diff --git a/Computer-Network/3-network-layer.md b/Computer-Network/3-network-layer.md index 81aa3da..6a7195c 100644 --- a/Computer-Network/3-network-layer.md +++ b/Computer-Network/3-network-layer.md @@ -111,6 +111,8 @@ $IP$协议使用$ARP$协议，而$ICMP$与$IGMP$使用$IP$协议。 重点：首部长度$4bit$、总长度$1bit$、片偏移$8bit$。 +由于$IP$具有标识，所以重传的数据不能与之前的数据进行重组。 + #### IP数据报分片 注意$DF$和$MF$。 @@ -694,7 +696,7 @@ $A$回到了归属网络: 功能为分组转发和路由计算。 -路由器作用于物理层、数据链路层、传输层。 +路由器作用于物理层、数据链路层、网络层。 ### 输入端口处理 @@ -742,6 +744,8 @@ $A$回到了归属网络: 转发表由路由表而来，可以使用软件实现也可以使用特殊的硬件实现。转发表必须包含完成转发功能所必须的信息，在每一行都包含要达到的目的网络到输出端口和某些$MAC$地址信息的映射。 +一般默认网关地址就是路由器的$LAN$端口地址。 + 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1fJLqRyGKAv7qqsrI2hplX6evPs6ttyUlxd9/7bXa6uqR4WHoUxHKRKXIQdmxC22qBinME+XbJyvpQaUtcCGry/jqcx0CQ4A8UDNjm/Jid0aX05FMMBaI2qyirKympiYcDDq1dQRQKZU6duzYs8+camxs5Hpubk7jN0Vw02kTbX1LHFWsTXF3fyuD0brULuK77vWkRyzwY3QSfjzwl186jQmsouWXW0baHVDbdZz8PKyMH92FKo8Mo1/it/GLKMDqDfxX06qakdnWb7217GuSYfwBP5ou4gHvL/eTV61EAltJSUlbS+urr77a1NQUDK0uLy/Reu00XiLrs0rFl0GLpq/IY3DeZR6HSSmfpFqNqa6lXeU9N5eGA4YDu+CA/rr5AFdXl41WbVvGKTZZT6XLYWRls+RkMr2wGDx68rlYJDQ8eHdlYdyWCqVTkXQ8Qh/IKl27O1Bdv7+susVWWl1e07C6OBNamFbDGA/pWOnypEuTAUv1Y7ozUzhDSwRMQCfpHBOpdHAt2dx+rLKh/eatzzPxpXR8iVKpdLL5F0IAq+HAdS6P32FLJDOpZCbpwC7J7kRswHbSlmbhidvmcAPYRCknI678VF5W1b7OF9+ckn6duWjKZjiQ4wB9GD0YNoF1dXXHjh4ZHh5aXFxaXJwXaGTLBPy+6uoqJLnlJcFpwKcf/ehHSHIX37s4OjaGMIdeqLl5H3qq0tLSqsqqmekZounlbbkccn/l210X1JDfiIYESKZOlzMQ8P3+978H7BEDkLR3796jR4927t8/ODQYWYuQEkvLHCGg1Dod8q1vqCfrN3/721s3by4sLgCxJCcQUaFjLRyOrq0d6Ow8fuzYr3/9677+PuBlIh53ud2C21JpIe6w+zxef8CPoi8ajdpdSlCFHZglgN8cdhex3S6eUlR654J5MfPGU+zVvW53R0fH8xeeb2tre//i+3fu3JmcmqR0DpczFolAv7i4CFYQuVB5pSr5fNsmzq6DcetCHRh2XCwxdLqQoeOCsmMulyUDMCoVJFuYsQWjbiZA0o1Bj6Vuqigb8ylYui8ZKKDoS5HIpn5k/NwhIT7nokCR1+dZXlpkjgaExrd/oPPAwUOHDhzoLCsvX1ldramp/p//8i/M47a0NPMxdnd3Ly0uUV6+EeY1OvZ3PPvss1988UVXV9fk1IwzO2GxmRkQ12pzGnk4LHo6Ymi0JvKOOQwHDAcelgNWN/2wBJ6AdPTAhfo8ZnHTCAwKG6Hy4iIFvM3YUrFgeH66+PDxioo6X6Cit+dGcGE4EZ5BY4UqC6Dm8BTtadzn9flsa6vh5ZlUbNVliwPxSEpXnxGtGt0W9GSuNmvBCIQTCKWncJMOFHSZVCwampub2dd2pLKpZH45ND3WHYsvo0JD6CEyE752J1q+dFFZY1Vt8ypdYyyUiIdddjJizHXZMr4iX0VpSYktkxga6LLbw/Z0AtmDJLy0bUblJ+B1mioYDhgObMsBeg/QGpoflGXgrpdeehn1zuXLn87NzySScSaJAkXOaDzCNB6d0b59ezs797e2tt66dXN+YS4a9ZaWltTW1oBbwuFgLBbBMJvrXclhlVVVJPH7A6SiNwIEUVYMsZART546tbC4SE9GSP58fD40Kikt3bevGUPNqs8qdyL9YegFyDx2/BhQcGJyPBqL9Pb20v1hVU4WmCRIMTKZ6tqqUydPLSwsoE5cW8sWgAgkr66uRj+GNfv169fHxsYUZwsNGOqBUyGf4ydOnD59Bojb09NL7ukJ1eXa7dRucWGhtbWlrq6eTGXe7Ks6cCNBdTga6hvQNGKBOTc3D2ZV+cNISsJPDUcFirQTTmfHFDViCgmpWy5dNgOZZnyKDz3oCk92xIZs9BxA3MrPHbISrfjJkyePHDk8NDy4uroCUsfUuaKyPBDw4nFnaWkxGArTLTDLUBwo6mhrv/D8BbIeGh5OJBK8TaDa4cOHv/3tbwPAwG8zs3Pb5UsLIzJm0nyhzEQwB8RcTDTKFPZ27Wo7SibccMBwYAMHDFSDHfSFG7pOfYPxTQpzxdxwk8aoECkHeJWMJMKLY8PDrUfO1h06HY7Zx1Lp+WDQYWfOFaNDZ8Djb2xqzKRjE0MDt29cdsSD7kycZWZip2h3I5yoN8CUKtY7agiXLBx0joyjau4JASbFFGwkGh6dGDsaj/urSw90HomG5yZDs1hRMiNOfI/PxdwwE8qlla2tB88vry6vBOfCoTmPU1uxulOZ8j2Nh6srK5OxlbnFxUhwPJMIZWw4Q8uNnxtagrkxHDAcePI5QCfjcIhSBRVZX3//T37yU1QrALMvbkRAUKjI6II4I8Mx+w68qaqqBFCA6zAeZMq8oqIC+8mR0ZG33n6ru/t2KBxGby+oQ3ovMX/ajoNYNPIITQ7RAIefffYZkh/JmLZHtiMQ8MZx+3bXBx98kBQzxfU+Of/65ZdfpmDAJ5bSLSzMQzMfyG3NHZHx888/f+GFF8Anx08cn56ZHhgcoOeEPOgLsZUikd2ehoYLF55fWl6enpqanZ3VXk+oF/Lr/v3729vbA4GiUCgIkAuGQqpkFGpzfcVsE6wbCJw6dWrPnj3AvLW1MNV0Ki0WDFzhWF3t6NiPFIumDi3E1gI/phDKgFYNpI3Y7fG4h4aGFxYWZc5v/eB6/TZvkODFbRwg15PIFfyXCUB16PTrVHRo7rxdeO75pr9bo1uF2vpoU9qHv1WvVTKyLnK0yNQqQC5sB3/V5IhOyFmh1R2T0fXcYW3zX4RVLtz5eDyuEyeP//CHf3rjxo2VleVIJDw5OTU1PXXjxhfzCwvLK6tRFmkkU4D59pZWrHNPnuwYHhmm3Sb5eNRXz3q26uoitG1MWliUt17QxpjmYAkr7b+srAyclkgm+NiTia+unW8tlQkxHHgCOGCgmn6JmztDET5cbtGCcaDAYkqSNWBiESNWIolEZGJyrLr5iM/tL6tsmPJWZpzlNnsU/ZXPX1JSWsZCsbm58f6+25lkFA+QKOSYwGVtiNNd7PeVYf8TiQSjkWV7OqamOnFQJive7E4XQ70aGO3pJKKN6M4Y2j2+xcmJydVgNOMIINUUFxUfPnTI5/F9/vn1UBhzneKMo6i43LMSXg4GQ05bBGObFB2v1+srKXMUlzpsMbfXH15huLV6/h2PFU9AGzdVMBwwHNjIAfo3HAlMjI+PjIyAQ17/xesLi3Mh5puwC1DO9AESqJLOnj0zP7/w9ttv37rVxex7w549jY0gkBQ6GYwPsSSkU4MwfRdynsZpXKOO40y4ZZMIhMHQjkyxxdIHTxFhQYAE0ucBFwmXBWqAJLVCTJLn0mtqhHAgO4LuiK/Nq3SgkoYFCpJcoUqBf5QT2VGBQ1kYhnjadevW5MQEQJSYSJ/f/vYLR44c/fWv/x1zLylGJoN1JeaXN27cpMNn3Q7ghv75zJmzFRWVkOUAzZKW7Dblq28pcHl5RXNzM6wDCV+7dh2+TU9Pq05doggqDq6iZwD01tXXTc/MyOqgDXhJU3oEZ02WM+zSOO3w4UOvvPJqX1/fwMAA6kFk8VxFQO9i66lAb3YozBsReZXCW32QhFrAB02f14WbYxRqIuvrbR7E9fG6FgUbU70ySl6swnXQIQIMp1SUbVP1oZ9IUGAnr5JrDSYLgpBciR7xXwpmUdRlo+CbCmlF0Bc0HcU6uaPMqonKvAakSKjPuoWrr0CtWt9IwjL3hTMwiiWRtF6iEM6LwAoXIjS//ES6lKB9ksB8Jh14yisgI32tI7tc9mgULbGIFX19PTR1VMd6BoFUNMV4kgwhL4d8g8grcRtw61ZXFy7NqDszGg0NDbw82gzTHFKj/HLkXUOBp+T+6aefgNbQrbE2FQPga9euEotPkgh50c2l4YDhwE45YKCa5lTewKQkDHEA4vbbXF56LtYgKJmBThOoRnxWiDkiiUgwuFgTj2Dwn3H47N4Kuy1uS0aKSsrr6mqXFmdmZ6ZXluZkSHP5xYQBy0hv8d6WwxU1+3w+b3//7amxu6nogkJPLvFWEgg0t7Z5/f61GGYHLIigp2ZBmp+1EUtLc4CvhvrGqopSPLABG0vKatGtlVfWxxLzybQ9KT064k4kHFx2pEMuBkq712MvDfhdicjq5OTo2tqqLZ3E6kfUgkp1J7jNdJsPNUu602/LxDMc+FpyIIscMrZQKHz79m3wSVNTQ3FxMVANSQvP9khUgI2Ojg6wxL17965evTa/MI/4SODevfsWl5bAeEA40A3RqaJe7yR9EDs1ucRDCWJlHLdLSP8SQToaJG9+ce11A6nNKQnJiCTYWSHpcmYNFQ84KAZP9ZkLBHvO1iGkZMvK9UDI8JT4aNueeeaZ1tZW7WIRnEY0cAiaLiAT183NLeAuSgimwgqR/hkzRZRpiKuaAgAGrRrXRFbccMAfovX09oD3kIPV5JrI37peVqlUcse+ffsuXLhA9cfGRj/55BOkW+qVHycaiQ4PjxBy/NjxycnfSR2khFqKXa9RfpIdXOcnzI5l8ETQkcKulOfCCxfa29tx60ntKFV4TVx3WgfidWlp2Z76uq2VsuLoC1VxfFkJJEBHiHqGdwWj3G6pAqx2uz20JeYTEdP5S4joEldWZufmVkNBRioYqME8SaqqKqqqqzWWs+ivRaJrlG8tsry0wvQlDHQ7tDeXDcP0poI9wltaF8OrqpS4D62orKBVTE2MB1dXtuaCmoz4HpeHmFVVVaSipdFUhPcyY0qLdtGE0DKhDVZQKsoIDp1QKIQOSioaXmP9KJ8A7Z+VhEAlcfisDjH4wc+YUyY18B1aUVGOlx/9iFeOXzOc6zBnEQqHIELWmPW6ZPiXxswHwX/1vuA63wszLCujoyPT0zMYvmo4TcOTGWix6kGqkQJrzAlNqrC8sgJOI2vqQhzJai3C18dEhqK/+URelAEEyOum36DibW1tBw8eoA2g2YYIT3X72ZzS3BsOGA7clwMGqm1mj0wN0qfYbF5fsaekWrq/RIy+ldX4TDzSdeK0w5Nx2l2BTDpsW51eXpz0+NwNzW3OZDy5thoocRcFPLMzY+Hgakmx3+300UUyNInvfV9ZRV1HXfsxnFZXhCPLq3Mr0SWyZ0aO6TC3r7i8sq6yuiaSwJtILJXGQX/CZvdgiRSLL7k89kpPhddT5/W66ZlXQxH8tgWKS1yLKywvSaejMhcZD4VWFzz2KOVEoeYqjrt8maXpmf6eW9HwsjMTcyqnkTLf/RUNeZt5+zW9z3IDvhjWfE1fkSnWo+IAopLgIyQvHBy5XBgiIgIiQYFtkOzRODFHRAwtXH506SMESvAPsh2ieU11TXNL88DAQG9vH3GV4IVQiCQm2+liG4moihA/OzuDcR2dHlYEIpYjmDvsUEbPwDW54NgCiZMfxniBoqK+3l68//MIoZxQhFopXt5Beaw7QBeyoyZrBXJBYThj5YgF18GDB5Wx4jJ7CVBZkUfT6eHhYVKVV5RTHZbGQZNKYQeI6gwRGYkaMy2EVfQMgBlSQRCLQYAENJHU3/jNb7AXVao8ECmVgIDCcjnVH7lTNlAiDhjm5+d7enpZ25ZfQn0NWPr000+Jc+Dggc+uXgkGQzB2a7TdhKwzJz+VKp4NqTpQFNi/vxNW41viV7/6FSI475qnOjLVRPGF9SluV44eOaChWm58IA6XDE/gBS4kCQkRwbkAHiCOT01Pa70Z/CBGY8MeoC/L4cBqQLWi4mK4u7y0DLyfmZ0dHRsF2sEcyKE6a2xq4k2hhPT7/FbJ0awm4gl2MsDAdXJyekLtGwHs5x2pIutiUBJdNivdo7wgL8hRU94+yw6b9+3F884th/1O90aolisCSx75lLBrffaZZ2hCV69ehcnMWdCkoUOzP3LkcFNTIwzhFptADZM0VKOmNCreCGwZHx+nZYGacoSF79wmkklg9v7OzqbGJp/fp6tKnDiyQSwWDoWYa5ianBwdHYUm0xMKrcEoOeRjl+aKYbN8VbAdPEY4QZKRiDTSgqU9ZPAq5KcmrKrA4Q6l4sPBEhq0pl9ROnMAACAASURBVDAnYpEcMhdD3tscul2RC/MRLDrlW2NCpLikZGJycmF+nrJtk84EGw4YDtyPAwaqae6s9z3KPCZDz1scwJFjfWVFZXB1ORnHIbVWR2HL6EjYGPvpKVdH+m4Vu/yHTh2zlZbZgqvTQwNrkXlwkdseqyrz2kurmZpD9sGAErsAW8a9uji3unzF6cWZWDDg866o8Q/KdJOM2dc+v+H2Bly+4lCE+bJoOhWjp3e7vEgQ2E8yuVZf34TvJumRV/GrG2FJfCwaK69lcVoSmyO0f2J4xAZuDowfAxVlJZQwtDQeXhp3ZNjYLcmsNwOcjKgc6zXWHHgKzzBC/bKsyN3qwAL80Iwr8MAEGQ58UziAcKaLyuy405FmPcnvfve7jz7+cGR4CH8h9HtJNoC021GjgTSQIF96+aU9DXsuXnwPORIU1Nbadu3qtcGhQWBPrhPJCMQS3HXo1KlnEOwQVS9dukSnhpCKVAoOIjIXACQUC26UZqAavx8J+NVXxFH4G2++gWhIwRDra2uq8da4iZkiY+YOFpVVVlbgZRH8p77f3AP5bG1TUzNvvPEGWAjhGVkT0RATO6mp6AEggjeRNDP9aN6wy6IjRU2AsMtx6PBhkivhVfJC4qTgqDGoL3aeIM++/nvKNSUOn3S9yY4rzpKvPlif1trW2tK69//9t1+hUkPMzekbheeKYzZKdffuXTZFwJj00MGDPT09i9nd3gT4KUlXJPXcsX6pslnPKxeBv1sDJRXQleoAcmqra1773qto8+7c6UapQkheWpuyoHOCIvA88cMf/idVKdmoJq8Q3IlaU4hyqQ5eCAQvffjhBxffB4cLlHI5GStf+u5Lzz13vvMAbzBbKipFSdC0oFBFM/nuu+999NEl8AkbqR89cuS1114DhKCC02TllaqSQz8YDA8NjWCe2nO3B+2uwhLydJ0jcvc4DsmBRkPrpTWeP3v21KmTOKRZCwXvdN/ekLuqooyodlC6/8SJY9/7/vfY9wJW8AnQ8GgqRGFrihdffPHokcNV1VVSOTWnYJUb8MMrGBkeQe/05htvgPH4EuRpXjymNfCL873vfa+1tQ3iOi3EdWHAfqjU7t3r/9Wv/j8+zLm52VwhdXNi5YZQlIxpEmJ6KiANIsyVAEopAMgKBMc3UlxUxDeII2k8ofJRK+0ZnwywjkNny6fBlX65+pwNt/6QGzlxBny+8847r//853zRc2fP4kCSJXBEk3LwHnU1rWTmwnDAcGB7Dsj6AfmEmVjJfd/bR35Sn2ytOVxJh1bnmY5anPZghigrCsRwnF5G9GOYd2OoQFfjdPjLy+tsexpsGf9oz+252clIdDGdCqGEYzKLE/0S/AVpudjW2o5pET6XnHYcPILg0nhrzOErW5q+kt7RlbL57B7kg2Qycq//DosyMtEgy+Yydk/KGSipqmrtPFxRVdvfe2NsuDeeiJIDvSI9LUv7HeK9nxliB277AyV1TU3Ny1Pjy3Nj6fiyA8t/7fmR16wm6gr3sk/qG962XrCBH/vVCRKHlQrI6sBt05gHhgPfaA4AQl7+7nfb21rLSouZIWJVFX3b2TPPgpoOHTrk9dqQnrXpIP0ggiZe7I8fPwFuwQDSH/DhXQCog79EFP6QQmkDliMOiil6mYC/qLq6trm5dWRoKJWIdx46qN3BYWyJ7AuQo5NiY7SOtjb2pMaN5MT4mN/npYNlCALDIbiiwNPCHJIi+gBkUwR4ZH0KI71qWhbn8Imi8uJrlR5WvQwt+KGQwckiCLOhof706TPE+c1vfkMa5E5JiDTqdFRXV50/f/7o0aNXrnzGUyJDAFlVLyFDLlXCKB5QEpitPfPM6dnZubGxschalHkw6c9ZmKQkUVl+LCZnsjqOkQIh+Dvf+U7jnsZbN7sxKwXZapy2talg9tbf319WXvb6f/7ZW2+/DbBEMaLlXw3pJB/rkCqqWpKtFZi9UOFyrbssHVM/0z2a7WBnJxispqoKnHb71s14LMorEwyRO0TXYs/QBgYHh658dk1N5QlbgdegKVYnNu+rAb2Pjs32Y9KGeR7dpSzHSqYSyd7eHt6FQBOv8/SZM9/59otHDh+urKqA21SfjZXFXi6dAp8zw4jGFQfxkXA4shYCySeTcSZDwULlZcUrK8HhoSFeBJigCL+EXi8traKy6tCBztL/+l8vvvfe+x98MDE5IcYpLKR0opi1Kp6rxiP9SwNQvE5jeVjk8xYH3LhGtFR/67wTtus7zhk+hNJSloYBgZANpBnJe2HYTafxw4wtKJMU/f33UNCxY4PT6S4rK0f3iA65vLysqWkvOs8D+/f/4Q9/wPkHzQMBQzVvWnwKyQMCuITx+90YV05NTWJhyBQItpV4u2HRY0V5+bFjuKSuZNrl408+wncOTmTgFRaNMEYAI/o9B+bBVS0t+3x+D8vYKVt7WwffO4Dqbs/dq1euwPz6hjrg29jYaCjMslVskuOiwSYpIyRTxcrXK+1cNHKiqc7jxBb+862itUZBjaMgPvA//dMf8LWwKkT8uypELkaw+qPdktYEGA4YDmzigNGqaYZs7nTo42KR1bXgsjjpl2ELJ/myokxv4UNXzqCPisrtLi4tKY+szntjqz09X7CbSDy+arfF9G6RTkmIgzQ3XrAd6SQ+Q3DX78CNvui/cP6FKozFYykEEfpzl8cXk/VpCVxHMq6lkFiioZmx4fgag6sY8fi8WKtX2apriiNhD8gvE2HpOw/ETjKLM0CITLnJcOYvLi8rrxzovbOyOONCCyhGmFQEnAk4lPzMoTigRRwu9UX+reGQ4cCTyQGZmmOSSVwuFom6I45A5mrYU4cJHNsrIT4hdCIug8SoPwolZGikLoAcchuLYtBBIcQDURDRMZcCy7W3tyFxIpZ1d/cgumOFBUZSRo9CARENNKDOsqU1/ZCgL7UL2b2+PqaZBI+53aA1wBKgBSd1QCBdyJLiksqKCkQ6ZFN2f+MznZudQayPRfBaCcTig91ygDYyGUwW0RShf/v+97+PvgKsRVHph+sqCa5raW0eGhwiBKGTitCZW1QoGzyh/IiSyL5tbW14YvjiixsI3Do7CsaFOpOIejlRSiBzd3S0d3R0IJG/+eabOGuBS8ShJBZlfUEg2jZ8e8DqY0d/wCYC7PwGaNTYmA1YYgDg9b3OrOT6olB9s32XFEZlQczsDy4fPNiJticcCrLnOHvogSDEW1XewWviwILu88+/YJc8pU2TJdk+twfJ/lvfen7f3hpW2wG92AeP+UVZA8CgyHqARHJuZhZacJCtvZ87d/658+dpObjlHBkZvHPn7vDI6MryChwASBw8dKi1tRXAhqCP6qa0pJhHJNVzY8B1DHEHBgZocjS8ysqq/R0deHxpbmnp3L8vFDwdDK1M/mZCMVOWQlFmarihGnk1+tKXFgOhlEW8m4bM/NxpbjTmvJhW/rIqj7bIWdq804E57s0bNwaHh2bn5oE67AFRWVnJubW1hUZZX1e/p74enRzpsRVE8ShELWLZd2rjPV6/fg3FLE0PM+LKqkoAMK5NmSM4cqQD89rV0OrE2xO4eWHqQ2n1xDeJFE9cnvqAhQAwYB5yCbkz/0IOpcXF3LOdEMWgAL19vcx3UGYaBgkRRfQHUlRURJLVYLC4BC2onaV2wRA7vGe1fOslzV1plR37fNRUV1648K3m5r18ILe7xIVPLor5azhgOLAjDhioti2bGIEYaj3iuAwVGKMK+jFXxoHBAGiKJR1JpqkQSCpqK5aCS4ujCyuhJZudQFYkM11E7+xOpBwel5+hkaUZqXg4w1xkIs6iX/z9p9ikTZNUwxUdIvuo4faRXpXJ2+DqUlPTvvra2ren5xIALQeZp+pra4rcPtvqyudXPp6e7LUlw9jCp+1MnumZM1UR2S8I43Jm4IptpUXz8zNLS/MyXmBCqfr6dZFk23qbB4YDhgNPLAeQERGV2Jr5vXd+r90PAks6Otr+6q/+kgt8FjBXjpvEy59dnp2ZRRSDEYjmyND/69/8DavamIO/evXK5cuXgSLQAe2cO3eOrdKQsFEF/MM//AO9peYd694wBrvd1QVSQv6jZyNOwB/4yU9/ElkLX792HS0NgEr0aU7n6dOnQQEoYdh2bGRkGHGcyHRlzz57GvUX+GJocBBRHsCGiH/zZlc0GkM9s91LIiHe8NnCDCcff/7nfw50xNYRVQ9reFAJorFJJlIfffQxni0VYNhABv6IJoHJOacT/ImviCtXriAZU1nBNCK8iupLmV9KQkAv/TB6RfYDYK0a6/QgK4hG4TStoNP6B9wC6wNSg4ODNTVVAwOYhnWi4qDKuGlBJciqJPCv2KmvH+SYZel62I6uMtT3wIH92O/967/+Wx/LC9Xm3VKFPFkZIEEhwV2AMSATb5ufmI7Y7fAKsJRKnSI3NtTCpDOKxwsQgNJqYrcnF3YcWHnOnDl94uSJmprA1HQQ2Pnf//s/Li4tgxMgSxsADH946UNWP54/d142Yl6WnevEGl/ykjPONbDfu3btGvUHMwBtMPn70x/+6Ssvv3z0KFai+8NroTffepvZTVSrvBfWs6nh7OHYsiPe5UWS163Zoi7INNfE1b11Aj7KTxWK8hFNZkcF8IDluMJdSBRDyps3b7JgD60azxT+lyWOr7/+82+dP3/wYOuZsydoA/fu3aPJ8ZQBHvmBBmPlwhfAo6vXrsmWG6LHTr3rfefnP38dd6aHD7fxsawEl9597/fS5JT5jGqB8k75cc3UBPThIGa9qO+6um6DxEDybAEfTWdqcPHidvPBAvl4F7xcDr4IkgDx+XDAWlyXY4Hs9S0tLlMXyybWKuGmCxxOjo+PDQ0NVVdVo+Dt7r5Dy4Hqpmjm1nDAcOA+HDBQbXvmyBAGJsMXE3oqj4M1ZGV1VXWNPq9zeLAHtx8M0iXFFf6S4mV221ldLKkoQqRhCyKXeDNDvAHllQQCFSePn8Dgsb/nxtzMCDvrMEQx3sgubYyHrCuTPpT+nD40IR4akWhSjpmpsfq6Bk85y/gb51K2cAQQmKplgyM2rBzoW5mfTMaCdlvCYcMdMDZCUFBjgtCS7ri8vDSVjC8O9odDS8BCBgQGNvWTgQM5QPfcMpqYI8sBeQvmMBx44jmA7EUdgV5Ij0i9WK/hcOLkyWP420AEHBjwnDz1DN4UfvLjH7e0tHZ1dV29dhVVAEtx0J6h+cFaD5tJFHJANejQ3WCahRCGuSAmjpp7UAUsMd1O58mZgw4KsV7kRGUoSK7YYBGucZrqY6UwLBBCEESyp5DkpenTI7a0tKCRAGuxkBivdCBKzBEFOYnaQpCkzpczQjwBVI0CAO2owvPPn21sbARxAaIgv3//fjQ/779/Eb0W64JIAjbIF4UpI1lDubFGtIgIo2NjY1DLZaHzXBc0URMhv55lW4MzZwYG7n344YdIz6gHfXmuMnJp5S956YPi/fatt374wx8eOND5t3/7twA8dHcjI2MbZV/dbecT2Mm1cIV4R44cAQbAOqqA/w+KTqDUBVP8jYcMdQwLwFEc7yuOMm2ooggdVvzBbC5k2SFgSSEPtCm8UNAsK/QOHDjY1NRIFOz3wMCrqyHs/0jCG2LXOnmzyTTQ+nb3HRRQ4XAIJa0mrt+cVtrAbVCBeu8y7Pb29NTX1R46dMAj5iTl2AeGQkxjyr58Mtx9RYcCSZLdehvLy1kC9UPO1s+KIDAYfqpGKhuiusSPP28BOMRCNlLQEogMQr906SOmhsllf0cbTfRHP/rR1NQUqi1xyoNEIJOx2UNRk+JwoZolvvijKH5RiB090lZS4quqrEJ7BqZOJoS4yoEL+c0vzOGmBUjOFySTzbJaFV9j4nGEwjNtQG7MxfTcvcuMiRtzR7Vmjy8dGP/55zdaW1uZWSAVkg9QvL/vnkC17Q/VzkWJyx5uly//4cUXXzp40I41LKscaQBSOHMYDhgO7IwDBqptyyc6Q6ZMUaUxQjGg2xxeh4cVYPtLAp5YjIW8q5ilu5yeeDSeSiR8mBC5S5mNREggQSbDDtRep6uiuLSutGG/LRn1FE9m5meT9pCMg4yU0ksnBQPKpCYp6CR5Fw6W9OMBK7iysLq8HCivjyfScfp0uxO/T6WlRYlouL+vOx6T6WS3x1dd1TA3v+b24D4LCtkfIwHzl3S+w8P38CyFj36sRRghyECWzRGPoVh6etV7b1t788BwwHDgCeQA4h0CMT/miegS0DsB1QAbSPMYFrI26bnnnkG7xeQ9gjiOCulJkNUQOgFjLJLBMwQaD+QttcJN5EVZbFNRjjCHbkRprjycVe+SxmocDmoFFP0SijLsAwmh78MKC7K4f2QJExQ4kx3qLxUf7+caJ4ArQGdJ/JEg7nMNxuMWnRgibCBQjIwr+hml7yIXgAR+cykqfR1lGBwcOnJkmqk2EmrgV1RUjGYAJ5Pvvftef38f0YqKAmw/gKqOpUGkk4kyJragZbe3tDRj8YWGAaFZtwMyUp2mOGfX69CoPqqn55577tjRYzhouXnzRk8P+jdMQ1k7TIVEHIXJ/LgmMjiQENKSNZ7Pp6emlfdLX/O+fa+88uq+fS09Pb299/rm5ufYW5ykKl+ISLed66/1rS7RA86YHTIWIHwvLC7AbSpIqSiGFCt3EKgvBRRiDiIyvRzCAn2sw1L9RAzqCNMPaQlgVNAaw8r4OOJ7f3f3XeAZhWd7PGKB2yk5edJ+xsbGlRpNxPetBxCdNwVZmMMFrkT48ToCPhcojoqAGIEV4HVZMC6HnK3yq5BHfsoWlFev313hDGgYOUNHeVVqdN1cRZmjlVYNX/UFBCm8bpm0RhY4BPy+6upqZlpBRHySADBgtp65IKb6ybejD/nKaFjq4OvDYJIcPW4bogJWjjMzCxRkU2kBdUxP4I1TEBo73adYweEBv+NdpLWt7dnTp2nDtHa8NVJbPi5ZL6eOu3fu8NVgksq3ztwLTEetzfvhvdDKN+Wy9RYFd29v72uv/Se+PjqcwcHBSDRC4bfGNCGGA4YDBTmQ/RQLPnvKAzEfYCiQnlCNCEwmZRzu0sq6osrisqlRlzgCwWQxNT89zro2jyPpw8hH5vtYp0Y36E7bvezM5sZk0RtggmstnhA32KLdomujZxfDCMZDwWqANLvbX1SKeoz5MzfuJRPxSCQcRVpi40vc8/vsFZWlrAZeXQ4vry463J4Sf01ZRUl9fXPaveRwF2lTCzUgykIIDNDTDvfY2EgyFnLZYowRjA7WCKJGOXV6yl+wqb7hwNPHAUAaoh7SMAtdKspKO/fvb2pqhA2sRGLRFKgJeRIXDrjpxy3En/zJD9j0uqmpqbysDGmS5WE4XmcJE3Kz5hziJuojXP8B87Kra/J0XMRBxNUiI+IpUinypQrMeD1evLRzTY4cEKRIFAzhDzcLSOqaPmAJgAfMQCJkcR1P6d9w8FBVXcNveWUV5Rg0cXIBTtMCPeIrWhryBR0BOEdHxyg2tp0IwdXVspM1M/p4oqNr5R6XDKiewAQsmdM5gmL1BSumWJmDlkwr33SgPkONooK4ED0BKoiwaOp++cs38MdAaWEXqkHgJbUgDjFJRWkoObdcU2Ao4G/z6NEjqDhIwmqu/Z3762rrcMFSVVs1PonsPTE6MqZ8qZBCMI8COTvst7PReLkwDYCtGajeha5BwbOkUtI9JysjLe5zq386oQQygvHK0Hdh1cbri0Rit7tvw9iwKFdFj6qpaBWYRW5jxpp4fpiY2vKOACbMF7BpGFgEWgB1IacOl4sV45aSMz/tV3CdK0QeCiJIUK6GZ5xhCy9MsNv9yqNbhW7wsJEUrG+87HYB+2trYSdbHTZNTk5iiAiu3wSHEEk0aVCc2s5OtmiDb3xpNC+ZCkakkO0N0THrQqgy6kdKs0q+xEFvJrtWpFNs+YZSDryNDSrmvlrkoVR8I3KdyfAJvPvuO7dvd9Okl3ACE2R/POxgs7sR3K+e6hlvkrrw+ft9zIzshRpbOD4wlYlgOGA4YHHAQDWLFZsv6ORk8lZmy+h16QZxI4bZRsYWj8xODgVXF+OJmJgmiG0M83xEoBekY0OrxsSsM5Zyuv11gbKVzo4W3ImEQixFCDlscQdUESOYYJWxFzWcK1BU6i+uqKppABwiQYmpPv9smem5yYrqsuqqEp/fzTwZpJ2edEtHK/sVYY9UVVsT2NdeNjS5srqmRtjsyKAMb2SRAC6AUQrKFGhGbZEtpi2C2Dh01GyCXL2tUSgXYP4aDhgOPGkcAFyB1pDAmvc1nzn9bEtz8/zCwm/fepOZHaAJsAFsBfLBidz777+/tLRI/dFsACGQ4ZjmxxMJBloYKRKIGE18UArdFtJbMBgSS7a8bgU1icU+uiFxDo4pghI0KyormcVnmh8J9datW/hOxH0/1BAZQTLE4SAJgh14CUcUQILO/Z30i0ifdfX1x4+fbGlt675zd3U1iAN6csHhOzTb29sAJ4i+yKnQgSDL6hD0cVnp9Xr2d3Ygm+LZ/OyZszxFlUddjh47Cs5EnUUtdGmpl76gAArkUFdZbsSZcJ6SlopQsAMHDrDhNfI0giyPvvWtb6E2RCTN0sEXlB9RGPiBpadUinDOkELt1ti4B6gGjrp1q+vv//7vX3rppSNHjp0+c+ro8SM4+eu63f3//N//tLwcjEXhIQn1L4+5Oo/7ntnWjMzAqwwHD8JpFiFVSLnLz0uu1b0UQ6MvArClRy/KK2M8AtijgVxcZGm0IBcdX/6ow7rQt/lqp1w2/GV0AquzFx+2IElWtQHUiQ+GBkjDZFqL+JTPeavXpL6aM4XLldPKUFihggWnCZhWtZJ4gCUrlnWhZnz1nTV/wS3soo3R9iIR8d2CUov9CWm3mOyWlpTqNkM7tMjkXxDOQRygHS0KYQRcy8iPrSkaM3SUMi8jCXRRRVlNa6QBc3Dd1MgszF789OxtamQu5t133+VjpK3ylAKg2eSD1VMYFA9vqD/72c/4xn//7ju0cBSn+V93fqm2Xidwtqa28kNNhxrW7ZLtFgtXaWtiE2I4YDigZmEMG7blgBpzdJdC7yomECzAtsVld0hm/OJxNivDoSKjOGgoJfuZ4ZAfJ4/INow2Lj/LiO2RMKvasFOPx8JYEtFDojlDBlEdFU5wnYkUliFpcf+fZi+XdDQeYmDHcCjjCKVkKzbGgEwwjLVMCOcm4UhYrTHxhyLRcCxRuhxZWFzx+kv9gSJKyfiAAg3LBfYMKKmo6ew8MDzYi8UIPkwydjEsEcgpR24g3bbe5oHhgOHAk8kBhCSE3dPP4pq/ERmxt68Pp/nicyKdaNyzB0+At2/3srYE4Z7J71tdXSh80B3hFA7PHKAxJEKUUQJgWLLicrJoDTahBUGGAxIgGuahsw0MRKZECucf/RAag+eff/7evXv4L0E6xPEAWibmlFjziyJFS5/42CC9iKL0lk7RBCIasoCK5Ngr9vf3sWgN1RM6B5AYEdcia941sb0kBLMx+mqE0YWF+YkJj6QV/QNRxfaMrhu3lhiB4jSFaxxXgkiRPWvravFZRypdbrySYB726quvsh8UujtBWKwLppsWvxqyERnqOAzV+vv7h4aG8J7CdgWhUBB0QdZQgBWNjY2nTp2iUvhvwL6UkkNCQz4EVqBjeYWvvz8MY2/dus3DlZUQ0LS4rLinrwdHediYMejkmGhd5ALW/+pHWdiggrNIAcf3VAFGUbv16NterYMJZfWh42WHDG7UWgDBFgTpDKgR0Bcpn30TeHEI/fBf65OALRJNRebtqJ8uocxn8l4VBa745Q65kux4BbwdDFMbm/aiVAuHEkuLK/gbZPgV9knyXJLH8ne9RBZ5glToesbWlQKuVDYvVd6lRQExQdPgRef4Jw9pLZj1ig44ncaaF7RGG0DPLDMUJcUoGFlgqYlIxfMPWZ8BKSnInj0NOBTlOwiF03jKQbGpdGzEFw6rRHKN/hONNEAOnyL4BcHgtrW1dWpygu2zUQjz+TNzAYdBVuG1Nd4C2mrlxTHFBA2dAP5peAtMAf/mjTfn5uahSOFVdfKLtfVa5A4EpqAotz1sLkcvgDClqqPLtjWJCTEcMBzYwAGjVdvAjvwbMBJTuNKXZGQSWoZZbRPpCXiKqjDEwchAwJF0oDIdKP0vf2WEYrRHBeazuSv9JdV2TyCVCDPmQoLnzFkhWaBNIyJL01gDl4rFo5lgyDsfT9liSe4SdG26B2RA03NXEM3YmZfN4DjX4yqVWV6yTbHC293QfKCyuoaBAG8lwEKPM74wP+b1e+vqGldXw4tL89HICnutZWwsIKE6Qim/mvnX2z7Ij2SuDQcMB76xHAAvseCkuKQEGICPAfAS+goCmV7CBq+hvv7evX7c/eEYw+l04QRSgauFu3d7mBdPJHARwb5k1eg3EBOZdGetF/706a94CuJCUifY4o3qGwXYIHHWN9S3t7ezYySOLlBJcQBycGQCIARKgXCAf6AasCILZqCge1zWWUFZg0MUDkz2Ew1sNjg4qDausrNNE8owJH/26QLCsdAGCMQFJQGfaC2cVZ6+vh7BWrmDunTd6pKKuNytrS0UD8FU6xzofqkyqgkUZXh3QIa2VqwxEEAELR+FQbn48ccfA9VgiEJouneVQQPRlpoidsNePIigcaLk8AGtBSMJSK+2rpo+fHx8rKenD3+VH3306djoJGXYs7fpyrWrt7puwRY1VkBTCOb6bX2tAtbhgc5XB3LWcexiSWh3kC9rvKxn212ozp+EQkqAlMA1i6wMclroV5hExc3YeGussGLXLK+Lt2xn+SJwnXiUHArEJF62KJJCpZJ7TY0hiwFNCHNY+JbH7EHWuKfpzOmzhw4eBX7MziwMDY0KM5hlkGGTKw1RNO3tKvRlwjVlnQv7ozIJSzPJZsozapJjDlXN1lSqnBtfGYuzfMCARg7mGkAs+iccEKwiBQSjCTF90DBo7bQldjUA1fGBQgAAIABJREFUraGhZaWmpmNVBloYzIiJL1MkLP5kz7ra2ucvfAuNsTJdHkfJjA6X6QJmi/kPh5WwIYwGnvn9OD9jM3oUruiqi6DGAs7gKns5zKLNQyMN9uZ9zszOYrXoV0psGg92wny5LKzA1phvBMNH9ojDLQlfMe1Z6iM2O/oFWyXNXpAv0xZM/aCrB2gXFRdhOMnmRyQqnGAzAXNvOGA4ILbN5ijMAbpVZAA6FP6rbkUPMFy7ahqasdZJxbG3Vl2ydLq6w2U+VaLTTyZtLoe7pqh0j8tfnEhio8ghi8bUUCfXYlopgZkUeq94ZGZiNO304JgfT8X0s8qfCdJISrp3SQgMxF6SPx5bKkrviWd/pohRzCXjjSqOjBOgRFbsxyJBHJOUllXvaWrPOP0T40kb222Luk8gpcQqdKhqFnpgwgwHDAeeFA6Ar8APILTpyQmtwkJApGcIFPnOYH536tSVK9dQuxFNQJHDwTQ/Ki9gD30OnQs/RDoQlEZNCJSsHcJzBBoqMAmSn8UnkWFVZ4gRIOu+XnzxRbXxdDvBN2/e/eUvf4mnAdAduXOAfIjPztFgMAKhgwILR3nQR3hlER14aWx0FJiEbIseDSTpcLoRGpERKRiZIr9Suv7+PuniVCkgCGWUFVaRuEBqhLgcMtdlA8/pQKCTdJ1ATaeYaFJfVIiARg5204bU9PQ0JVeVsqGawOQMkInbRnAjWehwnRHF4AL0i9wL61DcEZMQOEZMpFWVo6iHuCAjRHOKjKuq3j72LxhgEk4EfcadjC2ZTsDd7BAkHbSqGH83HJt6bh1HzjCQFwYQ3RB92xtJIhnr15aNponrvBUW0eTVrJ8XHI/crkKw8YRjSpcpi6XUMEcNuFAjTjaVJpprJRJJrnkpAAR2dEAewUVNTXXdCy98++zZcwf2NwFkbnV1/+537yimSvJ8VmfL+Ij/bCirpq2CYIIePbVIoHkl19nxN8c3QmhC2VaYLZvUMvf65M1uZrOKBvJHIcx3BydoYGLKK61rA8ymtWNuKq3U6WCTDLx0oCFnhVtLc30kmvns8uV3fv97AdWq8atCSNkVzLbfuHGTNahjYxMkZ90o3wAImXbIh8SWg2ySzls4ceLEoUOH8OQ5NDzMNDG6NTqBc+fPN9Q30JLpN/7pn/6JRgv0Am/RupBXdBWlToUPaQ00QlAgnwPtBLJ8I2oaonACE2o4YDiwiQMGqm1iSN6tmvTJ9sp5wVzSzYmttl4inx3a6KnE9FH6SIFVKMzoLBPSz0pXqzpnekw1gqm/0r8r7ER61u8iBmE+7tyzt/nwoROjw+OrS/NxnIK4sIoUt7Z4JWPLNnyP1FY3tezrmJwY7eu7nYyG02yurcd86Z2llMxhM7wxO+3wzJw59yL+lRcX5pJrMRlb1cBJHDXwSGRzGA4YDjxVHMBTNr4fmHfX+iWEJ8RKn8/T2tIKLgJzsMcXO/AiiiFatba1YTGIhSRT4qgHEOm4RfWFvNjS3AKsQgvEXPv01BJbVyPAwUll2iTSG2RrxWhKDtzZYSo5Pzf3r//y65de/i7Stkh7Sr8EmmJuHqTEGTyGnApe0oEaAkEn/wWB1oiAlCmKBelWEYk58JGQ1TYQGQPLH//4x5hWAn0wu7KSU2UUTVgq4gfl5VdexlTsf/zP/8HZgnMQZHEOK/HAnwQCPrF+/Iu/+Ivm5hbW6Smnl7JFAXGwWqT8iKqxJIAWi3UppAZpXIDdyssrUKxRVExDgWpwLIcShTKwDVNSOmocrQDVJLloV+SgDBxi25amM8/Kwbpv1xG2nMk6m3bTI2w7WcIH+MHwbNOj7W81tzcRpESCR9XQYb0ObvXPIsbwpr075oqdxTYSIa+UmjgBDIFyjSnpf/s//htIQONz1Jwof9igfXxysetW96effgpg1ukpxx9v9LIqrusr5Vf1k/lZPfpKDEGfMhHAGgYxa8yO/DzQtZa0Uou8QyYgcn50aNXKoNeGfhJdLgyRp3nxz5w5i8vWtbWIUJal7eIahGN4ZAY726tXry8sLClm64xkctZCiXy8hErx7KyWZBKAKQ+xYOSWBsl3BlYEU1VXVaFwY11ZfE12JCIJ2wbyjiYmJoFqokBmFZw49pT5FJLnVaXwJeWnhHx6tCLaJMaQ5Kg+lgenLUzRhBoOPGUcMFDtAS88v0/NXrPmLLQSC6+k4riWpheiy+QJQwhLt9lXTbY5w61IyuZh5Zrd5mPrS8Zh1amraKLakkOmaFU/yomei4Ecc8ii4qqKps5UGn+Pk+HV2XRyDSfVmiBqupKK2rqavWXNHewhS98XjodlcxsWyREjewghhkvWOawG1/BcXVJWU1PbNDm8oo03N402uVTmr+GA4cBTwQGkMeDQsaNH9zQ0ABAQB9FQIbYdOXoIMycgHEIbyKqhYQ/rqRAKkdXGx8fffOMNzB+Zgycty1rorFjWgrduNtQC4OHeDclSeSDYIHuBepiMP3jgIBu1kerOnTufXfnswgvP093BayRFIBkCHAoEREPAGyAQCRJlgsyEKcMqZF3iyFZrSupFC4AkS3zMt5aWV5StOH2fUKMbJq26SFVUVO7f30kcyomRp/VeiYPCkNV3La2thw4eAoJSeDwNil4LeRb1gttFmaRYanNhDClhF3ALY7Fjx47dvHmDRW5kBx3Ql3T8aK5UpiTA4hJghWyuswN8UgxUghzQF2CmPJ2AjYlAMai9zjRHh2V+CP3K4j2nVCQiZmN53bumvfVcuF+n7qBWVqzB5K1pCoYoQpw2EVwfYNQjdWsXlSBOLKgxsRHxaTA4grfJICh4JatPUwk0Oc5WYH4WND9258NVvd5vLbIWAySDtIeHhz+7fKX/3iBqVSEoDN9UsIKV+AoCNUjTrV1VK5cnQTRvaeHCAevIu5TXuV4RhmvrGW1Cfwu0ffAM3xrtnhWWiooICVww0cAFi8eisUQ0FldNcZ7pALh16dIl/Owz9CsuZanmiCu+2Zn5FXcgom4VHbl8fWKIw5QDiymYnlCdA98DWm42SxyLjvNRMF9Dz8CX8vEnn/AJS2RaKWgNvR6LSHMN3qrq1gtQH+IKS9QoGC2ErxsxhZKsz0RsTWNCDAcMB/I4YKBaHjPue0l/poZm5lSjwYWpteBcOsEKeBEiVM/LeCVaNWAatyk7/kJcHj8mjv54aFWsxdXEm+jbMGYUxRsdNOYJ7G6kBx957nCyLWyxzVftq/B4omlkKBz12zJ425cJVruNucZSulDWzlES2W8I78/o0BCgmPGmy+efWkdBPRA36Mpn51YCRSX1Da1T44PpRJjeWihB7usy4N2X4+ah4YDhwKPmAOIgZmuAsSOHD4EX2PIoGke2S587dwYLtLm5eVa