AS43171 Lukasz Rafal Hamerski trading as Maxnet π΅π± PL
Announcing 6 prefixes, seen at the RIS collectors.
IPv4 prefixes
6
8,448 (33 Γ /24)
IPv6 prefixes
0
-
Upstreams
3
transit providers observed
Peers
1
settlement-free adjacencies
Downstreams
4
transit customers observed
Customer cone
7
ASes reachable through it
Registry and operator data
- AS number
- AS43171
- Name
- Lukasz Rafal Hamerski trading as Maxnet
- Organisation
- Maxnet PL
- Country
- π΅π± PL
- RIR
- RIPENCC
- Allocated
- 2007-06-18
- Network type
- Cable/DSL/ISP
- Traffic levels
- 20-50Gbps
- Scope
- Regional
- Peering policy
- Open
- IRR as-set
- AS-MAXNET-PL
- Website
- https://www.maxnet.com.pl
- Looking glass
- http://lg.maxnet.org.pl
- PeeringDB
- net/11723
- Exchanges
- 6
- Facilities
- 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 |
|---|---|---|---|---|---|
| AS29535 Orange Polska Spolka Akcyjna | π΅π± PL | 417 | 12 | 31 | CAIDA |
| AS62081 Stowarzyszenie e-Poludnie | π΅π± PL | 329 | 0 | 384 | CAIDA |
| AS9141 P4 Sp. z o.o. | π΅π± PL | 225 | 76 | 57 | CAIDA |
Peers
Adjacencies that look settlement-free rather than transit
| Network | Country | Cone | IPv4 prefixes | Paths | Source |
|---|---|---|---|---|---|
| AS24482 SG.GS | πΈπ¬ SG | 20,771 | 45 | 6 | CAIDA |
Downstreams
Networks this one appears to provide transit to
| Network | Country | Cone | IPv4 prefixes | Paths | Source |
|---|---|---|---|---|---|
| AS197848 NETPOL Piotr Pruba | π΅π± PL | 2 | 2 | 94 | CAIDA |
| AS5550 Technical University of Gdansk, Academic Computer Center TASK | π΅π± PL | 2 | 1 | 26 | CAIDA |
| AS202962 ok360 Sp. z o.o. | π΅π± PL | 0 | 1 | 48 | CAIDA |
| AS215204 PCC INTERMODAL SPOLKA AKCYJNA | π΅π± PL | 0 | 1 | 22 | 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.