fuquancong 发表于 2015-11-5 10:28:01

一个无线频段带宽为20MHz还是22MHz?

我有一个问题:一个无线频段带宽为20MHz还是22MHz?
下面是我在网上找的2个图,标明的都是一个频宽为22MHz。但是一般的无线路由中,一个频宽却标识为20MHz。
这是为什么呢?
data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAokDASIAAhEBAxEB/8QAGwABAAIDAQEAAAAAAAAAAAAAAAQFAQMGAgf/xABTEAACAQMCAwMHCQMIBgkDBQABAgMABBEFEgYhMRNBURQXIjJWYZQVFiNCVXGBkdEHUpMkM2JyobGy0iZjdIKzwSU0N0RUc3WEkjZFooPCw/Dx/8QAFgEBAQEAAAAAAAAAAAAAAAAAAAEC/8QAGBEBAQEBAQAAAAAAAAAAAAAAABEBMUH/2gAMAwEAAhEDEQA/APv9KUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKVE1G7kstPnuo7aW6eJCwhhxvf3DNBLpVPwvrZ4i4astXNubfypN/ZFt23mRjP4VcUClKUClceeML6Hie20270OSCzu7l7a2maYdq5VSS5j7o+XrZ8K68UGaUpQKVS8Satd6NpZurKwF3IGw3aTCKOJcEl3Y9FGK28Oax8v8PWOq+TPb+VRCTsnOStBa0pSgUrB5Vy2gcYjXuJdT02K0KW1rEksFwXz26sWXcB3DKnHjQdVSgpQKUrkeO+MpeD7K0lg0576S4dhtXdhFVcljtBoOupULSrxtQ0q1vGEQM8SyYifenMZ5N31NoFKVC1XUYtJ0m71G4z2NrC0z4HPCjNBNpXGcDcdnjE3qyaebKS3COqM5LMjjIbBUHHv6V2dApShoFK5HiHiXWtG1uws7bRoLu2vZkgifyrbISebHZjooBJOa60HNBmlKUClVHEes/N/h6+1bydrgWsZkMasFz+JqFwXxT87tFbUBbCEJO8OUk3pJt+spwDj7wKDpKUpQKVg1w2jftFh1bjGTQvJFiUyTxRP24Mm6LG7fH1UHPonvoO6pQdKUClD0rldX4wGj8UW2kz6fMIJbWe6N2WG3ESBmCjqTzoOqpXH8K8Zza/fizvNMNjJNZJqFriYSCS3ZtoJ5ei2e7312FApSqriDVn0PQrzUksprw28Zk7GIgMQOff3UFrSuPl41kjXhhvkqYx640S9tvGyEupbB7ycA12FApSsGgzSuOk4zvPlfW9Nt+H7uW506KJ4k3qDcb2KgjwXlnJ9/Kp/CvEcvEEV8lzZC1urG5NtMI5e1jZsA+i/f1wfA0HRUpSgUrnOLeJm4W0+C7FhLdiW4jgJVgqx73CgsfxqLqHFt3p/GFlo0mkHyW7lEMVx2673O3czqn7i9CfGg62lYNchqPF+opr17p2i6C+pppqxm9cTrGVLjcEjU+s23n3UHYUrjIP2hWPzpvNDvbe4tnjuI7eKYoWRnePeFYjkrdQB34r0P2l8PGzv7lnvI1sezMqPbMrlZH2IyjvBag7GlcfN+0fQYbGG6Ivm7WaWDsEtWMqvGMurJ1GBzr237R+GBqenaf8ogzahHHJAQOWJPUz4FqDraVR8Ka8eJdAi1Q25t+0klj7PduxskZOvv25q8oFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUPSg8PIkS7pHVBnGWOKSqGidScAqQT4Vx3HslksVjFd2jXDSGQRs6O8MPo83dVB3MM+iPHwqJxQuoT8GDTNKhvL+CO1K3MqOI5WAjymN2M7jjOOfLFB1XD2jw8PaDZ6TBM8sdupVXfGW5k9331ZLIjsyq6kqcMAeY++uUe2uJNZ4SvHiuY2SKRZo93ox5hPrAcs576reDTYT69c3NpHLaFYnQwSRv2s3p5MkrMMFs9BzwDQd6z7fea8xypIDtZWIODtOcHwqPeuq2Vw8nabRGxPZevjHPb764vguWxjkuLq2iks1lWGAWSxSeieeHkYj0pD9Zh0xzJosWNnwXNZcWXGvLxBeyyXEm6SCRI2XZ3Rg43KvuFdU9xDDgyzRoG6bmAzXB6Zb6zdcS638rWF3bm705VMsc6lFxJLtWMqcj0SPfnr3VtfSkvOBdDsbnTUnu5EjtlaeHe1uG9dznoQo/PFEd2rBlDKQQehFYeRI9u91XccDJxk+FarO1hsbOG0t02QwoEjUdygYFcXx61hJeW1rdW8hlmgdVu3jd47VSRl1VRzl/d6Y8aDpOINHOtWKwx6jd6fLHIJI7i2cAg9OYPJhz6Gveg6VZ8P6Pa6LZyFo7WPaodtzkZzk/eSa5bjl9VvNLW202yuru0gaPtmicI7SK6MoO7BK4OSR+tV082mT67qEz2t9bPB27TBEkNzdkpgoGHJYx9UZ6jljvD6YkiSruR1ZfFTkV7rkOBFtTaX1xaqIEmlU+RxxsqW+FAwNwG5j1Yjlmr7XHij0K+edbh4lgYutvntGGOi455oJmYriFgGWSNsqcHIPiK5bQ+A+HuFNcutX0yFbTtoVhMW/0E55JGT1OR+VQeF7hLXSb+fS7ZRcXLYt9PSN0iidY+SlmA5nHpNyGa59TJZWd3Drmj3cs0ups6eWHtYS7Qpud1jzlQc7VH4YxQfVmuYI5BG80aufqlgDW6uEbQNP1B+HbM2gvVS3SWXUJoMSMkeNi5PMEsc4ru6DwZEEgQuocjIXPM1S8RaC2vW8UcerXunMu5S1s4HaKwwysCCD/AMq53UzYXHHiQ9lPBcxzwu148cjMxHMRREDCqfrEnvPLvr1qs+r3nF+i3kOnXMumx3OIXikVRgwyh2dSQc5xjI7vE0HXaZa2WlaXBYWjIlrZxrEo352Ko7zU0MGUFSCDzBFfJ28htGvpl0q6l07bCnk5ikTdNvYkXHXtPEsOWMDnXe8IwxQ8PQLDP2sbM7jEbRqmWJ2Krcwq9BnuFBduyopZmCqOZJPIVGvbS21TTp7O4US21zE0bgH1lYYPOqfjSa1g0HdeWc15H28YECbtrHPLfgH0PHlVXaSXMHB8Nnooe6uJtz+ghiEUbSHeI+0xjbnCgnpigncO8K2vDVzNdNqNzfXVxGlsktyy5WJM7I1wB0yffXQpdQs/ZdtGZf3Awz+VfKHtZG4R0mCXSr2LVUt+ytu3VpTgSdEZTiOU8vSbursIdFs7jjea/XTYoTYqGW4EQVpppB6Tbu/C8vxNFdcTyrwJEZ2QOpZfWUHmKK2RzxmuA0S4008U3V5FFcWnk5n3h4pGmustzZ2xjaPqrzP3dKJHWz6LBccSWesSSuZrWCSGKLltG8rub7+WKsmljjGXdVGcZZsc/CvnzNxQvGF5fJpE7XElhNHbFrhDCqiRNmOfJsZY56k+AqmIEGix2Wr6VeLO17edlLebpY41Z+crCPO5ufo/2HFB9erw8iRLmR1QZwCxxUfTUEWmWsayyTKsSgSSD0n5dT765XjuSxDWUN3aNO8iyKkkqO8EHIZdlUek37v94oOh1/RrXiDRLrS71nWC4XDMjYK4OQR9xArRw7oEXD1rPELua6uLqdrie4nxulkIGTgAAcgOlcxxh8pz8HfJulQXl9DFaAXEysElfCAp62M56tj7q2y/Ls/H2j3VzpNzHaRmSOMrOjRopi9JnAPrbuX3Dl1oO3S5gkcpHNGzjqqsCRW6uV0nRLE8V3+pxaZDa+SnsIWSIIZGYBpHPj1Cj7j410GoMiadctJ2pRYmLdl6+MH1ffQblkSQEo6sAcEg5wa5iy4MsNO4suOI5b2aa4YOY1mCAQ78bvSABbpgbicVX8ETWEa3NzbRParcGKJbJYZB2Zw2C7MPSdvrN05CqS5tNVu7/XTrdhe2sd1DbtLKgS4jQLKSFVATlcAZ5eORQfUVuIWVWE0ZDnCkMPSPgK218kuzavZ2lleWJhLCVLa9Fo6JFDvGJViQYWVu7p0z7q+sp/Nrgk8upoMNIiuqM6hm6KTzNUurcN2erazY6ndSP/JIJ7fshjY6zKFbP5VzvEhsLni+K1kjmhucQny5o3fswGJCQ4GFJ+sx8e+vXHcmq6jpcY02wubixRlkcwuEcyrKuAVYg7Rgnl15d1BY8NcJ6fw3fyTDU7i8uEtltYRcyLm3t1OVjAAHIeJrp4riGfPYyxyY67GBrgtLslXji6K2xnF285vVubFVaFSPR2y/XU+rjJGKuuEdItLOG71OHT47Fr2Q7YUj7PZEpKoCPE+t/vUHTFgvWoV7bxatpV1ZtLiK5ieEvGQeRBBxUbiCSJNAv3uI7iSEQtujts9o48Fx41y/DtwLbRtQuNJt18quZMW9gkbxwwyCPkuWA64yzcgTRYvZuGLM6doNtJdyLFoc0UsTkr6ZRCgDf/KugMiCQRl13kZC55kV8mNnqZ0C4h1C2vLaBdblluHniW5MgaJsHYCcjtNvuHLwqfZeT3PEmmxXNpLYajEYHlmZJGZmCfzMbdFTHrZPj99EfTa1mRBIIy67yMhc8yPur2elfPtTl05uOvSint57aWOV7topHeXahPZRYGFTHrc+Z7qC51fg6PU7rV7mPVLyyn1S1itXktyA0aoWPonxO4it/DejpwvpZsn1c3UEbbY+1WOMRcvVG0D7+fOqbWflifjjRrj5OuXsIZ8QSRyqEw0Tbndc5znAGRVFpNjNHpWoxXmlpqM/ZR7zNZ4xeF2XGD6+N27f4d+KD6qjpIgZHVlPQqcg1l3VFLOwVR1JOAKg6NpUGi6TbadbKFigTaAOWT1J/E5qq40mtYNFja8s5btPKECwru2M2eXaYB9AdTyPSgmcQ6FBxLpK2M0zxxdtFOHixklHDj8DiqzUOFrG54ottYutYuhHFKtzHZPMvZdqq7Q655jl3A4NRLQ3UPCVvY6L215LKd7lF7Hs4mc7hH2mMbfVUE++q2x0ZNU4P4Z02/0TFxIggke5jDvDCvNvS54LYA/Gg+irIjMyq6sy43AHpXL6vwRDqWrXF/Bquo6d5YipfRWcgVblV5DPLKnHLK4OKquFV06fieSSyglsjAJkEckcna3OW5vKxGMDHorzOPyqo4nvLf55asnEGsatp/k8cJ0aOwdh2mR6TKoGJH3ctrd1B1E/AGnzX810bq6Uy6hBflQRyaKPs1XPXBH41VW37JtLs7S7t/lO8ZLhYEJYICBFL2i8wOZzyJPM1WpxlxX8+7nTTHbpp8IdBFLtE7KsW4S7evX8O6ud1fXeJdZ4Ou4dU1JgPJtN1ATWtv2TIJJtrofELjd+HhQfSxwHZfKJvfLLjebu6usejjdPH2