/4O8RRIF09e1vv4BhYW95z8X3LoZCYXpANk+7c+fuyZMnOg90dnXdAgkgXF766BKrrUS7L4uOBDVpsRLJG/wWCofY1wt/kh9//Ak4UCvfiIC0R+UAaRhkIjJi+oVWrb29nQgASBAOKIgJfmLSrZFLS0sL4eCBhoYGgNAXN25OTc+wogbdhWYS6gedL9QqKsrBQoiwev83IvCIgoHB0HexnTfwgL5bQhRkstis+nMBIZKr7B8VHRoaBPixxRw2kGxRprLD8Fy8opNKnxF/iUxXTAjJ0GKhUsPZAyvcALTkwiMKwEEE4BwbOmNiKt24goKaDhXlQswi+MOcHyDtyx1kjc8P9sqD7di86TJQ6uxA9mDiWTmfGhFXZHRZX5ZLlpEJwWhEgEGCzevSbIZe6vF4MyHZwC0PjKj4OcTAa1DDpdDjvyaG+D4xMQYwBpzgn3NubmFmZo7dwIFqMbYtJVsiynIBK2+xJuUto1yCt4q9wivNQJXflzrxNnkLVFc3BmpDdpoibYZc8NXFZhcSouoFY4mgc5fhH7EABMsbt2q9TXFIwkQA3xoNl+bGt1lTLUsc4QNzAXwCqsFAZZ0Qu2XgTQfHp+y8F2FzM7RUM7OsTyNQoJ0YAws/aN7CD7jNYgxFnCLIvWpjSAy0B+yHWa+GqhxexmNRvtMYcxDzcH6ET5Ivl33tAFR8knwv3I6NjbHqkg5B0ZF3oRv/NpWTYHKBFyyNY5dCWMSsEJ6EgPcUkex33A7vk4N5ZDjwVHDAQLWdv+Zcd+mws2iXTdKASPTJYruSPfRYIh0rHaLd6WbrEafLQwes1hDrDpez1rDRjcuQTF8qoC07eoK7wGbu5VB0am5+dnTEbV+zpSMK3rnZcS2ZdpUUVdW4A6FQhMUjMnCKjYz1EjUglIGeXFCjBdfi7NITCJTZHR9rrRrZk5eczGE4YDjwtHCATz57ICShvHrv4sVrV6+yzAgDPATEzs72l196kaViv33rLbbzQpZiEh1HAjjVGBwc/I//+A+UZshn9Hh4FsGPf13da2jVxHd/kYiVt7tuI+EhUUtvpmRB1cXI1lhXPvsMoyk6y9GxMWbTMaqk8xFQlzuAamzoxDInZE6Eue9973vM6C+ivVpaIkf86eNigRCmpV577TXO4DTW5yinHUWXPv4EsZJ8tYZKUZWaalESSRe10o0bN3NZgZHEfTmiJzaBLJ+bmppkE+rwWljWg+UO0gqFbK8ueBKxmJCDBw9iiSdPxddCYSEVSIMojzMSPC827GkAx77zzruTk3oHbRgvefBHBgcEVSWqItBryCrPtjso0foL3C5SgfBBNgE/fGzf3n24E3S7R4CdD1wgpF6cJkWu+ie3UvoNZeARqwSxF03ib7C4qBxsU1NdOzk1s7AYJKKKSxx1bE6YDeaPzFfaxEk9jBoaHAAPYKAbjcbBvDiM4VqYRqR8DRW3DjvND60pJnlAGnA1saxFU+vUH/bKap8s5tTKUjS9LD6kGNi68vaZ7ABAUjJp7wLOaVaijEUbBr6mAqBxgUPKdjHHhQKlAVOJXkvpZmkJzE2w4QSuemhFrNjk86Fhq3YDjSwZnPF88vGnOG5FO8ZECGgZWAhsEyYIs7K6R3JH8IAOa8PYZY02RtkJpKnT8ChrVSXTIJVY9uKVBLQGTmZbvMmJcfLlk//Lv/xLFsJ1dXdTqgvPX2hta+VDHh4a5mMHWELNYlGBWuWC5MOUF2fna2WdKjWdBQeOjmoHrRT1ga0xR8n8NRx42jlgSflPOyM21p9ukV5P/mevuJBuV6Egl6eupSMSLMMAkhA6aY2+VFzpuBnT1NIyd8ZRUVTa6AqUxcLzmj5PFTCTOxzrs1xNRipCOYmTKGXank5k0pFMIpiMLbMRqCONVo2Vb56k3cu+2IwcNgb3ZDoaxX6AdeoklbnY3EAqGjhFUs7sBMDmbj4vY4xLDYqSmwwv/DGH4YDhwFPBgc1fO2gCiDI9OcmME/ITa8kAPxhQ4ZH/7p3u+flFl8vD6pS2tja82A8NDfb09CKi6b6OCzAVKIiEr7z8CsquqcmpwaFBNuEVGLPxIAQpHKyCCI6YiAM6Bec2RMNJCWaWmFAODQ4iBaJSIBUWj4ODg4ieuBHv7+tDk4bHeQ7kUfJFpcZZdkgOswOKViAoLJHLHfmStKBKdIDIoLngbBwKjxCsPEQmqM76U9U3I9HSpZNeumRVIwRTFIxkyjknN1uJNlyQEJ0DZaNGVZVVmAcODQ3BAeme1QHGQIaHMuaCQi3NdthJ4a3usy1imkP5fOJ682u0Ym93YR8eGpkYn9izpwmJHN3LwOAAYj0wcbsEG8MZJXAzuD5WSN2zRRIbECIjr6MEQ3cHkuEdIY5PTE0Nj4wpYAXz1MCkB82NpKEDMcvJFp4mZqZn790bQohXcFeYL1Yiwn95C5uqjqoHiFhf3/Daa98HWgyPjNy4cYP1bDRR+KmzypZ0U747uhVvNORLfZnUQOuF2rUo4CsuLhG0wwJLgL2aJZWCyRZqzBRgVVshPvdZJb64srqyyvbQopdjqxyV430Ko6C6Amnl5e3t7Y2Ne1gmtjAfQvuELhr6HOSrmClkWGRKi2KWRLJj0UWS7Q01o+CU8qnJzK40M4FJNBqaWWlpicfrw0XngYOHAkXFtD0A4Vo4AspF5zwyPAo30Xfh9xVbYLS8hGu/QT/9yU9xF8Q2AFhjshc8sy18mJRBtKyqAdyfncBCvh18z+zbu5eNDelzurpu8/VJI1Rvlvel6nV/Muap4YDhgPEAWbgNZIcGurpsJ5sbsqRncbr8RSXpdDTtzbojA8PRdUFJDWWSiB6IhWcZZ4W/uMzm8shTNfYreox/RGb44ZzNSJUC2MWyM1YmJPDx6MC3PhdpcdAPfdkQiLNyXwYpZBFEH7eL4USsNMiSrS4x/8nYXCkbphr01D67zesPlHm8fmY/mUhjc7dsdXKornDVTajhgOHAE8WBbB+m64TkJ0KkyIBppD0UWS2tLYcOHwG6IS4jeYI3ELsPHjxw9OhR3HL09vaBkRBYSY41FVIhPQ8QDggEIAEuseJrbmYWGwOl1tBKAMmKTk8MD2L0W7i4TSIg4iGJHo8wXRIlrtnQm2GNiah9t6eH+IjgPMUSEhUW8E/FpNMlrp11dIKiWGyGV5CqSgTKleCqndUyKpI6ZyetqBqgDggEcNJ5Zc/MhyFoqz2Uic+FKD/wOa7QixI/1SYoAkJEONZyJFoO5F3cIoAkKQAwcAPNjTdEYMFbZ2cngI0S4n0EZCvMUAezZKrLZ1kdvBfJHmqoCkXuzaeaf72R/m7u7LNz8/cGBqtr6sAAvETs2URjJQZswigOGGVd6xBdUKYQdZl1QTjrCx2q4siJ14pZLBoeUFN5RdnBQwfbbrbiOXBpaVWNNqQiGqOjDH9SdyEjlDQ1daGICcpAJaVcaAgSEAt/FYenvPksAlElFJIuhwtcQbuqq6ttamrct7epoa6W7RCGhoZRz6JHyqVVKXZ9khwhTjpZyBlLxJO4xbeVl5eBo9A506wBYqo6oG4Z+illc3MzNrekmV+Yx1ENbRX8poqRq3OuGDkhgXtdd1YryNHY2Hj6zBnWN+JMZHIK215xly8ebljcKE2OVyYO+mkw8IrE0CFYABtygyYu9Gji8nWjN0MXzTb3La0tbrcTsEQiFo7SpvkA0LIyhYLqGlCGrgxn/XyWOIHk22RFGTxEwX78xHEmcSDFMTo4ePXKVXR3qtYqMy2/6HwLnQWnya5r4uOnpbUVK9yLF9+/fv06n5uUPwdBCyU1YYYDhgObOSCOiemVGLhz/cbmGE/+PZ1Orq/Lr6warnJ2MNIFMpckQwhOu+YnJ0LB2XhMTMnpHulBZT259Jw81l0qDpddNk+ouDx9sKPJjp2kkOaECk6GIenduRdyuqsXqxhQFwYUECBYNG42ZzLjVh765f1QArXLtpPumVxlhUUmQfmwyGBMwJWI1+X1eEvjrBSw00+WOFxltbWNDq8nsTydSsWFHNNtkq0spzOH4YDhwJPOAdW9SCVVd6MutAyqejx6lXRpeVnT3r2tbe0rq8Hyyuq9+1odjrG2tlZ8CeCkHmf0uEBEJ0Yq0IWIZ6r3mhyfAJ4dPnjwTvftK5evoOSHNhBOGSIShXxVlyrZinTHKjhEQSc24ZkkgqMURB1qQdeegwf2f/bZZyOjIyyTA7fQ0QnGg4jqfbmSJcDQs2MxLn0sVl386CAxANPjlsqQvk1Xk4Kg/GBnYeTY9bwoEz8M13kq+iCW9cpGlIJVKKJKTK+MFwc7yIx1QJgucA8+6+hor62tWVkJivpL5ZQtfd4fgXXAQIc41vP5/OgQEL5x84C2UI8KZCEoTRWXqFUV5XjRwDcw2gxQpTyU7Tazh/W2cgHyt2BgfoRN11SWql7/4nNk87/6q/8ltBa52XU7OD5O7hzykjbqu6BPuCaihgmZByQiIZp1wjQYJQFyUBmGGbSz773/4YFDh2rry/btrWpq2tO4p0GwitibiMUsNKEmNZdlgc4AOiOnY3VlWWdHHJWnWBXqQ8hLKdRmYEqnx52wXeLpvEWXNTsrOyVcv37tf//f/ubE8eOnjh8HrV269NEf/vApfNQ8z1LU6Dh7c/8/0JcKiztm8suw2+kaBoaxOFsv2ABRhw8emhibFEhJJMUjislbp0keP3GMnQPjycwENqCzMzRyASPkxtQG0xOstGNeQFWAYMASrYu3w3MxcUxnmDE5duz4Sy+94vV7hgZH3734PmgN3zq0Cu23hfqrn3gtEz9jiCKqqFJg9Y4glctQ3hL/cbv/3e9854UXngPr4fuGLeWZR0Bd9vnnX/T33wuHo8y/SCPXnIcI8xMOF2GQ/+QPfzhx8sSB/fvLy33vvPvx7956OxaNioUnENTFyg5kFXR9Ur9NB+GKIeA7eeNcnzp1kuYxOzfXP3Dvdne3tD2eCW/kNZvDcMBwYCcc2KEtxE5IPXlxZGSiVtJrazjG2jDBWHjoWImHlqMxtpaW+SHGBjWsod6i26MLJxo9qdvh98bcyxn86atFHDkGMdhJN8YIQtRcdyV5KdAm3Z/4+s+wdhnZCMlBWccLFpPOGtkik0JyYrEwP+n8xZASOszmeov2tR1taNzj9hR7vOVuT4m/uja1Ojc60ufApEitkZO89dBFxht72lxJcsU0fw0HDAeeBA7wZed/3PrLp0sSh/dsOf3BBx+w5ocpcxRfp0+f+S+/+EVdbQ1aJHxyAHXKystwxycyt3L7hkzZuKfx5MmTR48cQX7taGtfPHPm1q0uFiyxyEhlI52dJafCP9FQKXUcciEYSiMEbSDArD8rjq5d/wLtE2uTAuz5K1Ne4khCgR/oqa1MxG7AOoS+CNJKNqXvU9o8nhKqQAFirDJWh4yVRl9I5ynTklqGljCUD/BBzcqRXvpkliRRu2efRb9RESgJYNqHLSgAEt+VrHzjQmWn5fRN5MVHCPq0s2fPooGBpagKsRyTumi0IqxQHTbOVAIBn8eLaigWEeeTCipKf6zrqc+bqe/6XvQnYE7cwLz529+2NLe+/vov/vmf/xkLNOxCCxLLl70FXMkQQenlSp8JySubDEYAjuHhkd7eXrx47tu357vf/S4ONt9972JPX9+CeIOUCDQzWpQsfXz+eTQtAwP33nvnHW16KnlwQF0IywCnQmQwVNeSm46j8s1ean5CgTWN71+8GPB6z58789y5c+zLjLbro48+ykcC2SxUPjs76cIQV2re3X23urr6ueeeYbEiEwAL8wtKbcgWgmjeBMqCTk+dPHHkyOGKynKUzNe/uD44NIhOV7wsqvw48wPgcYceUhS5qQStAjiHnhatMssvX3n1VbzhV1SVsMxtcGj42vXPgdZ8LdJ0aMy0ZNXgc+UX5giPwIHyfjYchND+gUrj4+P37vW3t7WMj49VVVe1d7TfuXuHmRfsnJeXVmXphLxd+dB0epUVnwPKdif6tD2NjSUlPheO0Xw+OCBx1HILZhbcHi/x9Ie8IW/VwgkHh3rc4rPk4KFD8A0PkCyCBaeRnT42pTK3hgOGA/fngIFqW/ljdX2qy5buVgww9FiizmAlthaJZZIxRAhldii9sYxtMtDQvzOQuwSNOWLpRFREA5EhLLISGWFGYF92bkkGfh5DyilDosNfXFpeVZOON9nTcdkBlccZR8ruYiVwoNjP9KvANwXUeMIUX9ppY2I2lnGsJR3hhLOytKqovN5ZXGpbXZwYGRgZ7otFgy7ZWFWkBp2XKiiX5jAcMBx4SjnAopFoOoNVUnf3HRRcuGrY39mBa8cIAj6bXKXTuD2sq6tHtvvo0iVWJeFrpKG+/qWXX8aoCbcfaFR0qp/9+c8uf3a5v69fyd8iPirJkj4GcCKH2CMoOQ/bNi2zIrCigDpw8AAU2G93YGAAIKdfQ7ajlNTWobsrCUJ0FZlSkRVZWbrWzQcRIE5pKeeJkychqIkRCtZCMsajHZ4hEIJJKef1vGRzNmqBDRh+QYjGgZ3YvXsDcABTRqUpyhpJbs7VZsNADqPQ8+fPsa0l6AUPEPBwUzQtYrNYyB8owsotvBaBZkqEflDGIz54D5FIFCO39y9+8MorLmqE15YrV64MDQ2ypgv4rUwN1ysvIw13GpsxqSfjmWjRZFBSmC2PURRVXix0AH4snSotKyoqLoLnJ0+dYku0M9MzLC/kERxAZMfrJm4qWCuF7nR6aooWkiOrSTISkjcvQg+1qhRwKq9om1iDSgqoQyu9evUKejxM+9rbmzDZZerh448/Ua6YN6V4yNvu7ttYwOJXo7qyAuDxk5/+GHeLNAntjYbWy1IujDBr62rDa2t3uu/29fZh+Apj5SvIO/gGsIl99tnTtChUqSh8Ba7LQrIy/O8fOniYVWSTU/MjI6M3u7oGh4ZIKukFEfF3AylFNRuytc3oEFIxs3Dnzp2KilJWe2Jaub+znYINDg5xdru8iCXQoZAOmh7vMYmk4fD5MIduho0tzft