Re: CIDR notation for RPZ rpz-ip ?

2024-05-17 Thread Nick Tait via bind-users
On 18/05/2024 09:11, J Doe wrote: Hello, When using RPZ with BIND 9.18.27 and rpz-ip, can any CIDR prefix be used or must they be either: /8, /16, /24, /32 for IPv4 ? For example, if I want to block records with an A address of 192.168.10.1, I know I can write:     32.1.10.168.192.rpz-ip  

CIDR notation for RPZ rpz-ip ?

2024-05-17 Thread J Doe
Hello, When using RPZ with BIND 9.18.27 and rpz-ip, can any CIDR prefix be used or must they be either: /8, /16, /24, /32 for IPv4 ? For example, if I want to block records with an A address of 192.168.10.1, I know I can write: 32.1.10.168.192.rpz-ipINCNAME . ... and records

Re: queries for "_.domain"

2024-05-17 Thread Mark Andrews
Correct. Later versions use NS queries as that allows named to cache the non-existence of the NS RRset. Using _.domain doesn’t allow that to happen. NS queries do however expose broken delegations. Make sure you have working NS records at the zone apex and at the delegation point. This is

Re: queries for "_.domain"

2024-05-17 Thread Stephane Bortzmeyer
On Fri, May 17, 2024 at 03:25:01PM +0200, Matus UHLAR - fantomas wrote a message of 43 lines which said: > I have noticed that BIND sends strange (for me) queries. > > 5 0.198221 192.168.0.1 → 193.108.88.128 DNS 105 Standard query 0x15a4 A > _.net.akadns.net OPT QNAME minimisation

queries for "_.domain"

2024-05-17 Thread Matus UHLAR - fantomas
Hello, I have noticed that BIND sends strange (for me) queries. 5 0.198221 192.168.0.1 → 193.108.88.128 DNS 105 Standard query 0x15a4 A _.net.akadns.net OPT 8 0.204738 193.108.88.128 → 192.168.0.1 DNS 159 Standard query response 0x15a4 No such name A _.net.akadns.net SOA

Re: [DNSSEC] testing KASP

2024-05-17 Thread Matthijs Mekking
Hi, On 5/16/24 14:02, adrien sipasseuth wrote: Hello, I try to set up a testing environment in order to create some scripts for automated the roll over KSK. # question 1 # this is my policy : dnssec-policy "test" {     keys {     ksk lifetime P3D algorithm