AS18117 NTT Australia Solutions Pty Ltd π¦πΊ AU
Announcing 12 prefixes, seen at the RIS collectors.
IPv4 prefixes
12
11,776 (46 Γ /24)
IPv6 prefixes
0
-
Upstreams
4
transit providers observed
Peers
4
settlement-free adjacencies
Downstreams
1
transit customers observed
Customer cone
2
ASes reachable through it
Registry and operator data
- AS number
- AS18117
- Name
- NTT Australia Solutions Pty Ltd
- Organisation
- NTT Communications ICT Solutions
- Country
- π¦πΊ AU
- RIR
- APNIC
- Allocated
- 2002-08-29
- Network type
- Enterprise
- Scope
- Australia
- Peering policy
- Selective
- Website
- https://www.nttict.com/
- PeeringDB
- net/18008
- Exchanges
- 1
RPKI coverage of this AS
Its own announcements, validated against the current ROA set
Upstreams
Networks seen providing transit to this one
| Network | Country | Cone | IPv4 prefixes | Paths | Source |
|---|---|---|---|---|---|
| AS2914 NTT America, Inc. | πΊπΈ US | 55,096 | 1,616 | 192 | CAIDA |
| AS2764 AAPT Limited | π¦πΊ AU | 44,698 | 1,447 | 17 | CAIDA |
| AS38561 NTT Australia Solutions Pty Ltd | π¦πΊ AU | 59 | 7 | 22 | CAIDA |
| AS23918 NTT Australia Solutions Pty Ltd | π¦πΊ AU | 10 | 15 | 201 | CAIDA |
Peers
Adjacencies that look settlement-free rather than transit
| Network | Country | Cone | IPv4 prefixes | Paths | Source |
|---|---|---|---|---|---|
| AS6939 Hurricane Electric LLC | πΊπΈ US | 53,561 | 235 | 69 | CAIDA |
| AS24482 SG.GS | πΈπ¬ SG | 4,771 | 45 | 10 | CAIDA |
| AS7575 Australian Academic and Research Network (AARNet) | π¦πΊ AU | 567 | 202 | 10 | CAIDA |
| AS64073 Vetta Group | π³πΏ NZ | 62 | 56 | 10 | CAIDA |
Downstreams
Networks this one appears to provide transit to
| Network | Country | Cone | IPv4 prefixes | Paths | Source |
|---|---|---|---|---|---|
| AS136804 Wireless Innovation Pty Ltd | π¦πΊ AU | 0 | 1 | 41 | CAIDA |
Relationships marked inferred come from where the two networks sit on the AS paths the collectors see, which is a guess and is wrong for some of them. The rest are stated by CAIDA's published inference over a much wider set of collectors.