bD7gOlQ7L9mOlafe6bcxXMpNnBDEweKNjN2QwhLFSV9+3GcCuRHH3F6z8SZ8kENla3LW6EK00Zj/m3K9Tu68/HlV1xomu3fBHD8D3qzaje6hArvFvt42DZO1th3KvdQdvw5oUPDejR6ZbyySxxvI4eTG4l3Zz097Vb5r5DrN9xbwfYafpulNbLcJYXN7cxYkuldldMBXkO4ei2efgahxftA4q+TbQ319YWccj3B+UkiE6SFFBSIhcAMcnmPCg+0MwWvKvnryz0r41cftH12DS4ZJriJJ7rSLO4tf5NkSTPNtlx9y93dXqTjvi4apxMjRWaQ2VvePBCQDJCYh9GxXqQ3v655UV9mzWc18gPGnEtpFJaX+pW8K9vbdpqvkXo28csHaYKdD6Q2599WEnFfEa6poenx3EMw1uKFre5W1KKmxvpztbn6SbSM9KI+n0pSgUpSgUpSgUpSgUpSgUpSgUpSgxiqfiA6xFp7T6Rc2cLQqzyeUwtIGAGcDDLirmoOsHGi33L/u8n+E0FNwjfa5qOj2+p6rcWUkV3AksUdvA0ZTPP0iWOa6I/SLz/AAqh4HXdwLoZP/go+X+7V8vKQiorxzBx31hi5BCHDEcs8wDW11B++iLjmetFriILvjE8VPozaho57O1S7ZxZPzVnZdvr9fR613QHLn1rlYjj9qd4ep+RoeX/AOs9dKGbO78xVZbqVjNM0HK8a6hr2i6XPqul3NitvbxgyRXFuzszFgORDDHWrjRk1ZbQnV7q1nmJyrW0TRqFx0ILGqn9op/0B1b/AMtP8a10sP8AMR/1R/dQe8VmlYzQaL1bp7OZbKSKO5K/RvMhZA3vAIz+dcloF/xVf69f2t3e6WbfTrlYpxHaOrSgoG9E7zj1vCu0zXKcL/8A1Rxf/t8X/ASg6vB8azWMnwpmgVx3FGocTaXqFkbG800Wt9eR2kaS2rs6FgfSJDjPq12Oa5TjU/S8Nf8Ardv/AIXoOh09L5LKNdRmgluhne8CFEP3Ak/31KxTNeXfaKDLttGar9Tj1Kez26XPbQXO4Ye4iMi7e/kCOdTQC/M9PCgGJOnKiuQ4N1PiLWrb5Q1K6sDaF5Yeygt2R9yOVzuLEY5H866zPTAP3Vy/7OwG4QH+2XWP4z11iJjmetRayiAc++vVYZtorWGYkt+a1WXF6lqHF9txTZaRDf6TtvlmkiZrNyY1TBw30nP1q7WESiFBMytLtG8qMAnvwK5XWf8AtN4Y/wBlvP8ACldcDQZrFM0zQUnE0ms22myXekXNlF5PE8souYGk3hRnAwwx0rXwrPrV7pcF/q1zZSpdQRzRLbQNGU3Luwcsc9ancQH/AEa1X/Y5v8BrVwqf9ENE/wBgg/4a0FvSsZpmg1yrIY27NlD7TtLDIB7s1xdpfcYS8UXGjyahpBFtDHcO62cg3KzEbR9JyPo13Ga5Sw/7UNY/9Ot/8T0HV4rNYzWc0GMVynGmocQaLp8uqaZc2C20KoHiuLdnZmZwuQwYfvCurJxXLftFbHAuof1of+KlBcaWmqQ2hGrXFrPcbuTW0TRrt+4samg7151n1m59B3V56SAd1T1XnmD7/Go96t29nItjLFHdFcRvMhdAfeARU1wCKwiY5nrRa43hm/4n1LV7+O8vdLNtp12bWVYrV1eTChsqS5x6w/Ku1rkeDTjVuLf/AFdv+GldSGctu5/1TVZbjWMUzTNBxfE2o8UaXqtilleaYLXULxbWFZbV2ePKk5JDjPNT3V1dil2llEt/LFLdAfSPChRCfcCTj865vjQ/9JcKf+sR/wCB663NBmsYpmmaCBqsWqS2qrpNxawT7ub3MTSLt+4MOdUPBWo8Qa1YJqepXNg1tJ2iCKC3ZHDK5XO4seXo+HfXW5rlP2cH/Qi0/wDOn/4z0HV1zGt8Z6Zo19cW09vPcTWyRNthjDEySttjiX+m2CfuFdPnNfP9R4NuNR4k1tTJNbx3j2uoWd/HhvJ7iEbcFT15YP4mgsJeOLS10W/1XUdHv7F7F44poZ0QPiRgoIYNtK+lz58q8n9o3CcV5qFvcX0EMVoyRG4OGik3Ln0WXPTOOffVf5s5Z7HXIbvWFll1d4JJitqFjVo5A5wm762OdeNQ/ZlNJrc95puq21lYzXMdy2nGwDQs6LtG4Bhn97HjQddp2sWWp6jqFjFEUntSgkV1H0iMuUYeKnn+VWpRWAyAccxy6VzGj6ZejjbWdYuozHG8EFnDkY7bZlmfHcMtgfdXUM20ZoPLqudxUEjkDjnWmS3hubZ7d41ETKV2gePhW0EyHwFDydQOlFV+naVa6Rplrp1rF/J7VBHEJPSIUe81LKpknYuW5Ny61vcAjnWETHM9aLceBChB3IpBxkFahPoVjLxBDrjxu19DAbeJi52opOThegJ8asyQoya1bmY5HI/umjLdSsDmOmKzQKUpQKUpQKUpQKUrBoM1rklSGNpJHVEUZZmOAKo5+IJbud7PQbdb2ZDtkuGYrbwnwLfWP9Ff7KxDw0lzIs+uXT6nMDkRyDbAh/ox9D97ZNB6bim3uWMekWtxqjjlvt1xFn/zGwv5ZoBxPd8y2n6eh+qA07/8hV6qqihVUBR0AHKsO+3kObUFEdAvpv8ArXEWouf9Rsi/uFYfhKzlUrPeanMCMMHu25j8Ks5rmO2VHnL4eRUXahb0icDpQx3NySJZPJwk25OxfJkQdzZHLPgKCibhnStOtokiutSt4g6wxpb3MjBSeQAAzivLaJrAFwmn6zqNvLG4ET3ciTpIOWTjGR3100NtBb9oYIUjMjF32Ljcx7z762KuOZ6mi1zb2XFVv22zULK+idNqo0XYOh/eDDIz+FeRraWU0L61b6jp5ijMfaSHtIG6ekzpyz7yBXUVXJdvdMhtEEids0c5lDJtA5HaCOfP8KIjWunabN5LeW8gkdQOyuUn3NIuSdpbPpLknlWcdvC5smvZO2utsr7uzMWD6RG8ery7uueVQZOC7NJlu7KeS01BJGlWdEUruPjHjb0OM8j762rrt3pciwcQwJApIVL+HJgb+t3xn7+XvoJk1vrEnl7RX0MLOVFoOy3CMDqW8Sf7K9SRXRuZhK0/Yy22GeKQARuOuxcZyc5z7qskIZQQcg88jvrVLdRRXENu5ftJs7MISOXXJxy/Gggra6fqEVv2xeZXg2CG4J9NeXNkPU8upFZEFranT7QT3Iw7NFtZmDYBJDt4c++vcdpNcyWt1eBY7iJWUpHhl9L+kRnpWLSzbSre2tLRVNlCjBgfX8RjHLxoNHY6rNbfQSvaySXO6TtyshSMHomOXPHf0zXq4t9U7K+PlPaqzK9skIEcgA5lCxyOfj76sba4W5gSVVdQ67tki7WH3itjsERmOQAMnAoK11hkubqOaS6jaW3BkBYiONe/a3QGvUVhY2twb6IbWaPLsjE9qAB6RA9Y4A517Esl+q9kq+RTwE9owIcMenokeHjWqPR4raSK5hYtcwWpto2cLjHXngeIHSg8Wys6acLV72S19KUzO+047lcMNxzn8MUW21vyZC1/b+UeUGR17LKdln+bHf0+tUyG5ftEt7iMrN2Qd2VT2eehAapdBTzxypb3wuWvRCsolSSJ9zkcjtUKMgDpj7623GnaffzSmc9o5CvgyfzRAOGUfVPM86jX2vhbt7DS7c6hqC+uiNtjh98j9F+7r7qgzcLNqgll1+7aeaZNnY2o7KNB3e98f0sj3UGyTXdPF4i6a17qc8MZi7KzO+P73f1c8vHNeI4OK50gWOa2sIo2Jbyk+UyyA9zY2qPwqzUyabFJiFfIYYl7NIU+k3Dr6I5flVmrq4GCOYzig5htF19kZrvXLq4JlwsdmEtwqeJJByRWV0KwaWdJ9T1cmFgrPPdMgJPTB5A9a6O5uI7S3eeXcI0GW2oWP5DnUO4tpNQiube4CpbuEMbrhmPechhgUFR81dG0m0dop9QtoY8uywXEhwSeZ2jPMk+FH0XUI3nSx1XVI9se+KaeZZELc/R2lc1btp5tZr28sghu7koWEvq+jy7hnpmt0V0stxPFslWSJgpLphWz+6e+gpFs+LIGhb5VsL1RH6cM1uYt7eO5en5VpTUp7BbYa1ZapD5OxY3MTdvHJyPr7BnH+7XVqgXmOtRJLuSRpIrNFeaKRVkEoZAAeZwcc+XhQQYLPR9UjW+guFuQZGdLiOfJQtjKqwPog4Ho1tuDvXUTZm8luMLE0ats2nHVCwx0OcjPSod9wdp19PLc5khu3kEizRBV2kdMrja2Dz9IE1j5W1LROWuQi4tB01C2Q4X/AMyPqv3jI+6gsGttTNxJsvUS3Fv2cQKbm7T99j7vCsRRaiklkbiQzv2RjuGiYJGD+/tPPJ93SrCCaK5gSaGRZInG5XQ5DDxBrxPcx2/Z9oW+kkEa7VLekenTp99BXQQWdzaW0cktyyxu8YW5Yq0p5ghgfWGM16e0sbG0S2SW4hiedVQQljtPcoxnavL7q3NazXjxvdBYjBcb4hHhtyjpnI5fhXm309tOGyxCbJblpp+06+lzO3Hv8aDVLHqcy6gbV2t5nZY4GnYOgUDm6qOnU8j4Vsa11IzXAa+DWz24RAiBZEk72DdOf9lS7W5W5j3qkiekybZE2nkcf8qkEUFXAxW5szci7juJIGQx7t8YxzJYgY3e+ltpWnrJb3MJZpIxtWYSktIOfJm+sBk9a3x3b3LRPaIHt+0ZJWkDIy7eXogjnzrRFoltE9m5Zme0d3jJVQMv15Af3UGofTQr5E97Ikt2e0kL7DHg8+Tj1cjGB1zXua21l1vTFfwRO7r5MvZbljUdd3iW/sqTFdTRtBBdx5nl3enCpMYx4k9OVSmdVXI556e+grJ4rgy3Qle4EEtuCXikH0bDqEGN2T1zWTZafqMcXlG+ZZLcL2E7H0lyDuZD35xzqPqOuxWVz5HDDJe6i43LaQesB+8x6IvvNRfkC71mUT69cqBtKrZ2ZKKqnqGk9Zvu5CgT6ppVnLBZ21xeXtzasSLezYzOc90h6f8AyIrTs4qulZLUQ6cHl7TtbyQXEgXvUKoAA/HlVzZWHyNbQWtlDGLGGJtwVfpCw6YAAB76mW0qXEUcwDL2ihgrrtYA+I7qLmuek0jiE+USz65LOAAYre0jSAnxBZs17+RLUTPFc6nrLFIxIzS3TBAP6wwK6KV1iieRs7UBJwM1Ad5L9SgQCzuLc4kIO/Lf0GHh40RUrwppFuss0Ut7F2uZ5Hiu33OcesfE4pFo8rywPZarrKwSxFxNJOCF8AUdd3P/AJVappEdtMt3bc7uO08ljMgG0gHIzgePhUmG6btvJ5kKzLEruwU9nz5cmoKOHT+LYIoGOt2dxIpJljltdocdw3KeX34rW99qFrE0er2GorGZu1NzYy9sq884wAGCe7BrqjUS4vHBngtVD3iRh1SQMqHPT0sYoK+OPROIIpriK4S6UsGJEvOBlGMgdY25+41JkaNbyQQtcy3MFtyhBYIwPQ7iNpbl41D1PhPTdZnlnvFYSyRhN0WEK+PMD0s+DZHLpWkXWs6AoW+jOp6eox5Tbx4mjH9KMesPev5UFhb2+oiSxHlBS2jiJnWXDyu56AsOWB4ivMUGqxR2puZ/KpY5iHMOIlaM9CwOc7R3Cp1ne22o2qXVpMk0Dj0XQ5BqTigqUjtWSeGS5ulCXQctLIyelyIVW719wrdHo9pBBcQW3aW8c45rC+0J4lR9XrUueCK4i7OaJJEyDtdcjl0qNJBcxGeW0lLyyup2TsdiAcjtx05f20G02rCZZFuZhtj7PYTlf62PGtccV7ELVDcJMFz5Q7ptZ+XIjHIVuhulmlmj2yK0T7DvXaGOM+j41vAoIS3rokZurWSJpJuzVU+k+4kjoDipSSpJu7N1baSp2nOD4VsqFNZxDBiLW57YTMYML2jf0vEHvoJTCs7cjnVb5VcQuwu0B7Sbs4jCpbCn1S/hViHBxg0HkxknkcCvG30wCa391eVUltzdai5rCxgdTmvecVmtLNhzkHP1RVQLb8bgNp6V7Vcc25nxosYBzjnXugUpSgUpSgUpSgUpXliFUkkADqTQa554raCSeeVYoo1LO7HAUeJrnQLvixdzGaz0M9FGUlvB4nvSP3dW9woiHiy7W4kB+Q4HzDGf++OD67f6sHoO/r4V045Cg1W9tDaW8cFvEkUMY2rGi4VR7hW6leGYDl30GWcDl31XXFzIJZLW2ZDe9n2idqrbMZxzI/ur3PNKkiJFF2zuwD4cAxqfrVvtIBb2scIkkkC/Xlfc5+81Rqgt44Zp5EDB5mDSEsSM4xyB6cvCto93q93jQqQzEj8PGtqJjmev91B7XO0E9aj3txHaWrzzErFGMsQpJx9wrbI6RoWdgqjvJxUGBZZbhbydZ4ZArRiDtAyY3cmwOWTioMiCS6lYXW3sUlWS3Ebsrch1b8e7pVgBgczmsBcc8DJ616oFa5I0ljaN0V0YYZWGQR4EVsPSoNyXuG8lRZBFIrLJPFKFMR5YHjk5oOcZLvh6eQ6JuutMhlXyqxZWLW6kZJgPfy+p+XhXRaS9lNp6T6fL2ttMTIr7y2STk9enPu7qlomxFXLHaAMsck1zt7bycOXkurWUbNp8p3X9sg9X/XIPEfWHeOfWg6ala4ZY54UlidXjdQyspyGB6EV5mk7KNmA3vj0UyAWPgKCHfrDE4ulKxXjjyaGZkLYLHkCB1Ga8WIkuLgeXx/y20yC0QdYjuH1c+tyH4VKtYXy1zL2qSzKpaF5NyxkDovdXq5tI7kR9oGzFIJE2uV9Ifd1HuoJPWlQ7O5aT6K5EMd4o3PDHJv2rkgHoOv3VLNBpuoIbm2kguFVoZFKurdCK5Oa/v9YkkjsJpINADJD5XBGTLJ9UiM/u/wCs/LxqbdM/E99LYQsy6Rbvsu5VODcOOsSn90fWP4eNdCixwxLHGioqjCoowFH3UGiysbTSrRLSzhWGJeYVe895Pifea989xyevfUAKNLOPo47Fg8jzSznKOW6c/qnPjyq1TBQcundVGlc9o2KrbtRbzsLBoob+7OVaSNmWTYO/HTl31Lu5JIUcwxdvL9WEOFLc/f3VutrYW4k+kkkLuz5kbO3PcPADwoI+nhbh2vJUdbtR2EvrBcqfqqeWM9/fU987OVRby33lbuKPtLqBX7FTKUViR0b/APw1mG4WXPpIZU9GWNG3dm2AcH86g3ISGwM4Pj1rXdW9vNABcrvSNhLz7ipyDyrf6Kgu2By5k1DSOS6uRLIs0KQSHswsoKzAj1iB3eANBAWSa+IgvCJ7C99K3eCOSNgPWAc59Hl+dXorxIiyRNGw9FgQcHHKocDiwdLWTs4rVQkVs7zFnkbB9E57+Xic0FhWDWaizzOHSOGIylnCyFXCmJSD6X9lBzd5ZXOj3s78M7DIF7afTJARE4J9aM9FfkeXQ+7rV1o9zYX1vJe2LOe2fMquW3I45FSp9UjwqdbQeTWyQ9pJIEGN8rbmP3mqXVNPnsb19b0qPdPj+VWq8hdIP/5B3Hv6H3B0FKi2N9b6lZRXdrIJIZVyrdPwPgfdW93VFyzBR0yTQRNQFrEi3tyMG2yUcKWKk8ug61Ethc3E8dtqoV7iEi4ikt1dIyByGefrc/VqXaxyTSrezpNBLsMZtzJuUDd1wOWTgc63XlrHe2r28wYxvybaxU/mKDeOYrNQ4LlhM1vc9lFKWYwoJdzPGMel3fjUpmA++gw+0gq2CDyx41xl3qF40sljw+yx6ZaRdnc3McJkaFgfVi5+m2O7ov8AZU/U7m41XUX0awmaJVA8uu0POFT0jT+m3/4iryxtLewsorW1hWKCIbURRyAoIml6Xa6TCYrOMjtPTeWQlpJW/edjzJqb0Y49X/nUKSE2Fw88SL2M0hkunkmI7MbfWUHPgOXLvNT4SkkayqysjDKlTkY8ao2Lu2jd1qu1JI4WFxEyRX8y+TwzNGzjJ5gMB3cqmzzGKJmRe0k2kpGGALkDoM1ot4nRmuZDKHn2lomk3CI46LUEay33F1vu42F5a5Rim9Y8NzyueTcsc/GrVVwOZzUe4tI7nsXlU74X7RMOVw34dR7qxaXTSqIrjsY7xUDSwRyb9meh6Dly8KCXWm5t4bu2kt54xJFIu1kPQituRUF997OU2yxwRskiTRyjEp715d3Ln40EHyuaVz6Sy6VOewURxSCVG9Xmf3c59KriGJIIUhQEIihVBJJx06mth6VWoF0rbFtSOwALGaWcllkZvV593Px91BZ0rA6VmgoL7RJrW7k1PQ2SC8fnNbtyhuv6w+q3gw/HNTNJ1iHVoHKo8NzC2y4tpeTwt4H3eB6GrOqXV9KmlmTU9MKx6pAuFLcknTqY39x7j3HnQXVMVX6TqcOrWQuI1aN1YpNC/rRSD1lb3irCg0XFrDdKgmjDhHEi57mHQ1HjnngljguiZJJnfs3iiIVVHMBj3HH51PrTPGksTxP6rqVIBwaDYWA61pOS+eo8fCoULm1lEE3Zx24KxWrtLl5PR5gg94x781Yx42Y/OqNXPtMjrioYtjZsps+zjtVZ5J4ghZnJ5+jz5HNTXU9oe4eIr2id5H3Cg8Wk/lNrFMFdVkUMBIu1h947jW587Tt61CngkiuWu7WESTybI5A8pVdgJ5gcxkZP31tjuIrmJLiCZZYifRZDkGoPanBGM4PjW4DGeeawoz6RXBr1QKUpQKUpQKUpQKUpQD0rntZdtVv00CFmWN17W+dTgrDnknuLnl9wNXF9eQ2FhPeXDbYYIzI59wGareGrOaGwe9vFIvr9/KJweqZ9VP8AdXA/Ogt4o0hiWKNVREAVVUYAA6CtlK8uSF9EZNBh2wOXWos80drEZp5URMhSzHAyTgD8SQK99CQ31u+o4lW71AwJcRFLcfyi3aPJ3Hmhz3dM1RiygdFaa5SBb5xiV4QcMATtHPnyH/Opsbc/vr20av1FAgU57/7qD3XlsEYNGYL1qFe3a21v2kkyQ7m7NHYEjc3JeX31BpdV1K6eEtbT2UY2yrzZxMrAgeGB+ecVZqCBzOT41ptIWgtkV2R5cZkdU2h27zipFApSlBEvbgxQ9nFLAt1NlLdZjhWfBOOXPur1aWyW8bYjjSSQ75TGOTOepqPbSLe3ssyXEU1vCeyWPs+ccqkhju+4gVY0CsEZrNKDnLAfIOsfJJ5WF1ulsiekbdXi+76y/iO6rGDbqM4umNrPaKVezkjyWDYIYnu9wx76h8UQC805bSG4SHUXftLFnBP0qekP7Mg+41O0a9h1HR7W7gjEaSJ/NgY2MOTL+ByPwoLChpSgh3MDblngaOKUMvaOYtxaMHJWqrVdTa9gtLHSpsXGoruWZR/NQ/Wk+/uHvNX7EBckgAdTXLcOTC71G81WTtmk1D07Xcnox2yHaoB8WOXx/S91B0Fpa2+nWMVnbII4YUCoo8K9lXzu6+NYJIJ3d/fW6NhjHSqIzpHPE0MqK8bdUcZBqNBfLatNDe3kbSRq07Ns2BY8nGe7ljFWTIrjp+NVOqTIJ0hS8KNbjym4t1h7RpYMMpXHvb+6lEq0hMspvbhLZpfSWCSLP8yTlQSe/wAe6pxweVa43QxI68kZQQMY5VjLMc4Bwe6oBU7sEn3EVEucWJ8sM0cNumXufocmTlgHI58vxqeq7a03dzDZ20lzcyCOCNSzueiigjTuL248jja2lhAxeRPksFZTtAHv9/dU5EVEVEACqMADuFVukF40lt7idrm7jIMtwYOzEgbJXHjgHFWtArTPCJo8EJuXmjMoba3ca3Vg9KCuS/hgt3S5u4jNbssUzldimRgCPz3D863WNu0Sma4jgF7KF7d4QQGI6deeKgXdyh1RX8rLwWpENxapb7yZH2lGJ7sDw8auhQZrGKzSg5xlHD+uh05adqUm117org9G9wfp/W++rEhdRuiubWexiJDqcl1mVh+HL++vGvw213pE1lcziEXX0EbkZ2yH1SPeDg/hWrhq9kvNKC3Kot9byNBdhRjMq8i3+9yb8aC5xWaVhiQuQMmgi3sLSxloGjjulGIpnj37PH8DVVqOtGOxRtPZZr25lNvbIVOO06MxH7q4JP3e+rc7t2W7/wCyuc02dL/iufUJO0eFS1lYgISgK85Xz3ZPo/7tUW2l6dDpditojMzZLyyv60sh5s7HxJqfG2MHu6E1sZFcc6CMA58OlQHUOhVgCpGCCMg1BikW0uvJJp4wJcm3iWLbsRQMjPT391WDMAuTVTqszPGlpBera3U7ZibZvLKuGcAf1cj8aD1bhb6dbtvJprdSGspYskgFcMSen5d1WSLtXB51osZIp7OKWCNo4nXcqOmwqPDb3VKoFQryIofKYnjhZCDK5i3F4xklfGpteHdY0Z2OFUZJ8BQQJL0XQhisZrdpJAkpSXOTATzYDrnHT31Nt7eK1gSGCNY4kGFRegqs0udJLmRjcNdeUDyiCXsNqrCT6Kbu/HXn41cUCtcsUc0ZjlRZEPVWGQa2UoINpcbZns57lZrpcyHbHt9Asdvu5DAqdUHUG7CFLoyzIkDb5FiTeZF8Mdffy8KmKQVBHQ86D1SlKDnNUHyFqY1uPlaTFYtQUDkB0WX/AHeh9x91dECCMjmK1zQx3EEkMyh4pFKuhHIg9RVLw3NJbw3WjTsXn01xGjN1khIzG35eifepoL1