgEiFBQBA4aATSeQeO40RuVsgsMlQiKAgIAp2MgJBZJ98d6ZsgIAhERuD/B/EI7TMPmNu/AAAAAElFTkSuQmCC" alt="" />
现在发数据
好啦终于这完这一篇了....累..真心的累.............
https://www.cnblogs.com/yangfengwu/p/7533302.html
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