4eudOP/pw1qOePXMGgn29vXzy+vtVZShwghZvHBtgUu3du48OhJChwSHmg1hVCJGCAK8AIRNkOGA4kMcBA9XymMFlvqJLPxH0pbtF+kA1nNic6K/ccX86kxCLdQY0iQBckqgqDtGwvPGmXF4c9rNbj7JZYC2yBmy6L5XMSCEpRdElbvuhw0wdD0pKyjK1DQFXPJNcc4nFOz88i7hLyqrKSottHgxPWFLMIKptPSgCI2mapR39vXcH+u8cPX62pSVZlanov31taLB7aXHMkVnDo7LKS0s2ltGElNgchgOGA08hB5j4B63RmcjMfSaNyMh8PECFZT90JiwhA3h0dh7Apu3mjRsoqerr65n7v3DhAi4cMD+7efPmX//1X586+cwP/uQH4ukhkSCcNVEoH0Twlt5SDpEEUUU5PYGAX7bWdbnQxhDANaiJMygICZuYAsIogdpRGrmWRUcE0v+5nMoxuhATuVL+qsicrVsVJp0nvSV1gQr6isamJvy5q0DpXlG68Ky8ooJ9oqi7tj1TXaHQ1P0sq7mwxrx69Tp7ZJ89d5bCXL58+cMPL93kNz4rAAAgAElEQVS+3Y2QShIUN+AEys8/Le9q+pxbW9sAumx18G//9q+XLn0I+KRCanTIFowOH1ZQjLKyUhyo4PYDByckpOI6hkXqUVyod2C3x2JxfF2+/fZb4ITvf//7oFDUpMjrlK1ALlnuCrs49OwjbFbDjSKoJiVVpWQ7ATQwNJgPPvgQVOZxe2kwLNl64YVzRF1aCiGdI7ijn0Q3CzRgqESlNsWO6krFpKqs6010fsIbZS6oci5QOIKkDByAAfWWyT1+/dp1n8dXW/d6dY24qJE3w350Ysf3CI6xsTEATGdnx4njx/bUV7/00vNLSyfgHgo9tlsAzINJPD4Pnjm6b3f/+7//GpekXAtvGco1m1Qp+HzKygLA+PDaUYxiGMKLiouBaqx/xMc+7J6emfvok08uXrw4MjxCK+WDkg+H/1KfbK13WB8+HIx/edE3bt64fv2KzyvvhY+SbwtSNFpemUwNZOnLHzTqgSI/20s8+8wz5587T/EG7vVf+vASC97+7M/+7Oy5c4BwNMyOrlurwTBbGhYsCYR4KZDl42WWBI1aW1vb3bt333rrLTiGzpmPp2BCE2g4YDhwfw4YqGbxh25VDxhWt0hfr6wEJEp2RKEzsrkDDU3t4XBZPL7KDJJTBjyi8ZPkamzjAvWYx+ap9BTVOHzF6RBepFinwRiP2EF8oSb4SqYqxVZc+vV0IpVOpFmrZsuEg8GZqcmZ0T5HBne97CjKMOdI23z1Dckib6C4zqcmIem/9VhLTytqNp8zFXBG7ZnIwsi14OQdv8+zGlyIx0JuR8iejjlkwQfFE3SXq45Vd3NhOGA48CRzAPkJ+U+frXoq5wfiWaS1teVHP/oRsASg9Xf/59+NjQ5j5oTmp72t/dnTz7IJGAt12BL3/LlzL1y4gBLs1q1bAwMDeBZ544030Ku8+OJ3/uQHf9K5vxNUg46OtTq4Y6A3hSCiHhZx5WUlqaQs9Gpra1c74cpqmjNnziDKQwf1C7IjII2CIUeyAQB5tbe3E6iKKiJlrsxpNChgMChDLReY/atD6Hx5yg/cODgwgLqPG2LIRleKA/hvQOjs3L/f5XIjOyZZEZRHDZs0yc/uuHnzFjoEQBp00KKwZA6IBR1KCNpEO8eiYeJxyxmCqNS+853vINH+4z/+I6aPOIagDMQXG0rRn3hZoBUJhzCw7Ohor6urwTNvX38/XijITcw+rWEnW5tH9ke9dwdMplS4WDx+/Bhmiu+++w4hejNiKyfqkruWOpJQrxnE+lV8a2iTDIFvarzL4EBFILTD6eYphoIrK6vHjh2Ffnt7G++cjcr5CUIT1/OLwyOjt253I7ijbITDGEbiCl/cnODSOJOhvZFbLvcH/+VlqlfBLGcGSz/Uej09Pa2trVCm2KACGVQf0QFa++Uvf3mvr/fY0SPPPHuqqCjQ3t7avG8f5MkO5x9379y9du3zWze7enp72QhOgnlG21A1CodCoyOjQJfyCn91dVFRtIiWzhvnWwPAhILBhYUllGmDQ2C0EZqcZoVutJCBCNRgFE2OhkyOzImAue5TOf11MKvARIxilGRHQs5gMBKqRq62XMf2V+BVCuVgx/6O1177HrVjXmZwcBAXlDiJpW3TPzz/rW+hnda46+L7H9zp6WVuBf+rTIhQEv15UmyP7D4n96zVxN4V70RvvfVbfL3gJYg8iMn5PsU2jwwHDAe244CBaps4Qw+of+uDFr2lBmO46s3YgVJpnGjJj8kzzHjsLrX5NX0QfRRTwGoyTSQDhJU4yxfUXCFDP77LXKJ7w69j9iAjNGNa4mC0IlR2YsG/VSIWjIYWI8F5e2aNnpnRCDuFjM0X8hWn6uts8Sg+gzFgp8PnES6BHbYk0NBpi7ltIZc9GF9ZTjnc+LHGnySGRuBAwJ6qhSBJNHi5Api/hgOGA08+B+iYdCWV1C5SMsIiM/rolw4fOoztFrZYyF7Ijki9X1y/HouK9SM7PuPhHRkREILsVVwUKC4qvnnr1rVr1+7du4d/AsS+u3fu4MScvu3o0WNt7W0sibnwwgUgAUZcOLRA0Cc5cjOalqNHDrGvLhI8fRDCK0ViXydEVaRbECPyHQI9gYiGKASQDhEZWSmniv3/t3duzXEc1x3fC8CLZZUVUrTlOIkiSyblxzzED6lyqpxUWc67Kq7yh8hzPofz5Mp7vkCkVEklSiXRKt0siSJpXkCRokUSFAEQxB3EZXfz+5+emZ2dnVnMLLDgAjhDcHam5/Tp0//uOX1O34YOMX7JgpwEOuwxD/lob3CcCgqPhUATGxtPcAXv37sHPWSa8GemKr6T1mut28YhTB5nuZopexJAnWqYke0TWttMYuTjbnhWDAHZOAmqW3YzVMCoA53daTO08vLLL+P4Mb0Qtrdv3/7wwz/ynWIbUlOGEBtX9ezPXjl37iy7ifDpFEYXn3/+9MLC/NTUDQZnYEL24R3lcTT6mREwioziAECk+vGP/5q1heSrAEB9BJyd3CnfN984CVZXLl8FcNxyLe5Ta6KZIBY3nGsLj/HcF1lwyFfCp6ZuMtbEJjGUIBVp48kGW4ben/7u6rVrGo+an0cGHAm+2sxw3N/97TdfT92cefgdxWONlHpMrUCKRMuGkykmJX7w/vvf3P6G7zjLea7IIcux9x6fhEVffBqCr00/nJ1hRJT6SSWhOpE0g1d3797DBWWMlDfL1pdRb8mB6givBptk8sqwahF3CMaCT3vb6Ht9cGaEE9CAgtmwy6urqqO2F0uvCDXeuPfee/f06edv3LjOnquwVUp57mgXOqGg0qE/AtuDfgNmM4Z3gQqAbCwhow/hpZdefumln/ItCpJ+iAwrS5evXL7D5zeWl6kzUF66fBmZyBrzo8+9+uqZH72ArkBbsL4Ud473lxmtpBLGOUGGLh46WRjIvXu3hbR46bwLmez4rSPgCFRCwF21DFyottAbF2l7NaFSd7QiW+zGVMP7aq+vLMyurs5ubC7gqrHATEpZBKi1oKMVgU7YznG2uG62t1ZanSetziYTJm0OPR1+UqfqdKaXV32VYTpiW9YHnJ4sra/MbqzP1doo7jVcMiwUmwfUqW2vLD+eoZXbfLKMY9bUQBmzKreatS2E5qJR22zUNqz3Sh/ERCC64Sw6HPQX+2yZXPutI+AIHBUEnvvBD77/LAuLmIH1fVbanD51ipx/8umnX9/8mk85TeLGqQucDxyzurXNjDV8HiZDPnPye7MzM2+++SYOCTOs6HzCycFOZbrg3fvTv/td/eev/vwnDB2cOsV+Erfv3IEnTFjSs7x8At+Mjzvh8rHyjc3BcQJxDtlYkuRYAIMhiKYK6GMBY6oym44ZmKlRteCzQdJieRJLfUy2rlEa4pqKUyBuBkJiHCMe5+DUsfcjBi7MseZnZ2e+++6vWHuGWc8nsOjRwnSVFoeFZjhoqhiPSIWhQOxcU+yybq11kF7F08DSBUD8T2Y8cjpx8thXX11kyHFtjf41TZIEHwmztcmMToYK2TD93NlXzjz/LBPe2BmSwSUWEYWZn7H8IUecIzTi8D34RXiyM/94nlVD2OW4DbjEFBDg53En1yrcd9555/z58zQjGlVTp2NaMK7JYJBZPLDmb359i1036B/klk1iMNzxwykChu+STB1j53tu6o1LOAGXrxybmARxvnZ9Qlti5goj5kUHxcQjvNC3336bOaWh0hYRDxGOV0Us3HW2ZMQ54avreO8aJz15Ej+NumS1VIOrkNEzCqpWjzT6avjUl5ZWPv/8C75bDQE9ESZDBBqVBEjxo/QKUBYUkrXa1B8ujDI6/elPn/FHVYQ+7MgqCPvIAnU3plZW4KRpz8bNTWWEA/mZdfzcc6fp76D/5QUtynzhzJkfUic/+ujj6zeu8b7zmsip4y2o1e7em55/vDD19a3XX38dPXDmhz96+ZWf4Zez1wh5n7x1i0yptvODfJOTFDruGUOEdP24kxYw97MjsEsE3FXLAIhq6io63ChmDEZBdSYiMo1wnf7E9aUH66uPnmwu0T+GL2SOHHy4UFNmrhGuGuuI5TW11h40GS5rr+FKMb/RnDoR46ChSFHJ2AZEoo1h9+nVxe8W7l6du39jZeFevb3GZpP0YpqIKP6tlcWHt1aXb15vrq0vT9TW2X2SRxOdzUnbtb9hriDddSx+Q6Fjl9BaaI0B7mDU9oespTJorP3kCDgChxcBrD58IVnVnBlMw7tgIwQMNfZ4/PLiRczcrc2ttfW1MMaCuWkjBh1GD86y78fZc6iUL764qG/yzs1hnMmIZMJ1s8FmdlytrK3hdPzhD//9m3/7zbmzZ9966y2mPNGnbh9SwzrEVF368uKlhzMzv/jFP/7yl/98/vy7DCO8+NJP/3jhwr3797QJIx4U2q+JqYot29zY3MKBuXbteuKqmWoN5dNmDPAnf8P4DcNi7J0YdCOPEp3GRZ2N9dmR/C/ffnvzJnYka3JkcaJHueBv5uHcl19c/OD9C/Bnd3KscKxMLGVt6mQLgE1bsr/INnG53tzcwisNtrhSwg+hXah3GDhiVttrr72GO3r50uVr168tLS0yEEEUZktaWvoEcKuzzZDIX+7cuXLp8m///fVf//pfZ+fmP/r4szf+9/+WVlY191KfI1DbMeoaiORspoJXgI/K6BYXGX8gARGk5AbIaUU6CpFVRny/K/gPyCkXFIG79HbP1u9Y6tQKUKXOsB388kq0Eq/emKQVUn0xj05XoSeRkToQwlVuNpmlQiwuMmyNd/okVznApSUATP2nytbqbNCy/iSaMWvtajpKpeuQPknAFTEVF2+KXezxqpCaRV94X/wBIE4pc1eoYlQv1S1tDcMgMHHUEwsHMscDBjBD8WpSonxjyFQbmWzLbMYOn7FusrEHKyF5F+Q8U9+oSEFoy6wuqZDUVdUrUuJ/H/6BnrO4RwdmgCo/w6Es6lteXgVk9rM5dep5Fi7irm9ubdB1cv7d83xzD6caIG3xpPKMGKGvAQkZYWZs8Pe//y82OD137tyvfvUvvDvMC/34408YepWlwce4WYrWqa1Q5Ovr1AwqPkyQM0IwFij1mxIzFeqXjoAj0I+Au2qoU6nXGBqUVKQiLZD2m03xtUkSa8k21xenrnx+ot56sjLT2mC8i45G6KO/Br6ZbRxCFDSXtgnZWqmtTE998R59ihtLDztb66hu+U1xcqELkWZffV9qorZXF+9OXV5m5+v2kxV5cVKCgT8R21sbK1sbqzDHu7MdHaW4l+dnp7+5RU/z7Mw9GgnmlqOZSQEymSfaxgsOyZG+TgL9whFwBA4fAl21xpiKrGN9G/rJ9PQDxqwYGMDjYfwKx0nuBwa4lotpDRgWG13mfNd47tHCypdfMYbGBC08Lg2toNiMK+6FFBnXdD4xuW527sIHF27dvMX6K3rT2UISZmgn2GoNbqv24OHcp59/tbi8fvXqNYy/b5kPN0tvlxmuEMkI7uB9MUcOsxLf5smmDEeeBNlMZ+r2mzt32bzwyp+vf/vtXQvs5tFUsaSam1/AF2KPyoWlFezhoGbNIdQC4a2NrUezj7E1W+yczrcD8LqajbnHi1eu3mATP+aAbWy3jx/na9dixR8+pJwWWe0SAH2K0FjVzcnmsROTn3wma5WVaYvgs2XGu7SyrGkgqjFkx1otlgy12vemp999/8L8whJuElvz3f9uljEk8dX64fRhqVjK6dDdXyNWMKCjjPRyVKoJloI93NM2KS/cWTupC6OzvYrjtlLVAJzwA8mPdpDXrTgYl7iMeaTIVBptaWGXAMvEVAIIVCRtlxUdJmRKIAVHt3GVACMjZwSYh+FssRUepWD3ZU/ib2lY96aVfvC4yBHuEyLiZFJpYn6S2wZg1RUSakfACQIkkHA2SKsM2kE9sBS4VX2S70o9CwaDfYedAFjJeY8za2ASqNG3wEQg8zjmGQKTsx5xY8BgBfA2URk//PDDuUePLl66Mv94iXRxj69c/TPDX1TLhUVmMz7GfmCQMOQidgXJrBgRHZa4pOiKqakp6vmcfX+c2cXsL7KxoQ+xITXvQ6hXvFUmjEkhMXThhyPgCOwGgfp//sdvtxav/MMrzzxTfzTR0UANLxf6YzdMD3xcdAu6R9lA27KfR5PGF1XERALN9mbzjw3WcgSdi2q1PY21eSP9V+AGPa2aeojZqRHvjQ45VPIGu/ZjLZn2TpzDrj621NSxy5idGjsWS8A2lIJa8yhcZFY+UtR0v7FJVPPEydMnvnd6dY2ZGKut9ibBdMDJRQvxDnxhjCoDLLZoN06s185cvLn2P29eOf3iP7UaJ8EcwyRYGKNK2Pk6AvuKgMwljmBIhWv8lnBBYAhX73tsbKJc2Fr99KnTTHPC4aG7nUfBCg+x0mfpSTMn8c2w/CBENcEBXRUlbDoLKuaGsezLeutRjFoPBlvNs0LPKgIfAj724t+/yFcBQh8/4bFICSfNJCQV5oCZRWjxRBasQ2JwSCIe4CHYbLToUZAThjyyUTJEFVtcWLq02AIB7xSvFY8Us5Vw6YHUEZIgDqmFmQ6s9GNLTCbF4e2aN8L4mLKeiggH6Imk6WSkG3Zmx8ZliAPVrfZFDU2Su5CekrC/HgFSsuzrJWLHpUC6CBZJZULbKQ4hhwklsURtCHMOxLL5+w5rabsPuld9lHFASJS7iDa5jwn0W4JPmjx9neGnNjtwC613mlTXCjUSOVDdI9zhxfSVL2Q9lEmcAFq4TZBMnpa8EHfLgU50K2xv4ZJhhBw7fmJlZY1xSxYKMvmZaboapGM0u87MVa2fJ3UqL6+yfi0xy3nIne4ZX0WqBhNWLQWKOzjhqtmp4raofnIEHIHdIiCzn/Fpukrv3vFRtTw0I03Hj7ldtM3SU6izTbpiUUy2xiytt9HG3OrPtDY8Q+ciRkV7Q/s1qc9YXCNtHmnq6MdEQD0ymQIasYguTA6FEJY4z1xH8UJjv77OXKA1TIF2a9MWR5BSsE4isrwcepgj4AgcEQTQA9IkwZziQgoiXrjFrbkfKK8edcF2F/yZDUaHupauYYb3UKTACz1QWH64QLbVrbSfFF4w0WOFRaIE8giGdENh+YUtBBNO9Osz3MQtLhZncdARqcFwzQStILzd5p+IyMFwB5RJrgNpEEzzLWNPjJzxWTOcUvZRIBDrlbOGSmLhU2nIhjXeEmnhMTtpLAaGllaH7BMeOFv0ILnNRbeMQ88QhvGnRRCrIkhTiY7VZVfe7lUsoLITe2uW/egBgf3EcaS4MUvuq18MYF6dGTHgl65yXQmLS8tEyJOj8MFQkpWJhOhpORmLYws0JuesrS+EpW70vMzPP+Ka1xCGervVaxDVW8ybJJWYTxRCB3SCBUG8XPReh4IORZ9E9AtHwBHYWwTcVSvG03rDbDhLpggjZPhCuFP1GqBp/nd8aIoDig4/jU7VOBDdxadRdIdnZ8useZS4WzFVt0nAepLSU4cWOlQxUylIZYpzWK4dIsPLfEbI6Khmq2s+E8Rz9eIlQiTJ+IUj4AgcYQS6KkF2s/rR2b0WTSGNlPvpZQjwl+RTQWR+C8qFBWr9GIqdabbmpJbZSIuZ/ZehtP4j/B82udUHnXga9913CS2hYD52Xamg+hIiXCnNFTfhLanwpJtBu1fWijw6UpciTfrVNAetwXopnVva/jFJK31hKZIKsUEu9IXVsHqhCfLYBLCMGAkDjT+QaXxAmwohP9aEL6JPIj79iyBogRxZ+SEOhZtHb9573oOKYdlEK0YvQ14picHEg5+WEWY3NEwGavLKaGWE7amT8OJVZYSNlzHx2ZJHvReR/LwdVH7r1lEIcXHq0BJw4La40HuZ+Z0j4AgMhYC7asWwRY2OFFNQTmrDaaflmaX8KD3Uc87W+tsV8yFDmFyuFirOeroyRkCaicUyC8Z6fMWtx1uz23SPFxRxI8oqZBRv2GIrk4TY+uEIOAJHGYF+Q6p32CqLDYol3V8eHgebLEva1ULqng/+WD8NIZFbaIZdUFxJEjG93DxzhPrN/aBjpTAtlvgFPy3WgTEP+w1pcc48jVWy9oAIEaRkrUsOtsgfIvIoE5GQ5JFdixM0KOQgMLdEz+uMEzmUQWzwMakIVHj4OXznfvQOXx5HkaNR4Ea1TMyGTB226cGkmbVDcrNm1ZsqK3r4UJ8ho5cnrtL972wuGw90BByBYRBwV20gavEMADW3ke9kek3fALVGXoFJiwsNB7dhFIyxOLQaIQx12cIzPU6IB+hHktLgmJjp4CL8cV0UC8sjTWbx/OQIOAKOgDkVAQb8ipHikbYFh06oQMh+1UfIaLMzdBb6Ih4UOfsE94BDjUDBu1aY5/4XPAkp6fIVsvYHjoAjUIyAu2rF2KSeyDOTlRNaXG1IEV8HovAI70oDbkaEGQENe41oxiQ3ZlYE2wK3So/sL5VGcimPLziGgW0485jw3IPNJpPBNGgkrB+OgCPgCGQQSMypqiZahs/+3hbpPVO0+yuKp+YIHD4E0AaJZjh8ufMcOQKHAAF31coVorlb5p51R7vimIklwUX0NJohGTttsV8ngtRfzGDn3yiJ6CdLj58WXLXAPPvY7x0BR8ARGHsEyrteKLryxN18F+jPLkG5q0zS6dsg2C7T2WX0cplwKkfAEXAEHIEDgsCE5uhxaGerAyLyUxFTKJFwjFHPKFYqPCGIHDJF0gCZDZKZ4HCwzUYG5ELuXqb5F3XvArl0/DBGZyTpYL92BBwBRyAPgXHtRE/rvTy5o7CSZD0cpLuHidfDJL4Ro7yRSRKJ24iYdNjfPZN1WAGGjDeuVWvI7BzWaF5Mh7VkPV+HEgEfVStVrGo2C1ff5rfNwTLo9dPEpVR6XaIe+p6bmCaeXxnf+68j4Ag4AgcPgYPinAyQM1dDD1ESA5IYgptHcQQcAUfAETjACLirNqrCo7ENzt0etrp7yGpU2Xa+joAj4Ag4AsMj4Gp+eOw8piPgCDgChw+BtKu2Vz2Chw+lIXPkTe6QwHk0R8ARcAQOHgKu8g9embnEjoAj4AiMOQLJzoFjLqeL5wg4Ao6AI+AIOAKOgCPgCDgCjsARQiB21Wwri/reLbs+QhB6Vg8DAt4dfhhK0fPgCDgCjoAj4Ag4Ao7AYUIgdtXIU3dXw8OUQc+LIzAAAZ/0OwAcf+QIOAKOgCPgCDgCjoAj8DQRmOjaquwkaGNrhCiQYYbuMxOx+sCDPubshyMwdghQL6nN1PhGPJBMSPJXvaKPXQZzBRribTzQUBTu2ZqLzhBZrQSo8R8ikVxhPdARcAQcAUdgAAKV1PMAPk/xkbcXTxH8IerPCMtrIvpmM05Vp93WZ8Ca3c3fk3SR2a4ryZ7EfopgH+mk5ShXKrEjhRbINK1aM7BsVTXAdchBq1QfDvYbrNqv0ix9dD9+WCqK8S9FGRGFTzNWieG0joAj4Ag4AkMgUN1iHSKRkUap1HqNVJKjyLx6/RlteU1gzCMTidQ1psZ//ukiWzj6ALOvZcui4vcHGQEqOV8Ptz+9ZfEf70Nf9T/I2UxkDxlMbstcmL4qQziONEPkd9TZONB4jhoc5+8IOAKOwF4hkGfH7hXv0fMxG8Tbi9EDXZhCtfoz6vKa0AywjsYXGFxoYLZ2WtSOXJ9Mhg/CVzlM+ioRnHYPEVBhVSuvPUx8vFlRManj7Vp9u1bbrtVbJq3DNd6FVlE6Vf0qCqjqqzJq/hWz6+SOgCPgCDgCjoAjcAgRmGh2WNERjaTVNcKAq8Y8yCZWTuKXabRNgVUMn2pm0iFE1rM0tghgZFvtpj7jrVHn0xW7ajUf21y6YCPvqKjo3VUk9wJ0BBwBR8ARcAQcgaOKQGyb1iea9c52u93ptHHX2jJTG4yzMQtSp64JG/UgV1ptEU+kJC23UY5qRRvTfKt+2ztAlwQjyvz54QgcVARibV5N/iOolIcDqh/WXOiqMs9l0p+WhxwdBCpVIa8/R6dieE73BIHc92uc3yMETsSbqGvmI7c2/7EzoSVr2jgtECRkuwFqT5jsRoB03NzCShMcpuuxQn6sgBUyeGuNTr3Bvw5/NrRmP+qPOJzVhHecIcTyR9AM5enHjbJh0wQqSFW12Ku/YJVSKMs+pqvEHFhCb0UFfOJ2oVKUcSHmrd6jFzvGuzdnxjy3CPLpq+JvXHL598ox/B31oUjU4ZmOd8xqeFaqPwZmBTyr189DUF7V8K9YlyqAX5HzfpBTfyqhUzW3xrxqpP3I+IjSKH6/it6javYSo1xD6c/cQo7KxWY4huvORLsz2alN1jqTtdoJc9gwU1udGgNsfTVFJmyFokUElr6NCPeKbBEbSewvXFaMf8DIozzyE/7GpBTGC8VGp93QfqeMK3PGrNfRM+03W3sDyXjlooo0VIOqWahKX0WckdHG+Yx/d0qITFZ6QwLfAE2VuMSrkI51otFa9B9ZPnGTng3vj5kOaddhTutStU4cvCoR57HNK1+lvNJoda9takkuCDDP7QrpbzclUcC/y3fnK5hXkD9XxAGJYGogFdZG1YgDeO76EUCVP6oKHteLnVIIdFa4pfBHDosi060MnrEcoX5qsclgiahP4kxPY7X2fQe2gxMdwdM433vNelR891rOnfhRXpWKjHzLQOdn8BFoaF9UiyqmMZjzeD6N85jV/wGH/nYwpo9/K+SqPJ4wD0dREUs6/kuDWCfjxHb92Eb92bX66Xb9eKO2qUmP9XYwWDM8VK5q3Xc+4B46MBNxdo6zHxSIYxJlMrYfSe97GsqjCnrfEz4wCTZqrUa9uVF7bqu+0K5NGli0xDSA28WojVmNLgs2GQqSV5I/wJDELZvYU6dDU6HdEIMpAr3CFBes6UVpv7xXJnBLWMVEmiNe5ZAGLUdvKdgqYpMnEyvLh1xZxiDLUOanFkw9zZ8wgAaB0sMgYZ5c9Dwe25tQH8hrVCuGFRSgBDGo5bkztoAg15SPy6c3XeRpl60PiomrYN4CIpQtsdLlJAt6q9cAAARdSURBVJ7GPLTvpeP15mhv7yi1qgwz7+lO0fPLpT9WjHh5/BWD/u64K2QHPIeon4gu9aCF1hWOivhU4DwUaVn8qzKPyiss6KkaeWzogyse6sZgoaL6g9HdqVAfghIrw39w6uP/NMInT/+rCmrxF6NTkc1AdpJrax7L5q8KniSbbqp1mzq66oIXNqh9LnDVJj6+dO/2vZnjzc1GbYsHELbkzvUf9bpcNR51eQUimzPZTw9tKdcuiUnjlVwf+gvQLJPHQmzLRN4jGiv3iNduyijNp6po6XTTfNLhJXlSfang9Ck1G82t9sPZhc2ltdbWg+lWbYInDd6KvlpuhaV4JZMIZEOXXagbjWioL0qTJaUZtgl/6EOUhCB5FEW2nzRNOrwAwx6eafr+6yLO/ZS7CckAkrBKkElCuOh/u2yKQrFGkt3MH/HMpInjW/uXq5eoQcXc0qJE1xUrT9RrnsOokac6pNNTrmluBejlFeewN7T4LuATzsVU+/ikqD6kRUjqRjwKkX446Fr1IK/E1HjmxWvS2MVvKM/BP7wUwqu3vGALc+sXsOqWl0peCmXpQlzkrBRBTbtZM5FgeRLsb1i+S1wkg1X+bo53rhudBjZaEbfc8ErIGGvkCX+5/HoCaY5KdoXH0YpqYvy89xd82Icg90jekdyn5QOLdE66deiWi+HPAoR2n9VXhs+OUtlrmvumYpXnljuB3fB0m5i2N1LpImY+/xRNz2VBuuZ19xBSZxh1b7ajT792a3UPVe+N9H8t7GXd+yDnjmzi12lfikrHXtWTokS7daOXYk/SLdL/cofyylG1Ib+e9JdXJG6pchJtVNNM/Sj9nuym1J50B9+7brc21tfqb739xvT0g0a9NVFvNWqMJ9DaN3DV8lJNWwI9zHNNB0k0Xq5aLyI9OXgKN0X1ICNKkdrKkBXc5hVjAemA4LQMJcXO5Va1PqSZpNVimk86PE0/4FovAI/V0lGlO42Jie3ORKvGTGD5Roy2TUTGWKbCYGGFqJnwAUlVe8RbGSLUTYnmQp0ui4SeWI1mtDlKIEg/ioWoLDbr+OK4Y/GbCwiSpTEZICjly18xQVK4Pbm2WpLTJJvqH8CtOJ1yT6y29UiSxMvFwVS+6nU4dsQkOAwxeZnfgA+bpkLMdb5sZRjtFU0uDhnmwkHjDwxANPjLPB1wS/ZycxhQ6I/IEH2uD4ea6ZaKRRNnBSFVTr3q5zxcSJGcRdzoomrI1R+D8rXyGlD/c7MQ1X+LC8HAukE2ISe7uSWcy16FWJoctphQoeRL4BnVzyFMc+qP5SVf5J5QZbgguzvqih5Gu7uxcpHMNhlZ72P51AeWab9YYXvn/vCiuiGEEuq0VPnpMvssz8RPOPRf5PMpQAA/Td67auoOR0wTRn13IE4eD6gPCU3mIo1J5tFIb/OMGSUYzKSdk47eL/k1/cR0sLEGJrQRmaeVyisTt+DWyooTpggFICJEykhFsD2xH9Qg3Rmt7e3/B/2BUPiG8i4BAAAAAElFTkSuQmCC diff --git a/Computer-Network/4-transport-layer-ex.md b/Computer-Network/4-transport-layer-ex.md index 7f96429..d5b2d31 100644 --- a/Computer-Network/4-transport-layer-ex.md +++ b/Computer-Network/4-transport-layer-ex.md @@ -1,2 +1,63 @@ # 传输层 +## 基本概念 + +**例题** 可靠传输协议中的“可靠”指的是()。 + +$A.$使用面向连接的会话 + +$B.$使用尽力而为的传输 + +$C.$使用滑动窗口来维持可靠性 + +$D.$使用确认机制来确保传输的数据不丢失 + +解：$D$。如果一个协议使用确认机制对传输的数据进行确认，那么可以认为它是一个可靠的协议;如果一个协议采用“尽力而为”的传输方式，那么是不可靠的。例如，$TCP$对传输的报文段提供确认，因此是可靠的传输协议；而$UDP$不提供确认，因此是不可靠的传输协议。 + +**例题** 若用户程序使用$UDP$进行数据传输，则()层协议必须承担可靠性方面的全部工作。 + +$A.$数据链路层 + +$B.$网际层 + +$C.$传输层 + +$D.$应用层 + +解：$D$。传输层协议需要具有的主要功能包括：创建进程到进程的通信；提供流量控制机制。$UDP$在一个低的水平上完成以上功能，使用端口号完成进程到进程的通信，但在传送数据时没有流量控制机制，也没有确认，而且只提供有限的差错控制。因此$UDP$是一个无连接、不可靠的传输层协议。如果用户应用程序使用$UDP$进行数据传输，那么必须在传输层的上层即应用层提供可靠性方面的全部工作。 + +## UDP协议 + +### UDP协议概念 + +**例题** 下列网络应用中，()不适合使用$UDP$协议。 + +$A.$客户机/服务器领域 + +$B.$远程调用 + +$C.$实时多媒体应用 + +$D.$远程登录 + +解：$D$。$UDP$的特点是开销小，时间性能好且易于实现。