mC9a0kOTu6msEsG3N3/2VtjYbQv8A/TV4Is0azJtIQODuRnTdsbuYV50+6EimJpllngIinZUKjfjuFTmRXHOoNz/JrqCdpZuzJEPYom5SzHkx7xjxqCwrBoSFGTWoszk4wcHNAKkEA5x3Ed1RBt0+5VXljS2mZYoYVhxiTmScjx/5VPVcEnxrxOjSwPGkjRsykB16qfGg2ZzWaiWNwLi2BBlYoxjZpI9hZl5E4++pdApSlApSlApSlApSlBz3E38sl0vR+q3lyGmHjFH6bD8SFH410ArngfKuP36kWenjl/Skf9FroqBSlKDXJtCEv6q8zUDTnaWySfykXKTEyRyCPZuQ81GPurdqk4t9Onk8oW2bG1Jiu4IzHapx38yKlKmAM82xjNARSq8zWWOB7+6jHAJ/srWpDOcjkfGgKxLAleRqM7iTVI7eO4CtEnaywdnnepyFO7u5g1NChVwOlQ7Kbyi5vWW6E0aS9mIwm3siFG5c/W58/wAaCaKzSlAqNe3MdpZyzzS9kirzfbnb78VJqDfzdmbWNbpbd5ZlUZTdv7yvuyB1oN1qkkdtEk0ollCjfIE27j3nHdUisYrNApSsGggxS9vqc/Z3QaOFRG8PZ81frnd92KrNF/kHEWsaUeUbst9APdJycD3b1J/3qtNNmNxaGcXIuUeRyjhNuF3HA/DpmqvU/wCTcZaJcA4FxHPat7+Qdf8AC1B0VKUPSgoeLZpBoZs4G2z6hKlmhHdvOGP4LuNTLqJLGytjE1xHBalQIoF3F19UKR3j9Kgan/KOL9DtiAVhSe6P3hQg/wAZ/Krq4jaW3ljWR4mdCokT1lOOo94oNjKHXB6VoGQDz9HP51mxmW4sLeVe12vGp+lTa/TvHca37RnPfQYQELz/AC8KhWE4uO3uFulniaUrGBHt2beRX38wedSbmZYLaWV32KiFi+M7cd+K0WLNJaQGWYTs0YbtAm0P35A7qDXp8h2SQFrmRoJGjeSdMF+/l4jnjNWCqFOQAKhRHs9Wmi7S4bfCrhCv0aYJHJvE94qfQKgXkw8ptbZbkQyyOW2GPd2iKPSXwHUVPqCsxk1eaJLlSsMK77fs+alicNu94BGKDFyxhvraUvcFXJh7KNcpkjdubwxtIz76n1B1Nuz0+WXtJ4xFiQmBdzkKQSAO/OMfjU0cxQZrXNKkMLyyHaiKWZvADrWyoOqT9hp7sLoWzsQiSsm8BmOBy76DzapJcaZzvDI06lkuI02EK3qkDxAxW7T5hPYxSATerjM6bXOOWSKkAYFQ7F/p7yIyXEhSbOZUwBuAOFPeozQTqUpQQWlEmqrClyAYo98sHZ53buSnd3dDVZH/ANH8cSoOUWp2wl93axeifzUr/wDGrOzm7e4vGF0s0ay9mqBMGIqBuXPfz51WcS/QXmh3y9Yb9YyfBZFKn+8UHQ0pSgrOIL/5M0C9vFG6SOI9mv70h5KPxYiodrpx0vhuCySadPJYlZ3gGZHZfSfl3lju/OvHFP082i6f1FxqCM6/vJGC5/tVavyoznvoPFu3aQpIAyq4DBWGCAfEVtJA61C0yTNkF7SeUxuyF512uxBqRuDMMg4IoG8lgdvfio1tIs99cvHcB44tsRi7PHZuMknd35BX8qmBVjBOeVRNMlM9ikxuVuQ5ZllWPYCM8hj3dKBaMUu7qBpLiRg/abpV9FQ31VPeBipwqDK3Z6rADJPiSNkEarmPIwcse491TRQZqDqMxSBIluvJpp5Fjicx7/S64x9wNTqgyzf9K29ut0qHs2keAx5LjkAd3dg0GL9+wWG43XASGQExwJu3ggrgjw55/Cp2a0Xal7SZVkkiJQ+nGPSXl1HvrFlKJrKCQdqQyA5lXax+8dxoJNKUoPLcxjNQ9Nf+TNAz3EjQOYmknTazkd/vHPrU6oEbbNYuIjJcOXiSQKyfRxjJX0Wx1PUign0oOlKBXO6j/IOL9LvRyS8R7KX3n10/uYfjXRVz/GK7dB8qBO60uIbgY/ouP+RNBfkBhg1HxtLAN6I76kA5rBUEg+FBiNSMnpnurXcxmW3kiErxM6lRImNy+8Vu6Vq3BmGQcHlg0EezuPKbSGYLLgjH0qbW8OY7ulTAihsgYNQrBtst5F2txIUmPOZcAZAOFPeozU+gUpSggo/Z6rLEz3D9rGJFBT6NMciA3ieuKnCoN6/Z3FlIZbhQZdmyNNyvuBxu5cgMdamjpQZpSlApSlApSlApSlBydtqen2PGeum9vra3cpbqomlVCV2k9/31cfOTQ/tnT/iU/WtOpcJcPaxdm71LRrK6uCoUyzRBmwOnOonm94P9m9M+HWgsfnJof2zp/wASn60+cmh/bOn/ABKfrVd5veD/AGb0z4daeb3g/wBm9M+HWg33vEekGJRDr+mxP2i+k0yPkZ5jGe/xqV85ND+2NP8AiU/Wq7zfcH+zem/wFp5veD/ZvTPh1oJ7cQ6C3XWdP+JT9aLxHoSrj5Z08/8AuU/WoHm94P8AZvTPh1p5veD/AGb0z4daCwPEmhY56zp/xKfrUe04j0jbN2uv6bKe2baVmRdq55L1548aj+b3g/2b0z4daeb7g/2b034daCx+cmh/bOn/ABKfrT5yaH9s6f8AEp+tV3m94P8AZvTPh1p5veD/AGb0z4daCx+cmh/bOnfFJ+tRZ+I9I8qtez4g01E3NvQzITINpwAc+jWjze8H+zemfDrTzfcH+zem/DrQWPzk0P7Z074pP1p85ND+2dP+JT9arvN7wf7N6Z8OtPN7wf7N6Z8OtBY/OTQ/tnT/AIlP1rB4k0L7Z0/4lP1qv83vB/s3pnw60833B/s3pvw60Eiw4k0fyC37bX9Nml7MbpBMiBjjrtzy+6qviDXtHe+0KWPVbFjFqALFbhDtUo6k9ffUzze8H+zemfDrTzfcIezem/DrQWPzk0P7Y0/4lP1oeJND+2dP+JT9arvN7wf7N6Z8OtPN7wf7N6Z8OtBC+XtHbjvtjqtj2KabtV/KFxuMnMdfACr08SaH9s6f8Sn61RnhLgQauulHQdM8teA3Aj8nHOMNtJ/Opnm94P8AZvTf4C0G3TOJdDawTPEFpOQWUySzorNhiOYqZ85ND+2dP+JT9arvN9wf1+bem/wFp5veD/ZvTPh1oN99xFoxspTFr2nRSBTtkMyuFP3Z51vTiLQ0QKda08nH/iU/WoPm+4Q9m9N+HWnm94P9m9M+HWg2vxLoa6pAPnBaDdE30QnQocEcye41M+cmh/bOn/Ep+tV3m+4P6fNvTfh1p5veD/ZvTPh1oLH5yaH9s6f8Sn61Gg4k0jyq5Mmv6a6blCIJkBTlzBOedR/N7wf7N6Z8OtPN9wf7N6b8OtBJuuJND8jmxr1lGQjemlwhZeXUDNZtOJtCezgf5csnDRqdz3CBm5dSM8jUXzfcH+zemfDrTzfcH+zemfDrQWPzk0P7Z0/4pP1qNecSaPsi7LX9NiJlXJaZG3L3r15Z8aj+b3g/2b0z4daeb7g/2b034daCw+cmhfbOn/Ep+tRIeJtD+Urpfl+0bCRns2mQInreqe/OOf3CtXm+4P8AZvTfh1p5vuEPZvTfh1oLH5yaH9s6f8Sn60+cmh/bOn/Ep+tV3m94P9m9M+HWnm94P9m9M+HWg32fEmkdlIZtf02UmVtpWZFwueQ688eNVXF+vaPNoQ7HVbGSRLqBwFuFJ5SLnv8ACp3m+4P9m9N+HWoepcJcCaTbLcXug6ZFE0ixBjbj1mOAPzoL35yaH9s6f8Sn60+cmh/bOn/Ep+tV3m+4P9m9M+HWnm94P9m9M+HWghaprujS8V8PyLqti0cXlDMwuEwpKADPP3mr35yaH9s6f8Sn61X+b7g/2b034daeb7g/2b034daD3Z8R6E7XeeILSXbcNjtJ0HZ8h6K+K+/31MXiLQlGPlrTz/7lP1qB5vuD/ZvTf4C083vB/s3pnw60E6TiTROyfbrenKdpwfKEOP7a1WXEejeRw9rr2myybBukWZEDHxxnlUbze8H+zemfDrTzfcH+zem/DrQbLviXQ1u7LPEFpGDIRsSZGWT0TybwHfUwcSaH9s6f8Sn61X+b7g/2b034daeb3g/2b0z4daCx+cmh/bOn/Ep+tRRxJpHyk2df00w9iMRdsmQ2T6W7Ph3e6tHm94P9m9M+HWnm+4P9m9N+HWgsDxHoe0j5Z08e/wApT9aiabxNobafCfl+0m5EdpLOis3PvFavN7wf7N6Z8OtPN9wh7N6b8OtBY/OTQ/tnT/iU/Wnzk0P7Z0/4lP1qu83vB/s3pnw6083vB/s3pnw60Fj85ND+2dP+JT9ahPxNoY1aMHiC0G6FvoRMmw8x6RPjWvze8H+zemfDrTzfcIezem/DrQWPzk0P7Z0/4lP1p85ND+2dP+JT9arvN7wf7N6Z8OtPN7wf7N6Z8OtBY/OTQ/tnT/iU/WqziHXtEn4d1CMavYMTAxAFwhJIGfGvXm94P9m9M+HWnm94P9m9M+HWgm2vEejNaQsdXsMmNT/1hPD762niPRB11iw+JT9arfN9wf7N6b8OtPN9wf7N6b8OtBPbiHQW66zp/wAUn61heItCT/71YH/3KfrUHze8H+zemfDrTze8H+zemfDrQbYOJtD+UbtPl+0fAQ9m0yBEyD6p781M+cmh/bOn/Ep+tV3m+4P9m9N+HWnm94P9m9M+HWgsfnJof2zp/wASn60+cmh/bOn/ABKfrVd5veD/AGb0z4daeb3g/wBm9M+HWg33vEmjbIUj1e3Z5LiKNVt5kd2LMABjwPf7qvRXP2/A3C1ncxXNtoGnxTxMHjkSABlYdCDXQigUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg4LiPhfUtb/aDaXNvqOo6Zax6Y8bXdkyqS/aA7DuB7uf4Vt+YGo+3vE/8AGj/yV3FKDh/N/qPt7xP/ABo/8lPN/qPt7xP/ABo/8ldxSg4fzf6j7e8T/wAaP/JTzf6j7e8T/wAaP/JXcUoOH83+o+3vE/8AGj/yVGv+D59Ms5Lu9/aJxHBbxj0pHnjAH/4V9Bqi4rluIdF7W00o6lcJKjRxBQ2xt3r4JGdvXFBxD6fYx6fHfP8AtP4hFvI5jU9qmSw6jb2e7l38q36noa6ToLa3c/tF4mOnhUbtopI3BDEAEYj94rY739rbwz2mi6w97c3Er3V/JZxmeIlFXKR7to3AKo8NvPNXOo6KlzwDaaVZWFwId9upt5wO0VBIpbdz64yaDnNZ02HQHs0v/wBofFKtdrI8QR42yqJvY8k5chVhNwlcW9/aWUnH3FAmu1doh2seCEAJydnLqKpNT4Z1+/sJDNYTST2btYWuGXc0CwyjtRz+szIPwrrTw7NY8TaRdxz6jfQRw3CzeU3HaBNyrgAHxwRQRU4GvJf5v9oPEj/1biI//sr35v8AUfb3if8AjR/5KcC6dDBe318+hXWl3lwADG8AjijjB9FFwTuPeTXcUHD+b/Ufb3if+NH/AJKeb/Ufb3if+NH/AJK7ilBw/m/1H294n/jR/wCSnm/1H294n/jR/wCSu4pQcP5v9R9veJ/40f8Akqn4i4C1dLK1kg4l1/VWjvbd2tbiSNkKhxljhR0HOvqFKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKDGKYpSgbaY50pQBWaUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoKLVtS1C213SrO0jgaO57Ut2jlSxVemdpwOYOQCTjHIdbLT7Z7W12SFS7SSSsFPIF3ZyAe/G7Ge/HQUpQS6UpQf/Z
