GNS3上ASA8.0透明墙问题
本帖最后由 Frank’ 于 2015-2-12 19:01 编辑data:image/png;base64,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
拓扑如图所示,
R1的f0/0地址为10.1.1.1
R2的f0/0地址为10.1.1.2
ASA1为透明墙,地址为10.1.1.3
SW1上:
f1/1口和f1/10口划进VLAN2
f1/2口和f1/11口划进VLAN3
ASA1能够分别ping通R1和R2
并且在outside口放行了icmp流量
但是,R1 ping R2不通,为什么?
ASA上的路由要通过放int vlan 来实现。
页:
[1]