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技术 2022年11月13日
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这是我第一篇博客,写的不好请谅解

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在kali linux系统下自带工具中有个arp神器叫做“arpspoof”,废话不多说,直接上手

此次实验环境为靶机与FTP服务器之间的arp中间人

靶机     ip:10.90.100.53     mac:04:69:f8:db:75:6b

中间人kali   ip:10.90.100.242    mac:00:0c:29:a7:16:35

FTP服务器   ip:10.90.100.68     mac:00:0c:29:bb:44:56

实验网络拓扑图

<img 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" alt="">

第一步:echo 1 > /proc/sys/net/ipv4/ip_forward

kali开启转发功能

第二步:arp攻击前靶机ARP表中FTP服务器的mac地址

第三步:用arpspoof实现双向欺骗

第四步:在靶机上查看FTP服务器mac地址以验证是否欺骗成功

第五步:使用工具tcpdump监听ftp端口21端口并将所截获数据包导入到1.txt中(如没有1.txt,则自动新建)

tcpdump -nn -X -i eth0 tcp prot 21 > 1.txt

第六步查看数据包并查找有用信息

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