data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4QDRRXhpZgAASUkqAFcAAABGb3RvQmF0Y2ggNQAyMDExOjA4OjMwIDExOjE5OjI1AAMAAJAHAAMAAAAyMjAAAqADAAEAAABHAgAAA6ADAAEAAACeAAAAAAAAACgAAAAACQAAAQQAAQAAAEcCAAABAQQAAQAAAJ4AAAASAQMAAQAAAAEAAAAoAQMAAQAAAAIAAAApAQMAAgAAAAEAAQAxAQIADAAAAAgAAAAyAQIAFAAAABQAAAATAgMAAQAAAAEAAABphwQAAQAAACgAAAAAAAAA/9sAQwALCAgKCAcLCgkKDQwLDREcEhEPDxEiGRoUHCkkKyooJCcnLTJANy0wPTAnJzhMOT1DRUhJSCs2T1VORlRAR0hF/9sAQwEMDQ0RDxEhEhIhRS4nLkVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVF/8AAEQgAngJHAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9cooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiijNAAaxLt7y/1eaxtb17KO2hSR3jRWZ2csFHzAjA2nPGeRzW0azdQ0j7ZdLcwXlxZ3AQxmSAr8y5zghgR9DjIoAypdY1HTr/T4buFr13tZ3lSyVTlkdAG+YjHBORnqcc8VZuvFFtbWkF59muXs5YlmMyBQqI3IyCQScdQATVm10G2tHgaJpf3EEkAy2dwdgzMeOpIz+Jqjc+D7ee3jt1vLuKJbRLNlQqd6KMDJIODzzjGaAJ7XxNb3N4kC2l3GksssKTuqhGePduA5z0UkHGOKhg8Y2Utv9ontrq1ga2N2kk6qBIgIBxgk5G4dcdauw6DBDFaoJZm+yzyzqxIyzOHBzx0/eHH0FRP4YspLS2tpGleO2s2s1GRyp2cnjqNg5+tAFC28XQarf2EGnyFCbnZOhKPuQxSMMFSR1QHrnjnrWto+sx6wjyQ2txFEMFHlCgSA9xgnH0OD7VBF4dRZIZZ766uJYZPMVnKj+BkxhQAOHPIGcgZNT6Toy6ZLPKbqe5lmChnm2g4XOPugDPJ5PJ70AalFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB1pjMFBJOAOad3rM8QwibQb9S0i4gdgY3KnIU9xQC3NNeeR0NLVexz9igz18tc/lVigLWCiiuZ8Vy6Ws1pHqJhklYP5MNxMI4s4GWYn07d/SgDpqKz9Eh8jRrSIXQuwsYAnVtwf3B71oUAFFFc94oGmv5Kai0Ifa5gF2xFuWx/FyAT6d/SgDoaKyPC7O/hyxaUyl/L5Mv3up/T09sVr0AFISFBJIAHJNLXNeMpLttNe2htLma1lif7RJb7cqApwOSMZPUjsKAOjVg6hlIKkZBByDTqy/DkrTeHdOdo3jP2aMbXxnhRzwT1rUoAKKK5rxdaWd79hTUNRisoUd2zNGrK52kAfN8oxnPP4UAdLRWX4ckaTQbRnhWE7SAqLtBAJAIHYEAHHvWpQAU3OKU1zHigt9stRKYBbCN2/0jOwyAjAGCPmxnFJjiuZ2OnFLVawkMtjBIUaMtGpKMcleBwas0xbBRSGue8T2FleC2ils4Zry6cQQvIgYoMEs3PooJ+ooA6Kiq9naxWVpFbQLtiiQIozngDA5qxQAUUhrjfGDJc6hDbzT2kCQwNIBfgmKZmOAFAI+ddvqfvdDQB2dFUNDLHRLHf5277OmfO+/90fe9/Wr9ABRSGuO8W+RHqKS3gtJ4vs58uC7mMQRgSS6HB3NggYHPAxQB2VFZ2gG5OhWBvt32kwJ5mc53Y561o0AFNDKSQCCR1GelKa5a2hltG8VpYtK86kPHvcu28wKRgn3xgUAdVRXKeFjbf2jMumMGszaxNLsJI88k7s/7WMZrq6AEpNwJIBGR1pW6Vh6XAI9X1qNXlZTJGcu5YjKDoTyKGNK5tqytnBBwcHFOrF8Nx+VbXkYZ2VLyZQXYsT83cnk1tUA1Z2CmhlLFQRkdRnpSmuMmWxsZ/EwvriZbUtA0hMpLHK/dBJ4B6YzjFAjtKK57wrFbpHeSWc1sIJZAVtbaYSpBgYxkcAnqR0roaACkDBs4IODg4PQ0jjKkZIyMcHBrkrGOzt9G1uK9luDZpqEiyNvZnwduct1xzz7UAdfRXMeEfKS51WO1MJtVkTyvspzBgg/d5PPTODjOK6egApoZWzgg4ODg9DQ4ypGevp1rldNa507TddGnQzXc8eoOI1Z97ElU5JYjOMk8mgDqlZWztYHacHB6GnVy3glmWPVoGgu49t8zF7nbuYlUJzgnnPOOgBFdTQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVBeyGKxuJFAJSNmAbocA9anqrqf8AyDLv/ri//oJoAmhbfDG395QePpUlR2//AB7Rf7g/lUlABVTUNqWrytFHIYxkB1Bq3VTVP+QbP/u0ATwgLEoVQowOFGAPpUlNj/1SfQU6gAqnqkghsJJfLSQpggOMjqB/WrlUdZ/5BU3/AAH/ANCFAF1RgYpaKKACquozm2sZZlUMVGQG6HkVaqjrP/IJuPoP5igC4owMDoKdRRQAVU1OQQ6fNLsWQou4KwyM1bqjrP8AyCLr/cNAF1emMYxS0UUAFVNQk8m2MmwPtYcMM98Vbqlqv/Hi3+8v8xQBcUdaWgUUAFVb6UwRxuqgkyonPYMwB/Q1aqlqv/HtF/18Rf8AoYoAuCloooADVPUXEUCSGNHIlRRuXOMsAf51cqlqv/Hmv/XaL/0YtAFwUtFFABVPUmEdsJPLSRlkQDeMgZYAn8jVyqWrf8eB/wCusX/oxaALgGP8aWiigBDVW6ma3VXVRl5FU596t1S1P/VQ/wDXZP50AWkjWPIRQuTk4GMmn0UUAIRVS6la3aDYq5lmVGz6YPP6VcqjqX37L/r5X+RoAuIoXOBjJyeMU6gUUAIap3r+V5I2KwmmWNgwyCDn/CrtUdT62f8A18p/WgC1FDHFny41QHqFUDNSUd6KAENVLuUwLFtVSJZlRgR1BODVyqOqfdtf+vmP+dAFuKNI12oqoPRRin0UUAIaq3EzQPCqqv72Xa3Ht/8AWq3VK/8A9dZ/9dh/I0AWlUAnjGTk0+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKM0UAFFFGaACqup/8gy7/wCuL/8AoJq1VXUv+QXd/wDXF/8A0E0ATW//AB7Rf7g/lUlR2/8Ax7Rf7g/lUmaACqmqf8g2f/dq3VTVP+QbP/u0AWY/9Un0FOpsf+qT6CnUAFUdZ/5BU3/Af/QhV6qOs/8AILm/4D/6EKAL1FFFABVHWf8AkE3H0H8xV6qOs/8AIJuPoP5igC9RRRQAVR1n/kEXX+4avZqjrP8AyCLr/cNAF6iiigAqnqv/AB4t/vL/ADFXKpar/wAeDf7y/wAxQBdooooAKpar/wAe0X/XxF/6GKu5qlqv/HtF/wBfEX/oYoAu0UUUAFUtV/481/67Rf8Aoxau1S1X/jzX/rtF/wCjFoAu0UUUAFUtW/48D/11i/8ARi1dqlq3/Hif+usX/oxaALtFFFABVLU/9VD/ANdk/nV3NUtT/wBVD/12T+dAF2iiigAqjqX37L/r5X+Rq9mqOpffsf8Ar5X+RoAvCiiigAqjqfWz/wCvlP61ezVHU+tn/wBfKf1oAvd6KO9FABVHVPu2v/XzH/Or2ao6p920/wCvmP8AnQBeoo70UAFUr/8A11n/ANdh/I1dzVK//wBdZ/8AXYfyNAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooprMFBJIAHqaAFozjrXJar46tre6NnpcEmo3g42wjKqfc1RXRPE3iH59Xvf7Ptm5EFv97HvUOXRHRHDu3NN2R1F/4g0zTATeXsMZHbdk/lWFL8RtK5W0iurph/zziPP41ZsPAWiWTB3tjdS9S87Fsn1roIbS3twPJgjjAHG1QKPeY70I9G/wADkB401e4G6z8NXTKehc4Jpk2veKruKSFfDe1XUqS7+oxXXPeKWKW8bTOOu3hR9TR9nnm5nmKD+5FwPz60cr7i9vT6QX4nInxL4otECzeHAQFGNsn/ANekTx3qUfzXPhy7CeqA12SWUEfKxjPqRk/rU7YAye3c0cr7gq0OsF95xi/ErTQQtxa3VuT/AM9EwK1INfs9agaK3lgdZBjAnG78jV6fyLzKx2kdzngs6jaPxPX8KxrrwBpV6xlkiEEx5BtiUAP9adpIV6E9NV+JttfSW64kgVQoGP3oJP4YoTU9/S2nPuq5rlD4b8QeHm83RdQF7GOsNyASfoTVqx8eRLOLTXLSXTbnIGXBKE+xoU11QpYaT1pyujfOrYfb5DLn++dv9KJ3lv7Z4vs67Gx8yzA9Dn+lSfbluF/0SP7Qp/iB+T8+9R/2WJW3zOUbpiAlQP8AGr0OVqSY+S/liB82BVIPTzRnHrSJqofOLadh2KJkUiWUlmc24SUDtJ978G/xqeO9Rm2SBonx92Tj8j0pi97qyv8A2tltqwMv/XQ7f50s5mvbV4jbDY4xuWUHvUj3QnzHBF5x7kjCfn3qIaUHYvJIyMRjEBKAf40Br0HyahJFnzYFQ+nmgk/hSJqgfpbzn/dTIpEtJLPmJEmUevDj8e9Ol1W0toHmupRbrGMt5vBH+P4UtEOKk3ZDP7XBYKIWX/rodv55FJdSSXVnIksSpE4wXEw6fWuan8ZX2sO1v4a0x7gHg3Ey4Qe9Ng8CXeouZ9f1SWRm6w252oPao577I6lh3HWrK35mpeeN9N07IuZYi/8AcilDn9KoN8R4JRiy0q+uD2xH1rRsvCen6QQbSwgmHrIPn/M8VsQXFsvyBRAwHKMoXFFpMfPQjok36nIHxrrbtiLw3Nz/AHzilk1vxZeQFf8AhHoxGSCMyehz611zXRuAVt4fNH95+F/+vUI0hXJaSR1Y9oTsX8h1o5H3B4iHSC/E5h/F/iK3/wCPnw44PcI+T+VOT4gSxEC/0K9h9WC5FdPHay2ZzEqSr78P+fepku4ZMrJ8jAZKyDB/+vRyPuCr038ULfM5qD4i6PcSCPc8LHj998ozWwt5/akC+SkUih1ceXOrZKkEfypl3YWGqIY/7NiuF7u6BV/PqaxZPh1aZMlleXFlKecQsdo9gKPeQfuJ6JtfidI+ovDxLAqn0EoJ/KhdUVl/497g+4jzXII/ifwsf3sCataD/log/ege/et7R/GGl6w3lpKYLgDLQzDaR6/Wmpp6ESw1Re9F3RfGrbmwsJB9Hbb/ADFLO093CEa1AXergrMOcEEdvapGna5GIIN6n+OThfy6mof7HifLSSOGPURsVX8qvQ5veHyak0X+shUHOMCQE/kBSrqe4Z+y3Bx3CZFEcM1l9yKOZPVRtf8A+vUq30DKSz7CvVX4IoDXqyAarubCw4P+223+YomM95b7GtgFLK2VlBzggjt6intLJdrthgGz+/KOPwHU1H/Y0L5MkkpY8naxUfkKNA94G1Ro8eZCvXosgYj8hTxqeVLfZbggeiZFCRTWYxHGkyf7ICt/gahvvEGnaZbNPeT+SF/gYYc/Qd6TaRUYzk7IeurbzhYQD6O+3+YpLueRoFaeFI1Vg4JnUdPc1y8viTWvEZMWgab5UB/5erpeMewp9t8PBc/vNb1K5u5G5KKxVAfao577I6lh+TWrKxevfH2k2L7JZA791hcPg+lU3+Iay8WWjX1wfXZgVr2Ph+z0dcQabBIvd1Ub/wAc9fwrUju7YIdrKgXqpGCPwpWm+oe0oR0Sv6nIL4z16diIPDkmPR2wf1xRNq/i2cRM3h2P924lUeYeoB4/WusZ5LwYitxs7PMP5DrUf9jxkHM8uTzgMQufpT5H3E68ekF+Jy7eM9ehbE/hyT2CNk/pUifEQRcX+jX1v77Mj+VdOgmsxgwq6/3ohg/iP8KlN1bSwlmdCo4YMOn1FLkl0Y1XpP4ofic9afEDSL6TZHKI37CZtmT6VrtM9/HE8cKuI3EimOdSCR2z+NVLzRbDV0wdLhKnpJIm38gOax5fh2kC7tK1O5tJAOm7Kk/SneS3HahP4W0dM2pmM4kiGfRZNx/QU7+1Bs3fZbjHrs4rkY9Z8QeGP3er6ct5bDj7TbD5seprpNL8T6Xq8Bktblcr96Nhhh+FNTi9DKeHqQXNe6LC6pvJ2RDPozhc/mKLj7RcJGXtceW4kGJRyR0HSnuZbvhYFVP78w5/AVENGi2/62XdnP3jtz9KvQ5/eFbVSpAaIEnskgb+Qp51PCbvstx/3xxSp51oMNArp/eiGD+IqxBcR3C5jYHHUdCPqKNBq/cqLqhfISIZ9Gk2/wAxSzfaZjExteY23gCUc/pV2SNJBh0Vh7jNVzYInMEkkJ64U5H4g9aWg7SF8+cdbQ/g4NBvQv8ArIZkHclMj9KaZLm3H72PzUH8cfB/KpoLiOcExuGxwR3H1oC4kV5BKcJKufQ8H9anzUcsMUwxIit9RUH2EJ/qJZIvRQcr+RpD1LdFU/OuIP8AXx71/vxc/mKsQzRzLujYMPaiw0yWiiigYUUUUAFFFFACUUHiqmpX8GmWUt3dOEiiXJJpXGk27ITUtSttKs3u7yQRwoMk+vsPeuKB1rx1IWRm07RSeo+/KP8AP4UunadeeN71NU1cGPS42Jt7XP3/AHNd5EixxhI1CqvAAGAKizl6HU3GgrLWX5FDSNCsdEthDZQKg/ifqze5Naf1oFMmlWGNnfoBVpJbHLKTlqxJ5khTe5AX/PAqt5c13zNmOLtGOrD3P9KWCJ5mE9yuGHKR9dn/ANerg6U9iLXGxxrGgVFCqOgFPoqC4mWBNxyW6Ko6sfSgewXFwkCgvnJOAoGST6CoBbyXJ3XRwmciEHI/E9/pTreBy3nXBDTHoB0Qeg/xq2OlMVriKoUAAYA7CnUVDcTLAm98nsAOpJ6AUh7CXE6QJvcn0AAySfQCs+70qPWYimqQq0R+7FjJHuT6/SrkEDl/PuOZT91R0Qeg9/erXNDsEW07pnAS6TrXg1muNGka+0wEl7WQ5ZB7f/WrqtB1+01+xFxathl4kjb7yH0NahB+oriPEegXGkXv9vaA3l3Cn99bj7so78dzWdnHbY7FONf3Z6S7/wCZ2U86wJufJzwFUZJPoBVZrR73m8UeX1EOcj8T3qh4b1WHX7MagG/f/deLPER7gf41vCtE9NDjlBpuMijtmshhMywD+H+JR7eoq1G6SRiRGBU9CKee1cv4o1weHYh9iHmXt2dsdvjqf72P85obVtSoU3KXLEs+JPFNvoMaxKhuL6XiK3Tqx9/QViWnhS/8Q3CX/imUkdY7OM4CfWr/AIY8NNDKdX1SX7VqdwN288iMeg/lXVDOazs5ayOmVSNL3ae/f/IoQIdKiWIRqbVeFKLgoPcDt71fRldQykEHkEd6U8is24c6Yu6Ib4nP+rzyD6j29fStUcbb3ZcuJ0hxnJc8Kq9Wqu9j9sGb0Bh2jHRffPc1LbQYxNKweVx94dAPQe1WqL2Fa+5S3y2Q/eZlhH8QHzKPcdxVtHV1DKQVYZBHelIrOuXOm5kjBaNz/qR2PqPb1FG4N8pbubhYFGQWZjhUXqxqs1ibv5r3B/uxqeF/HuamtYf+W0jiSVh94dAPQe1WhRewW5tylvms/wDW5lh/vj7yj39R71bR1dAykFTyCO9KwyMVm3Eraa37ob0fJ8sfwnufp60bhflLdxcCEqqqZJXOFQd/f2FYOr+D7TXEMtziK86pLCMbP8fxrdtoQimQv5kj8lz3+ntVjHtSaTNITlF80WcHDrmseEp0tfEKm6sS21L1BnA/2q7e3niuYEmgkWSNxlWU8EU27tIb22e3uY1kikGGVhwa4F3vfh/fbFdrnRpzkBuTbknqf881GsfQ6rRrrTSX5nez3BRhHEnmSt0APA9ye1RHTlmYSXLF5hyrDjZ9KksBC1us0L+asoD+ZnO/PerVaX7HFy/zFISy2hC3B3xngSgYx9R/WreQRkcihwGGCMjuD3rjPEuu3GnTpo2isJLy5/H7OD3/AP19KluyuaU6cpy5UXPEXiw2Nyum6VD9r1OTgIOVT3NVdN8GSXdwNR8SzteXh5WPPyR/StPwz4Zh0KJpJHM99NzNO3JJ9B7VvioUW9ZHRKqqa5KX3lJZJLHakwDQjgSKMbfqP8KuggjIPHtSEAjB5z1rMnlexbyoTlG5+b/ll7n2rW1zjbtuXJ7nbIIoV8yYj7vYD1J7VCdOWUiW4bdOPuuvGz6f/XqzbQLCpwdzNyznqxqbvRewrX3Ka3EtuwS6wVJwJRwD9R2q32pHVWUqwDA8EHpWbJcSWci26tuEn3Gb/ln9fb0otcG+Utz3OxxFEnmTN0XsPcntUB00St5ssh+0DkOBwv0HcfWrNtAIYyASzNyzN1Y+tT0X7DtfcqR3DxSCK6AUnhZB91v8DVuo5YlljKSDcp6is9p5YZxZiQEt92U/wD0Pv6Ubib5S1cTtv8mCMSSEc7vuqPU/4VzWreB4btxe2E5s9TU7hNGNqk+4FdVBbpbx7Fz6kk5JPqalqWkzWnUnB3TOJ0zxZe6ZeR6Z4og8mVvlS6H3H9M12isGAIOQfSqGs6Naa3YPaXqBkblWHVT2Irk9K1S98J6nHo2ss0tnK221uyf0JqLuL1OhxjWjzQ0kun+R3naoJrRJW3qTHKOjr1/H1qcHPSnVoclinHcvFIsNyoDHhXH3W/wNW81HNEkqFHXIPaq8Uj28ogmO5T/q5D1PsfemK9ty4arzWiSvvUmOUdHXg/j61YpaQ7XKcdw8UixXIAZuFcfdb/A1bzTJYllQo67gexqtFI9tIsEzFkb/AFch6n2PvTFe25cNVpbQM5kiPlS/3h3+o71ZFLSHa5UiumEnlXCBJD90g/K/0/wq1mop4EnjKsPoe4PqKhglkikEFwdzfwP/AHx7+9MV7blyikFLSKCiiigBD6muAv5JPG/iMafAT/ZFi2Z5AeJG9P6fnW94z1k6PoUjRHNxP+6hA67j6VL4U0ddF0KCAjEzjfKfVj1/w/Cs5aux10v3VP2r32X+ZsQRJBCsUahUUYVQMACpaBRWhyXvqxDVJSby4Eh5gjPyD++3r9BUl67CMRx8SSnYvt6n8Bmp4o1ijVEGFUYApk7seOlFFFIoa5CAsxwAMk+lVLdTcTfaXGFHESn09fxp14fNZLYHmTlv90dfz6VaUAAADGKZO7FFFFFIoaxABJPAqnCDdT/aG/1a5EQ9fVvx7U++JcJbp1lOD7L3/wAPxqyqhVAHAAwKCd2KveloooKGsQoJPAHJNU4Abqf7Q4wgyIlPp3b8adekylLZTgy/ePoo6/4VZCqqgLwBwKZO7OC1WJ/BfiJdWtlP9l3jBbqNRwjf3sdq7uGRZYkkjYMjgMpHcGqmtafHquk3NnIOJkKj2PY1g+AdRefSJNPuci5sJDCwPXGeDWa0lY7Jv2tPn6o6HVNRg0nT5ry5bEcS5PqfYe9cp4V0241nUZPEuqqRJIcWsTdI09aZ4rkbXvENj4dhJ8pSJrojsB0FdvDGkMSRxgKiDaAO1L4peQfwqfnL8ioB9juQP+WMx4H91vT6GrwHWobmLz7d484LDg+h7UWsxmt1dhhujD0I4NanGtNCSR1jQu5AVRkk9hVW3jaZzcSqQWGERh91ff3NF2fPnjthyD88n0Hb8TVwUbBuylBm1mFu3+rbJiP81/DtV0dKr3sZeDKffjIdfqKlhkWWJZF+6wyKAWmgsjrGhZyAoGST2qrbxtM5uJVwSNqKf4V9/c0t1+/mjtweD87/AEHb8TVsUbBa7KUWbS48g/6pyTGfQ9Sv9RV0dKgvIzJbnZ99cMv1HIp8EomhSRejDNALTQJpEiQu5wo61BbRMS084/eSdj/CvYf40Sn7ReJFjKR/O/17D+v4VbFAbspQZtZ/s7Z8tuYz6eq/4Vd7VXvY2ktyU/1iEOn1H+PSpIpFmhWRfusARQwWmgk8wgjMh5xwAOpPYVTk0yO9sZ4b1Q5uR+9B5+gH0qUj7Rfesdv2/wBs/wCA/nVsDrSGm73Rw3hm8n8PaxJ4b1JyYyS1nKf4ge3+feu5HSuT8fac82kpqVtxdae4mRsdu/8Aj+Fb2kagmqaTbXkeMSoGI9D3FRHR8p1VlzxVVfP1K3iXXYtA0l7l8NKfliT+8x6Vl+ENBlghl1TVRv1C+yz7h9xT/D/j/wDWqhN/xVPjpYvvWGkcv6NJ6fmP0ruhjHFJe87jn+6pqC3e/wDkVLZjbv8AZZCTgZjY919PqKuVVvgREsyDLRHd9R3/AEzVhWDIGU5BGR71ozjXYZczCCIuRnsFHUn0FRW9ttjZpsNJLy/+H0FN/wCPm+J/5Z2/6sf8B/Orgpha71Kdsxt5DbPkgDMTHuPT6irgqrfKfKWZB80J3j3HcflVhWDIGU5DDIpAhlzMIIi5BJHRR1J7CoYrTMT+fhpJeX9vQD2FH/Hxff8ATOAfmx/wH86tjpTC1yraSMrNbynLx9G/vL2NW6p3o8vy7gf8sz83up4P9KtA8cYPpSYLsRXU/kx5A3Ox2ovqahSzX7OySnc7nc79y3qPp2oi/wBJvXl/gi+RPQnuf6Vcp7Ba5Ws5nYNFN/rozhv9odiKtVTuR5VxFcDp/q3+h6frVukxrsBrJ8RaLDr2lS2kww2Mxv3VuxrWNJSaurFRk4tNHJ+DdbmkWXRtU+XULL5Tu/5aL2I9a6wVw/jKM6Prem+IYRhUcRXGO6npmu1ikWWNZEIZWGQR3BqYvob14p2qR2f5klRXEKzxMjd+hHUHsampCKs5t0V7WZnDRy482M4b39D+NWapzjyLmKfPDfu3/Hofzq2KBLsLUU8KzxMj8A9x2PrUlHWhMe5WtJmbdFLjzo8Bvf0I+tWqpXA8m5hnHCn92/49D+f86uChiXYWoLqATxbclWB3Kw6qR0NTdKM0IbRXtZvOQ7htkQ7XX0NUPE7WseiyPexyyxCSMbIpDGWJcADcCMDJ556Vck/cXyP/AATDYcf3h0P86q+IRC2lFbi5mt43ljQtCgZjlgAuCD1Jx0460MS7Fbwld2N5psr6dbS20Yl5SWQuclVYHJJ7EcdjkdaKvaLaQWdqyW109zG7l97leCeo+UAe/TPNFBRna5oLahrNhqBDzpaZ/wBHBABPZsk+uPyrTF3dgD/iWy/9/U/xq93opJdSnJyST6FL7Zd/9A2X/v6n+NH2y7/6Bsv/AH9j/wAaugj1pc0yTLMt2bkTHTpiQu0L5sfHPJ6/Sphd3f8A0DZf+/qf41dyAM5pqyIylldSB1INArFT7Zd/9A2X/v6n+NH2y7/6Bsv/AH9j/wAau7gMcjmloGZiS3SzPKdPmLMAP9ZHwB261L9ru/8AoGy/9/U/xq9RQBR+2Xf/AEDZf+/qf40G8u/+gbL/AN/Y/wDGr1FAGYst0Lhpjp8xJAUAypwPTrUv2y7/AOgbL/39T/Gr1FAFH7Zd/wDQNl/7+p/jR9su/wDoGy/9/Y/8avUUAZiS3QneU6dMWYAcyR/KPTrUv2y7/wCgbL/39j/xq9RQBQN3d5/5Bsv/AH9j/wAayLTSnstcu9VhsLgSXSgPGJY9p98Z610tIelDRSk0cvo+kT6ZqmoX7Wk1xNdvnczxgov93rW59ru+n9my/wDf1P8AGk00km83drlgPpgVfoSsEpOTuyj9su/+gbL/AN/U/wAaijluYmkK6dN87biPNTg/nWnRQSZkUt1HJK/9nTM0hzzJHwB0HX/Oal+2Xf8A0DZf+/qf41eooAoG7uz/AMw2X/v6n+NRwy3MEZRNOm25JwZY+MnOOtadFAjLiluo5ZZP7OmLSEdZY+ABwOv1/Opvtl3/ANA2X/v6n+NXqKB7FH7Zd/8AQNl/7+x/41FFNdQhgunTbSxbHmpxnqOvrmtOigDMglu4d5/s6Us7FiTKn+PpUv2y7/6Bsv8A39T/ABq9RQJFA3d3/wBA2X/v6n+NRxy3MKFV06YgsW5lTjJz61p0UBYzLeW6gj2jTpWJJJbzE5J5J61L9su/+gbL/wB/U/xq9RQMzZ5rieF4ZdMkZJFKspkTBB7dayNA0y70LS5bGO3nkVnZkYvGPLz2A3fjXUGqdux/tG7GeAE/lSsnqUpyScVsYvhvSp/D9lJEtlNNLLIZJJWkQFj27+lbP2y7/wCgbL/39T/GrtLQlYJSc3zMom7uzwdNl/7+p/jUUM11BEsa6dMVXpmVOPbrWnRTIsZlvLdW8WwadMTkksZU5J6nrUv2y7/6Bsv/AH9T/Gr1FAygbu7I502X/v6n+NMhmuoIhGmnTEL0zKn+NaVFArGZby3VvFsGnzMckljLHySee9S/bLv/AKBsv/f2P/Gr1FAzPe5upEZW0yUhhg/vY/8AGmLNdpAI10+bgYDGWPj361p0UCsZsE91DEsa6bLhRj/Wx8/rUn2y7/6Bsv8A39j/AMavUUDM6ae5niaN9Nl2sMH97H/jSrdXaqB/Z0pwMZMqf41oUUCsUftl3/0DZf8Av6n+NH2y7/6Bsv8A39T/ABq9RQMwtat5tZ0q4sZtOlVZlwG8yM7T2PWl0dL7TNLt7R7SadoUC+Y0iDP61tmgUrK9yud8vL0KQvLv/oGy/wDf1P8AGj7Zd/8AQNl/7+x/41eFFMkzZp7maJo302XDDHEqZ/nT1ursAD+zpTgdfNTn9av0ZoFYo/bLv/oGy/8Af2P/ABo+2Xf/AEDZf+/sf+NXs0UDM6ae5miaN9Nl2sMHEqf40q3V4AB/Z0pwOplT/GtCigVij9su/wDoGy/9/U/xo+2Xf/QNl/7+p/jV7NFAzNnmuZ49jadKBkEESpwQcg9aj8QWt1eaO8VkuZxJG6gEA/K4JwTwGwDgnjOK1qKBGJ4Yt9Tt7GYaxg3DSltw25YbQCTt9SDjvjGaK26KBmHriRy3EMbSTNKUYxwxymPnj5iQRwPf9afcXVzp+jRZ33NyEWNnjjLcnq+Bzjqfert3ptlfSK13aQzsowDLGGwPxqWO3ihx5MSJhQg2qBhR0H0GTSsXzLRHJafc+bpFvbtLcCJ7+SOaWXdGxXLkcnB6hQcdOlCb7yEpHdTPdoWSBhKVWNA7BZG5w2QB1znFdVJaQSQPA8EbxOSWRlBDEnJyOnXmoJdG06YqZbG2kZQFBeJSQB0HTtS5S/aIr64cWlqszEWzTKtw2SBtIPUjoC20fjWFdulnJqdnDBbQxzWE0gW3lJACjgldoAJ3dj2rsWjV0MbAMhGCpGQRVeLTrOCIxQ2sMcbAgosYAIPXI96dmTGaS1Odv7jUVTS2uhaWsazAiYSM+3Eb9QQOMe9bWiy3k9s8l5LHJub92UTYdvYkZOCetXJrO3uohHPBHKgPCOoYDjHQ021sbWyBFpbRQBuojQLn64os7g5pxtYtiikFLTMwooooAKKKKACiiigAooooAKO9FIfagDDbWdP0aG9m1G8itkFy5/eNgngdB1P4VLoXiK01+1kurQOtsH2pJKNvmY6kA84+tULnwvpHiJLxdTs0lcXDhZRw68DoRT9B8Gabolo9p5UV3CHLRm4hVnQHqC2OfyFAHQ+dF/z0T/voUedF/wA9E/76FU/7D0r/AKBln/34X/Cj+w9K/wCgbZ/9+F/woAuedF/z0T/voUedF/z0T/voVT/sPSv+gbZ/9+F/wo/sPSv+gbZ/9+F/woAtmaL/AJ6J/wB9CsjXbzULQCW1uLW3t1QsWmQuZX7IACMZ555+lXP7D0r/AKBtn/34X/Cq19oQvL2K6ivbq0khjMaCDZhQeuAynHpxQBnrq2sC8sjOlun2l0BsApMsaEDc5bPYk8EdutP1nVLux8U6VFHJixkic3CYHJLoinPUYLVatPD7Wl49zHqt+xkkDyI3lkSEADBOzOOOgI9qn1HQ7bVJHe4aUF7Z7b5GxhWIJI44IKjBoA5k+ItQW91OZpX+yJd2YgjSPcwjaVkcAAZJbafzGK1l1+W411IrW3vWjWzllNvLAYTIweMAgyAdAT3xzVpfDlnHt2mb5fs4HzD/AJYsWTt3JOfX2qbUtFi1ORpGuLiCRoGt98DAEKxUnGQeflFADtJ1f+07Z53tpLQLIYwJmQ7iOpBUkEZ4/Cr/AJ0X/PRP++hWbbaJBHbCC8dr+NCPLF1HGfLGOgAUcVN/Yelf9A2z/wC/C/4UAXPOi/56J/30KPOi/wCeif8AfQqn/Yelf9A2z/78L/hR/Yelf9A2z/78L/hQBc86L/non/fQppliyD5icf7Qqr/Yelf9A2z/AO/C/wCFIdD0vI/4lln/AN+F/wAKAMtvG2j22sS6Zfz/AGO5RhtM3CSA9GDDjn3rVs3WS/unRlZWCEMpyCMVzzfDnRrvWZdRv4hOSf3duqiOKMDoNo6n1rf063htLu5gtokhhQIFjQAADHpQBo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACGsXWmuFkTyb2SE7DsihQM8j+4IPyjv0+tbR5rPu9Hs76YTzpL5gXYGjmdDj0+UikyotJ3ZDeakdM0mCW7eNLiQKhJOEDkc8+nWuctdYv7vT0W0upbp4PNa4ktym7O87Sd3GCAeBz0rsobdIIyse7BIJ3MW7Adz7CqUmgafJgNAQASflkZc5JJBweRkng+tJps0hOCWqMu/u72PT01CO+JxGjFIVUxqSMlnyNxX6YOK0tYkk22lusjRpcy+XJIpwQNpOAe2SAM+9Sz6JYTyrJJb/ADAAYViFIHTIBwce9Wbi0hu4DDcRh4z1B/n7GmkxOcdDk7q7n02f7HFDdpulhkjieZWLASqrANuJG7I4OBWib++fWkBtHtttpIypPMuxzuTk7ScY9fer8ehaejh/ILOCCHd2ZuCGHJOcAgHFTXel2t+G+0xF90bRE7iuUJBI4PqB+VKzG5xfQbpF5dXts0t1BHD82E8tywYevIHWtGqljYw2KMkHmYY5O+Vn/mTj8Kt1RlKzegUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACjvRRQBR0zre/9fL/AMhV6o4oUh3+WuPMYu3J5J6mpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKpW/8AyE7z6J/KrtRrEiSPIq4aTG456+lAElFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFXUL+LTbRridZGRSBhFyef5UVaooA//9k=

