AS17044 THE INTERPUBLIC GROUP OF COMPANIES, INC. πΊπΈ US
Announcing 9 prefixes, seen at the RIS collectors.
IPv4 prefixes
9
2,304 (9 Γ /24)
IPv6 prefixes
0
-
Upstreams
12
transit providers observed
Peers
0
settlement-free adjacencies
Downstreams
0
transit customers observed
Customer cone
0
ASes reachable through it
Registry and operator data
- AS number
- AS17044
- Name
- THE INTERPUBLIC GROUP OF COMPANIES, INC.
- Organisation
- THE INTERPUBLIC GROUP OF COMPANIES, INC.
- Country
- πΊπΈ US
- RIR
- ARIN
- Allocated
- 2000-07-18
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 |
|---|---|---|---|---|---|
| AS3356 Lumen (Level 3) | πΊπΈ US | 70,880 | 2,082 | 102 | CAIDA |
| AS1299 Arelion (fka. Telia Carrier) | πΈπͺ SE | 68,865 | 132 | 15 | CAIDA |
| AS174 Cogent Communications, LLC | πΊπΈ US | 65,667 | 3,996 | 31 | CAIDA |
| AS701 Verizon Business | πΊπΈ US | 55,361 | 958 | 11 | CAIDA |
| AS6461 Zayo Bandwidth | πΊπΈ US | 50,449 | 214 | 27 | CAIDA |
| AS15830 Equinix, Inc. | π³π± NL | 18,255 | 1,078 | 25 | CAIDA |
| AS20001 Charter Communications Inc | πΊπΈ US | 147 | 601 | 17 | CAIDA |
| AS18747 IFX Corporation | πΊπΈ US | 108 | 529 | 17 | CAIDA |
| AS13367 Comcast Cable Communications, LLC | πΊπΈ US | 90 | 7 | 3 | CAIDA |
| AS28394 Bicentel SA de CV | π²π½ MX | 41 | 24 | 25 | CAIDA |
| AS266771 MAKRONET CONSULTING TECNOLOGIA E INFORMATICA LIMITADA | π¨π± CL | 20 | 12 | 47 | CAIDA |
| AS27924 AMPLIA COMMUNICATIONS LTD. | πΉπΉ TT | 3 | 49 | 42 | CAIDA |
Peers
Adjacencies that look settlement-free rather than transit
No peers observed at the collectors.
Downstreams
Networks this one appears to provide transit to
No downstreams observed at the collectors.
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.