PAT配置时的地址池问题
用GNS3和PT各做了一次PAT配置,公网地址用地址池形式表示,PT里ipnatpoolxxx100.1.1.1100.1.1.1net255.255.255.255
没任何问题,可是到了GNS3同样的语句,提示我掩码最长/30,不能是/32
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
哪个是正确的???我个人觉得既然PAT使用pppoe分配的公网IP时都可以是/32的,静态NAT中公网地址也可以是/32的,那么PAT也应该允许/32的公网地址。求教高手,pool里起始ip和末尾ip相等时,到底能不能用/32的掩码。
你就用/30,並不影響。
如果你真的是想只指一粒IP,就不要用pool,pool就是給多IP。 本帖最后由 leort 于 2021-4-10 15:50 编辑
你就1个公网IP地址
直接acl抓取内网网段
再1条ip nat inside source list (ACL编号) interface (出接口)overload不就得了
leort 发表于 2021-4-10 15:44
你就1个公网IP地址
直接acl抓取内网网段
再1条ip nat inside source list (ACL编号) interface (出接口)o ...
我现在是在想讨论一下,pool里的掩码问题,出去不是问题 nbvnbv0022 发表于 2021-5-15 20:11
你就用/30,並不影響。
如果你真的是想只指一粒IP,就不要用pool,pool就是給多IP。
嗯嗯,我回头去EVE-ng上试试。谢啦
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