在客户/服务器中，它们之间的请求都很短，使用$UDP$不仅编码简单，而且只需要很少的消息；远程调用使用$UDP$的理由和客户/服务器模型一样；对于实时多媒体应用，需要保证数据及时传送，而比例不大的错误是可以容忍的，所以使用$UDP$也是合适的，而且使用$UDP$协议可以实现多播，给多个客户端服务﹔而远程登录，需要密码和账户，必须保证安全性，需要依靠一个客户端到服务器的可靠连接，使用$UDP$是不合适的。 + +### UDP帧格式 + +**例题** 一个$UDP$首部的信息（十六进制表示）为$0xF7\,21\,00\,45\,00\,2C\,E8\,27$。 + +1）源端口、目的端口、数据报总长度、数据部分长度分别是什么？ + +2）该$UDP$数据报是从客户发送给服务器还是从服务器发送给客户？使用该$UDP$服务的程序使用的是哪个应用层协议？ + +解： + +1）第$1$、$2$个字节为源端口，即$F7\,21$，转换成十进制数为$63265$。第$3$、$4$个字节为目的端 +口，即$00\,45$，转换成十进制数为$69$。第$5$、$6$个字节为$UDP$长度（包含首部和数据部分），即$00\,2C$，转换成十进制数为$44$，数据报总长度为$44B$，数据部分长度为$44-8=36B$。 + +2）由1）可知，该$UDP$数据报的源端口号为$63265$，目的端口号为$69$，前一个为客户端使 +用的端口号，后一个为熟知的$TFTP$协议的端口，可知该数据报是客户发给服务器的。 + +## TCP协议 + + diff --git a/Computer-Network/4-transport-layer.md b/Computer-Network/4-transport-layer.md index bc34c39..4980018 100644 --- a/Computer-Network/4-transport-layer.md +++ b/Computer-Network/4-transport-layer.md @@ -4,6 +4,8 @@ 传输层只有主机才有，而路由器这种中间设备至多只有物理层、数据链路层和网络层三层架构。 +是面向通信的最高层，也是用户功能的最底层。 + ### 传输层的功能 1. 传输层提供进程与进程之间的逻辑通信。 @@ -12,21 +14,22 @@ ### 寻址与端口 -+ 端口（逻辑端口/软件端口）：是传输层的SAP，标识主机中的应用进程。 ++ 端口（逻辑端口/软件端口）：是传输层的$SAP$，标识主机中的应用进程。 + 每一个端口有用于区分的端口号，只有本地意义，因特网中不同主机的相同端口号无联系。 -+ 端口号长度为16bit，能标识65536个不同的端口号。 ++ 端口号长度为$16bit$，能标识$65536$个不同的端口号。 + 端口号按范围划分可以分为： + 服务端使用的端口号： - + 熟知端口号（0-1023）：给TCP/IP最重要的一些应用程序，让所有用户都知道。 - + 登记端口号（1024-49151）：为没有熟知端口号的应用程序使用。 + + 熟知端口号（$0-1023$）：给$TCP/IP$最重要的一些应用程序，让所有用户都知道。 + + 登记端口号（$1024-49151$）：为没有熟知端口号的应用程序使用。 + 客户端使用的端口号：仅在客户进程运行时才系统动态分配。 -+ 套接字Socket=(主机IP地址,端口号)。唯一标识了网络中的一个主机和它上面的一个进程。 ++ 套接字$Socket$=(主机$IP$地址,端口号)。唯一标识了网络中的一个主机和它上面的一个进程。 常用的端口号： 应用程序|熟知端口号 :-----:|:------: -FTP|21 +FTP数据|20 +FTP控制|21 TELNET|23 SMTP|25 DNS|53 @@ -37,52 +40,54 @@ HTTPS|443 ## UDP协议 -用户数据报协议只在IP数据报服务之上添加了很少的功能，即只有复用分用与差错检测功能。 +用户数据报协议只在$IP$数据报服务之上添加了两个功能，即只有复用分用与差错检测功能。 ### 主要特点 1. 无连接，减少开销和发送数据之前的时延。 2. 使用最大努力交付，而非保证可靠交付。 -3. 面向报文（不对报文拆分，应用层给多长报文，UDP就会照样一次发送一个完整报文），适合一次性传输少量数据的网络应用。 +3. 面向报文（不对报文拆分，应用层给多长报文，$UDP$就会照样一次发送一个完整报文），适合一次性传输少量数据的网络应用。 4. 无拥塞控制，适合很多实时应用，实时应用延迟要求高，需要立即响应。 5. 支持一对一、一对多、多对一、多对多的交互通信。 -6. 首部开销小，8B，而TCP20B。 +6. 首部开销小，$8B$，而$TCP$需要$20B$。 + +因为$UDP$不保证可靠性，所以其可靠性由应用层完成。 ### UDP数据报格式 ![UDP数据报格式][UDPformat] -+ 源端口号：如果不需要回应，可以不填，即是全0的。 -+ 目的端口号：是必填的。分用时，如果找不到对应的目的端口号就丢弃该报文，并向发送方发送ICMP端口不可达差错报告报文。 -+ UDP长度：整个UDP用户数据报的长度，首部加上数据部分。 -+ UDP检验和：检测整个UDP数据报是否有错，错就丢弃。 ++ 源端口号：需要对方回应时选用，如果不需要回应，可以不填，即是全$0$的。 ++ 目的端口号：是必填的。分用时，如果找不到对应的目的端口号就丢弃该报文，并向发送方发送$ICMP$端口不可达差错报告报文。 ++ $UDP$长度：整个$UDP$用户数据报的长度，首部加上数据部分。最小值为$8$。 ++ $UDP$检验和：检测整个$UDP$数据报是否有错，错就丢弃。若不想校验则是全$0$。 -具体的UDP数据报格式如下： +### UDP协议校验和 + +具体的$UDP$数据报格式如下： ![UDP具体格式][UDPspecificformat] + 伪首部只有在计算检验和时才出现，不向下传达也不向上提交。 -+ 其中的17代表封装UDP报文的IP数据报首部协议字段是17。 -+ UDP长度是UDP首部8B加上数据长度，不包括伪首部。 - -### UDP协议校验和 - -![UDP校验][UDPcheck] ++ 其中的$17$代表封装$UDP$报文的$IP$数据报首部协议字段是$17$。 ++ $UDP$长度是$UDP$首部$8B$加上数据长度，不包括伪首部。 发送端： -1. 填上伪首部。 -2. 全0填充检验和字段。 -3. 全0填充数据部分，UDP数据报要看成许多4B的字符串连接一起。 +1. 填上$12B$的伪首部。 +2. 全$0$填充检验和字段。 +3. $UDP$数据报要看成许多$16$位的字符串连接一起，全$0$填充数据部分末尾，使数据报成为偶数个字节。 4. 伪首部+首部+数据部分采用二进制反码求和。 5. 把和求反码填入校验和字段。 6. 去掉伪首部进行发送。 接收端： -1. 填上伪首部。 +1. 填上伪首部，若不是偶数个字节还要在末尾加$0$。 2. 伪首部+首部+数据部分采用二进制反码求和。 -3. 如果结果全为1则无差错，否则出错，丢弃或交给应用层并附上出错的警告。 +3. 如果结果全为$1$则无差错，否则出错，丢弃或交给应用层并附上出错的警告。 + +![UDP校验][UDPcheck] ## TCP协议 @@ -91,33 +96,37 @@ HTTPS|443 ### TCP协议主要特点 1. 是面向连接（虚连接）的传输层协议。 -2. 每一条TCP连接只能有两个端点，所以连接是一对一的。 +2. 每一条$TCP$连接只能有两个端点，所以连接是一对一的。 3. 提供可靠有序的服务，无差错不重复。 4. 提供全双工通信，包含发送缓存（准备发送的数据与已放送但是未确认的数据）与接受缓存（按序到达但是未被读取的数据与不按序到达的数据）。 -5. 面向字节流。TCP把应用程序交下来的数据看成一连串的无结构字节流。 +5. 面向字节流。$TCP$把应用程序交下来的数据看成一连串的无结构字节流。 ### TCP数据报格式 -![TCP数据报格式][TCPformat] +$TCP$传输的数据单位称为报文段。可以用来传输数据，也可以用来建立连接、释放连接、应答。长度位$4B$整数倍，默认最短为$20B$，报头最长为$60B$。 -+ 序号：在一个TCP连接中传送的字节流中的每一个字节都按顺序编号，本字段表示本报文段所发送数据的第一个字节的序号。 -+ 确认号：期望收到对方下一个报文段的,第一个数据字节的序号。若确认号为N，则证明到序号N-1为止的所有数据都已正确收到。 -+ 数据偏移（首部长度）：TCP报文段的数据起始处距离TCP报文段的起始处有多远，即TCP报头的长度。以4B位单位，即1个数值是4B。 +![TCP报文段格式][TCPformat] -还有六个控制位，除了PSH和RST位都较重要： ++ 源端口和目的端口：各$2B$。 ++ 序号：在一个$TCP$连接中传送的字节流中的每一个字节都按顺序编号，本字段表示本报文段所发送数据的第一个字节的序号。范围为$0\sim2^{32}-1$。 ++ 确认号：期望收到对方下一个报文段的第一个数据字节的序号。若确认号为$N$，则证明到序号$N-1$为止的所有数据都已正确收到。 ++ 数据偏移（首部长度）：$TCP$报文段的数据起始处距离$TCP$报文段的起始处有多远，即$TCP$报头的长度。以$4B$位单位，即$1$个数值是$4B$。，最大值为$15$，达到$TCP$首部的最大值$60B$。 ++ 保留：目前为$0$。 -1. 紧急位URG：URG=1时， 标明此报文段中有紧急数据，是高优先级的数据，应尽快传送，不用在缓存里排队，配合紧急指针字段使用。 -2. 确认位ACK：ACK=1时确认号有效，在连接建立后所有传送的报文段都必须把ACK置为1。 -3. 推送位PSH：PSH=1时，接收方尽快交付接收应用进程，不再等到缓存填满再向上交付。如果没有PSH，一般都是接收方缓存满了之后再将数据发送到主机。 -4. 复位RST：RST=1时， 表明TCP连接中出现严重差错，必须释放连接，然后再重新建立传输链接。 -5. 同步位SYN：SYN=1时，表明是一个连接请求/连接接受报文。 -6. 终止位FIN：FIN=1时，表明此报文段文送方数据已发完，要求释放连接。 +还有六个控制位，除了$PSH$和$RST$位都较重要： -+ 窗口：指的是发送本报文段的一方的接收窗口，即现在允许对方发送的数据量，防止对方发送过多数据导致自己无法接受。 -+ 检验和：检验首部+数据，检验时要加上12B伪首部，第四个字段为6。 -+ 紧急指针： URG=1时才有意义，指出本报文段中数据部分的紧急数据的字节数。 -+ 选项：最大报文段长度MSS、窗口扩大、时间戳、选择确认…… -+ 填充：当首部长度不为4的整数倍就由填充部分填充0，到4字节的整数倍。 +1. 紧急位$URG$：$URG=1$时， 标明此报文段中有紧急数据，是高优先级的数据，应尽快传送，不用在缓存里排队。紧急数据都在数据报最前面，配合紧急指针字段使用，即数据从第一个字节到紧急指针所指字节之间的数据就是紧急数据。 +2. 确认位$ACK$：$ACK=1$时确认号有效，在连接建立后所有传送的报文段都必须把$ACK$置为$1$。 +3. 推送位$PSH$：$PSH=1$时，接收方尽快交付接收应用进程，不再等到缓存填满再向上交付。如果没有$PSH$，一般都是接收方缓存满了之后再将数据发送到主机。 +4. 复位$RST$：$RST=1$时， 表明$TCP$连接中出现严重差错，必须释放连接，然后再重新建立传输链接。 +5. 同步位$SYN$：$SYN=1$时，表明是一个连接请求/连接接受报文。此时若$ACK=0$代表这是一个连接请求报文，若$ACK=1$代表这是一个连接接收报文。 +6. 终止位$FIN$：$FIN=1$时，表明此报文段文送方数据已发完，要求释放连接。 + ++ 窗口：指的是发送本报文段的一方的接收窗口，即现在允许对方还可以发送的数据量，防止对方发送过多数据导致自己无法接受。占$2B$，范围$0\sim2^{16}-1$。 ++ 检验和：检验首部+数据，检验时要加上$12B$伪首部，第四个的协议字段由$17$改为$6$。 ++ 紧急指针： $URG=1$时才有意义，指出本报文段中数据部分的紧急数据的字节数。 ++ 选项：最大报文段长度$MSS$、窗口扩大、时间戳、选择确认…… ++ 填充：当首部长度不为$4$的整数倍就由填充部分填充$0$，到$4$字节的整数倍。 ### TCP协议连接管理 @@ -128,118 +137,133 @@ TCP建立连接采用客户服务器方式。但是实际上任何一台计算 ![TCP建立连接][TCPbuildlink] 1. 最开始客户端与服务端都是关闭状态。 -2. 服务器端创建传输控制块TCB，进入收听状态准备接受连接请求。 -3. 客户端创建TCP，发送请求连接报文段，无应用层数据。然后客户端进入同步已发送状态。 -4. 服务端接受报文段后进入同步收到状态，服务器端为该TCP连接分配缓存和变量，并向客户端返回确认报文段，允许连接，无应用层数据。 -5. 客户端接受报文后变成已建立连接状态，为该TCP连接分配缓存和变量，并向服务器端返回确认的确认，可以携带数据。 +2. 服务器端创建传输控制块$TCB$，进入收听状态准备接受连接请求。 +3. 客户端创建$TCP$，发送请求连接报文段，无应用层数据。然后客户端进入同步已发送状态。 +4. 服务端接受报文段后进入同步收到状态，服务器端为该$TCP$连接分配缓存和变量，并向客户端返回确认报文段，允许连接，无应用层数据。 +5. 客户端接受报文后变成已建立连接状态，为该$TCP$连接分配缓存和变量，并向服务器端返回确认的确认，可以携带数据。 6. 服务端接受到报文段后变成已建立连接状态。 -注释：其中seq表示序号，指本报文的随机编号；ack表示确认号，指期待对方发送的报文的第一个序号。 +注释：其中$seq$表示序号，指本报文的随机编号；$ack$表示确认号，指期待对方发送的报文的第一个序号。 1. 第一部分： - + SYN=1：主机A要建立连接了。 - + seq=x（随机）：后面没有数据。 + + $SYN=1$：主机$A$要建立连接了。 + + $seq=x$（随机）：后面没有数据。 2. 第二部分： - + SYN=1：主机B同意主机A建立连接。 - + ACK=1：连接确认建立了，之后的ACK必须都置为1，表示开始同步。 - + seq=y（随机）：后面没有数据。 - + ack=x+1：表示期待对方放松的报文段的第一个字节，之前发送方A说发送的是第x位数据（虽然发送方是任意给出的），所以主机B要的是x+1位数据。 + + $SYN=1$：主机$B$同意主机$A$建立连接。 + + $ACK=1$：连接确认建立了，之后的$ACK$必须都置为$1$，表示开始同步。 + + $seq=y$（随机）：设置初始序号，后面没有数据。 + + $ack=x+1$：表示期待对方放松的报文段的第一个字节，之前发送方$A$说发送的是第$x$位数据（虽然发送方是任意给出的），所以主机$B$要的是$x+1$位数据。 3. 第三部分： - + SYN=0：SYN只有在建立连接时才为1，其他时候均设为0。 - + ACK=1：连接建立了，之后的ACK必须都置为1。 - + seq=x+1：主机A发送的报文段的第一个字节就是x+1。 - + ack=y+1：之前接收方B说发送的是第y位数据（虽然接收方是任意给出的），所以主机A要的是y+1位数。 + + + $ACK=1$：连接建立了，之后的$ACK$必须都置为$1$。 + + $seq=x+1$：主机$A$发送的报文段的第一个字节就是$x+1$。 + + $ack=y+1$：之前接收方$B$发送的是第$y$位数据（虽然接收方是任意给出的），所以主机$A$要的是$y+1$位数，对其确认。 + +值得注意的是$seq$的值是随机的，所以客户端的和服务器端的序列值可能相同 #### SYN洪泛攻击 -由于三次握手，可能导致反复确认与占用，产生SYN洪泛攻击。 +由于三次握手时服务器的资源在第二次握手时分配，客户端自愿者第三次握手时分配，可能导致反复确认与占用，产生$SYN$洪泛攻击。$SYN$洪泛攻击发生在$OSI$第四层。 -SYN洪泛攻击发生在OSI第四层，这种方式利用TCP协议的特性，就是三次握手。攻击者发送TCP SYN，SYN是TCP三次握手中的第一个数据包，而当服务器返回ACK后，该攻击者就不对其进行再确认，那这个TCP连接就处于挂起状态，也就是所谓的半连接状态，服务器收不到再确认的话，还会重复发送ACK给攻击者。这样更加会浪费服务器的资源。攻击者就对服务器发送非常大量的这种TCP连接，由于每一个都没法完成三次握手，所以在服务器上，这些TCP连接会因为挂起状态而消耗CPU和内存，最后服务器可能死机，就无法为正常用户提供服务了。可以通过设置SYN Cookies来解决。 +这种方式利用$TCP$协议的特性，就是三次握手。攻击者发送$TCP$的$SYN$包，$SYN$是$TCP$三次握手中的第一个数据包，即第一步，而当服务器返回$ACK$后，该攻击者不对其进行再确认，那这个$TCP$连接就处于挂起状态，也就是所谓的半连接状态，服务器收不到再确认的话，还会重复发送$ACK$给攻击者。这样更加会浪费服务器的资源。攻击者对服务器发送非常大量的这种$TCP$连接，由于每一个都没法完成三次握手，所以在服务器上，这些$TCP$连接会因为挂起状态而消耗$CPU$和内存，最后服务器可能死机，就无法为正常用户提供服务了。可以通过设置$SYN\,Cookies$来解决。 #### TCP四次挥手（连接释放） -每一条TCP连接的两个进程中的任何一个都能终止连接，连接结束后主机的资源将被释放。 +每一条$TCP$连接的两个进程中的任何一个都能终止连接，连接结束后主机的资源将被释放。 ![TCP释放连接][TCPreleaselink] 1. 最开始客户端与服务端都是已建立连接状态。 -2. 客户端发送连接释放报文段，停止发送数据，主动关闭TCP连接，进入终止等待1状态。 -3. 服务端会回送一个确认报文段，此时服务器端进入关闭等待状态，客户到服务器这个方向的连接就释放了——半关闭的状态。 -4. 客户端接受报文段后进入终止等待2状态。 -5. 服务器发完数据，如果没有要向服务器发送的数据，就发出释放连接报文段，主动关闭TCP连接，进入最后确认阶段。 -6. 客户端回送一个确认报文字段，服务器端接收后进入关闭状态。客户端等到时间等待计时器设置的2MSL（最长报文段寿命）后彻底关闭连接，进入关闭状态。 +2. 客户端发送连接释放报文段，停止发送数据，主动关闭$TCP$连接，进入终止等待状态。 +3. 服务端会回送一个确认报文段，此时服务器端进入关闭等待状态，客户到服务器这个方向的连接就释放了——半关闭的状态，不允许客户端再发送数据给服务器。 +4. 客户端接受报文段后进入终止等待$2$状态。 +5. 服务器发完数据，如果没有要向服务器发送的数据，就发出释放连接报文段，主动关闭$TCP$连接，进入最后确认阶段。 +6. 客户端回送一个确认报文字段，服务器端接收后进入关闭状态。客户端等到时间等待计时器设置的$2MSL$（最长报文段寿命）后彻底关闭连接，关闭服务器到客户这个方向，进入关闭状态。 注释： 1. 第一部分： - + FIN=1：主机A要释放连接。 - + seq=u（随机）：后面可以有数据也可以没有数据。 + + $FIN=1$：主机$A$要释放连接。 + + $seq=u$（随机）：后面可以有数据也可以没有数据。 2. 第二部分： - + ACK=1：连接建立了，之后的ACK必须都置为1。 - + seq=v（随机）：v=u+第一部分数据长度+1，如果第一部分的确认报文没有数据就是v=u+1。 - + ack=u+1：之前发送方A发送的是第u位数据，所以主机B要的是u+1位数据（尽管此时A已经决定释放连接了）。 + + $ACK=1$：连接建立了，之后的$ACK$必须都置为1。 + + $seq=v$（随机）：$v=u+$第一部分数据长度$+1$，如果第一部分的确认报文没有数据就是$v=u+1$。 + + $ack=u+1$：之前发送方$A$发送的是第$u$位数据，所以主机$B$要的是$u+1$位数据（尽管此时$A$已经决定释放连接了）。 3. 第三部分： - + FIN=1：主机B要释放连接。 - + ACK=1：连接建立了，之后的ACK必须都置为1。 - + seq=w（随机）：w=v+第二部分数据长度+1，如果第二部分的确认报文没有数据就是w=v+1。 - + ack=u+1：之前发送方A说发送的是第u位数据，所以主机B要的是u+1位数据（因为A直接不发数据了，所以第二段第三段的ack都是u+1）。 + + $FIN=1$：主机$B$要释放连接。 + + $ACK=1$：连接建立了，之后的ACK必须都置为1。 + + $seq=w$（随机）：$w=v+$第二部分数据长度$+1$，如果第二部分的确认报文没有数据就是$w=v+1$。 + + $ack=u+1$：之前发送方$A$说发送的是第u位数据，所以主机$B$要的是$u+1$位数据（因为A直接不发数据了，所以第二段第三段的$ack$都是$u+1$）。 4. 第四部分： - + ACK=1：连接建立了，之后的ACK必须都置为1。 - + seq=u+1：之前发的数据时第u位数据，B也要第u+1位数据，所以我发第u+1位数据。 - + ack=w+1：之前发送方(B)说发送的是第w位数据，所以我(A)要的是w+1位数据。 + + $ACK=1$：连接建立了，之后的$ACK$必须都置为$1$。 + + $seq=u+1$：之前发的数据时第$u$位数据，$B$也要第$u+1$位数据，所以我发第$u+1$位数据。 + + $ack=w+1$：之前发送方$B$说发送的是第$w$位数据，所以主机$A$要的是$w+1$位数据。 -为什么要等待2MSL时间？ +为什么要等待$2MSL$时间？ -1. 保证A发送的最后一个ACK报文段能发送到B，否则B服务器会不断重传从而无法正常关闭。 +1. 保证$A$发送的最后一个$ACK$报文段能发送到$B$，否则$B$服务器会不断接收$A$重传的信息从而无法正常关闭。 2. 防止已失效的连接请求报文段传输到下一次的连接请求，干扰下一次的连接服务。 ### TCP协议可靠传输 -传输层使用的是GBN与SR的混合。 +传输层使用的是$GBN$与$SR$的混合。 #### 校验 -通过校验的方式来保证数据一致，其方式也是如UDP校验一样增加伪首部与校验和。 +通过校验的方式来保证数据一致，其方式也是如$UDP$校验一样增加伪首部与校验和。 #### 序号 -TCP报文传输时每个字节都会编上序号，一个字节占用一个序号，并按报文段的形式一起发送，报文段长度不定，根据MTU来定。 +$TCP$报文传输时每个字节都会编上序号，一个字节占用一个序号，并按报文段的形式一起发送，报文段长度不定，根据$MTU$来定。 序号字段指一个报文段第一个字节的序号。 +序号建立在传送的字节流上，而不是报文段。 + #### 确认 -TCP缓存中的字节流按序传输后不会立刻在缓存中清除，而会等待接收方的确认字段，可以是单独确认也可以携带确认，一般采用的是累计确认的方式。收到确认字段后就可以从缓存中清除对应报文段。 +确认号是期望收到的下一个报文段数据的第一个字节的序号。 + +$TCP$缓存中的字节流按序传输后不会立刻在缓存中清除，而会等待接收方的确认字段，可以是单独确认也可以携带确认。 + +一般采用的是累计确认的方式。收到确认字段后就可以从缓存中清除对应报文段。 #### 重传 -TCP在重传时间内码元收到确认就需要重传已发送的报文段。 +一般有两种情况会产生重传： -TCP采用自适应算法，动态改变重传时间RTTs（加权平均往返时间）。 +超时： -为了加快发现需要重传的报文段，可以采用冗余ACK（冗余确认/快重传），每当比期望序号大的失序报文段到达时，发送一个冗余ACK，指明下一个期待字节的序号。 ++ $TCP$每发送一个报文段就会设置一次计时器，$TCP$在重传时间内未收到确认就需要重传已发送的报文段。 ++ 由于$TCP$下层互联网环境复杂，每次路由选择可能变化从而带来时延方差也很大，所以采用自适应算法： + + 记录报文段发出时间和收到响应确认时间，称其差为报文段的往返时间$RTT$。 + + 根据$RTT$的测量值动态改变重传时间$RTT_s$（加权平均往返时间）。 + + 从而超时计时器设计的超时重传时间$RTO$应该略大于$RTT_S$。 -如发送方已发送1，2，3，4，5报文段，接收方收到1会返回对1的确认（确认号为2的第一个字节），如果接收方收到3、4，都会返回对1的确认，发送方收到3个对于报文段1的冗余ACK就会认为2报文段丢失，从而快速重传2报文段。 +冗余$ACK$： + ++ 为了加快发现需要重传的报文段，可以采用冗余$ACK$（冗余确认/快重传），每当比期望序号大的失序报文段到达时，发送一个冗余$ACK$，指明下一个期待字节的序号。 ++ 如发送方已发送$1$，$2$，$3$，$4$，$5$报文段，接收方收到$1$会返回对$1$的确认（确认号为$2$的第一个字节），如果接收方收到$3$、$4$，都会返回对$1$的确认，发送方收到$3$个对于报文段$1$的冗余$ACK$就会认为$2$报文段丢失，从而快速重传$2$报文段。 ### TCP协议流量控制 -TCP使用滑动窗口机制来完成流量控制，与数据链路层的滑动窗口类似。 +$TCP$使用滑动窗口机制来完成流量控制，与数据链路层的滑动窗口类似。 -在通信过程中，接收方会根据接收缓存的大小，动态调整发送方发送窗口的大小，即接收窗口rwnd（接受方设置确认报文段的窗口字段，将rwnd通知给发送方），发送方的发送窗口取接收窗口rwnd和拥塞窗口cwnd的最小值。 +在通信过程中，接收方会根据接收缓存的大小，动态调整发送方发送窗口的大小，即接收窗口$rwnd$（接受方设置确认报文段的窗口字段，将$rwnd$通知给发送方），发送方的发送窗口取接收窗口$rwnd$和拥塞窗口$cwnd$（根据当前网络拥塞程度而由发送发确定的窗口值，与网络带宽与时延相关）的最小值。 -A向B发送数据，连接建立时，B告诉A：B的rwnd=400B，设每一个报文段100B，报文段序号初始值为1。 +$A$向$B$发送数据，连接建立时，$B$告诉$A$：$B$的$rwnd=400B$，设每一个报文段$100B$，报文段序号初始值为$1$。 ![TCP流量控制][TCPcurrent] -B只有处理完接收窗口中的数据才能继续接收A的数据，发送A一个rwnd不为0的报文。 +$B$只有处理完接收窗口中的数据才能继续接收A的数据，发送$A$一个$rwnd$不为$0$的报文。 -而如果这个告诉A接收窗口rwnd不为0的报文丢失了，A就一直会等待发送，B就会一直等待接收，从而产生死锁般的情况。 +而如果这个告诉$A$接收窗口$rwnd$不为$0$的报文丢失了，$A$就一直会等待发送，$B$就会一直等待接收，从而产生死锁般的情况。 -TCP为每一个连接设有一个持续计时器，只要TCP连接的一方收到对方的零窗口通知（即rwnd=0的通知）就启动持续计时器。 +$TCP$为每一个连接设有一个持续计时器，只要$TCP$连接的一方收到对方的零窗口通知（即$rwnd=0$的通知）就启动持续计时器。 -如果计时器设置的时间到期，A就会发送一个零窗口探测报文段，接收方收到探测报文段就会给出现在的窗口值。 +如果计时器设置的时间到期，$A$就会发送一个零窗口探测报文段，接收方收到探测报文段就会给出现在的窗口值。 -如果窗口仍然是0，那么发送方就重新设置持续计时器。 +如果窗口仍然是$0$，那么发送方就重新设置持续计时器。 ### TCP协议拥塞控制 @@ -247,42 +271,45 @@ TCP为每一个连接设有一个持续计时器，只要TCP连接的一方收 当网络中有许多资源同时呈现供应不足时网络性能变坏，网络吞吐量将随输入负荷增大而下降。 -拥塞控制：防止过多的数据注入网络中。与流量控制不同的是它是面向全局的，是因为网络堵塞。形象来说拥塞控制就是为了控制路上堵车，而流量控制就是添加目的停车位。 +拥塞控制：防止过多的数据注入网络中。与流量控制不同的是它是面向全局的，是因为网络堵塞。形象来说拥塞控制就是为了控制路上堵车，而流量控制就是降低发车率。 -接收窗口指接收方能接收缓存设置的值，并告知给发送方，反映接收方容量。 - -拥塞窗口指发送方根据自己估算的网络拥塞程度而设置的窗口值，反映网络当前容量。 ++ 接收窗口$rwnd$指接收方能接收缓存设置的值，并告知给发送方，反映接收方容量。 ++ 拥塞窗口$cwnd$指发送方根据自己估算的网络拥塞程度而设置的窗口值，反映网络当前容量。 拥塞控制的假定： 1. 数据单方向发送，而另一个方向只发送确认，而不会捎带确认。 -2. 接收方总是有足够大的缓存空间，因而发送窗口大小取决于拥塞程度。发送窗口=Min(接收窗口rwnd,拥塞窗口cwnd)。 +2. 接收方总是有足够大的缓存空间，因而发送窗口大小取决于拥塞程度。发送窗口=$\min$(接收窗口$rwnd$,拥塞窗口$cwnd$)。 #### 慢开始与拥塞避免 ![慢开始与拥塞避免][congestavoid] -cwnd初始值是1，指一个最大报文段长度MSS。 +$cwnd$初始值是$1$，指一个最大报文段长度$MSS$。 -传输轮次指发送了一批报文段并收到其确认的时间，一般指一个往返时延RTT。可能一次性传输多个报文。 +传输轮次指发送了一批报文段并收到其确认的时间，一般指一个往返时延$RTT$。可能一次性传输多个报文。 -1. 最开始是慢开始算法，一步步试探网络拥塞，开始时以2的指数形式增长。 -2. ssthresh的意思是慢开始门限，代表从这个地方注入的报文段就比较多了，需要开始慢速增加了。 -3. 超过慢开始门限后进行拥塞避免算法，之后一段都是线性增长，每次增加1，直至达到网络拥塞状态。 -4. 当网络开始拥塞时，进行乘法减小，瞬间将cwnd设置为1，同时调整原来的ssthresh的值到之前达到网络拥塞状态前值的1/2，（这里是24降到12）。 -5. 重复以上步骤，但是注意此时ssthresh变了之后线性增长的转折点也变了。所以最后拥塞窗口会波动逼近适合当前网络拥塞状态的窗口值。 +1. 最开始是慢开始算法，一步步试探网络拥塞，开始时以$2$的指数形式增长。 +2. $ssthresh$的意思是慢开始门限，代表从这个地方注入的报文段就比较多了，需要开始慢速增加了。 +3. 拥塞窗口超过慢开始门限后进行拥塞避免算法，之后一段都是线性增长，每次增加$1$，直至达到网络拥塞状态。 +4. 当网络开始拥塞时，进行乘法减小，瞬间将$cwnd$设置为$1$，同时调整原来的$ssthresh$的值到之前达到网络拥塞状态前值的$1/2$，（这里是$24$降到$12$），但是不能小于$2$。这样就能让拥塞的路由器能快速把队列中积压的分组处理完。 +5. 重复以上步骤，但是注意此时$ssthresh$变了之后线性增长的转折点也变了。所以最后拥塞窗口会波动逼近适合当前网络拥塞状态的窗口值。 + +注意：当慢开始进行指数增长时，当$2cwnd>ssthresh$时，则一个$RTT$后$cwnd=ssthresh$，不会让慢开始的拥塞窗口超过阈值。 #### 快重传与快恢复 -快重传（冗余ACK）在TCP协议可靠传输中已经提到过， +快重传（冗余$ACK$）在$TCP$协议可靠传输中已经提到过。 ![快重传与快恢复][quickrepeat] 这里和上面的慢开始和拥塞避免的一开始步骤差不多，都是先指数增长再转变为线性增长。 -不同的点是快重传和快恢复算法是在收到连续的ACK确认之后执行，这里的ACK就是冗余ACK，冗余ACK的特点是如果多次对某一段请求的数据没有被收到，达到一定数目之后就会立即执行重传。 +不同的点是快重传和快恢复算法是在收到连续的$ACK$确认之后执行，这里的$ACK$就是冗余$ACK$，冗余$ACK$的特点是如果多次对某一段请求的数据没有被收到，达到一定数目，一般为三个冗余$ACK$之后就会立即执行重传。 -但是此时只是降到现在cwnd的一半，再重新线性增长。而不是像慢开始和拥塞避免的从头开始。 +但是此时只是降到现在$cwnd$的一半，再重新线性增长。而不是像慢开始和拥塞避免的从头开始，这就是快恢复。 + +一般而言$TCP$建立连接和网络超时时使用慢开始和拥塞避免算法；当发送方接收到冗余$ACK$时使用快重传和快恢复算法。 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