吞斓隙 发表于 2015-11-8 13:10:23

支持鸿鹄论坛

王嘉尔吧_蛋蛋 发表于 2015-11-9 16:29:54

不管你信不信,反正我是信了。

fuquancong 发表于 2015-11-9 17:54:48

为什么啊?有没有大牛给我解答一下啊{:6_278:}{:6_278:}{:6_278:}{:6_278:}

lincc 发表于 2015-11-9 18:09:14

802.11b 用22Mhz
802.11g/n用20Mhz
802.11n除了20mhz還可以用 40Mhz

男司 发表于 2015-11-13 15:54:11

啥也不说了,楼主就是给力!

承洪 发表于 2015-11-14 13:50:14

啥也不说了,楼主就是给力!

WaltherNernst 发表于 2015-11-14 20:20:51

5MHz
这是信道间隔
如果使用直接序列扩频(DSSS),22MHz
如果使用正交频分复用(OFDM),20MHz,40MHz(11n),80MHz(11ac),160MHz(11ac)

xiaoquanke 发表于 2015-11-15 17:26:32

{:6_264:}

盖亚 发表于 2015-11-17 20:46:35

咋跟偶有得拼呢,晕了。

fuquancong 发表于 2015-11-25 11:42:02

lincc 发表于 2015-11-9 18:09
802.11b 用22Mhz
802.11g/n用20Mhz
802.11n除了20mhz還可以用 40Mhz

哦,是这样,也就是说那些图片说的是11b的啊

fuquancong 发表于 2015-11-25 11:43:03

WaltherNernst 发表于 2015-11-14 20:20
5MHz
这是信道间隔
如果使用直接序列扩频(DSSS),22MHz


哦哦哦,那么现在的家用无线路由已经不用DSSS了吗

lincc 发表于 2015-11-25 13:42:33

802.11b 還在用DSSS
之後的標準 802.11g n ac 都是用OFDM
這些資料查一下就知道了.

WaltherNernst 发表于 2015-11-25 13:49:20

fuquancong 发表于 2015-11-25 11:43
哦哦哦,那么现在的家用无线路由已经不用DSSS了吗

这与家用没啥关系,关键看用的是哪一个标准。
802.11b模式还用的DSSS,后面的标准都是OFDM了。

xiafuqun 发表于 2015-12-1 21:02:35

不知道呢。{:6_264:}
页: [1] 2
查看完整版本: 一个无线频段带宽为20MHz还是22MHz?