AS56474 Computacenter (UK) Ltd 🇬🇧 GB

Announcing 13 prefixes, seen at the RIS collectors.

IPv4 prefixes
13
6,400 (25 × /24)
IPv6 prefixes
0
-
Upstreams
3
transit providers observed
Peers
12
settlement-free adjacencies
Downstreams
0
transit customers observed
Customer cone
0
ASes reachable through it

Registry and operator data

AS number
AS56474
Name
Computacenter (UK) Ltd
Organisation
Computacenter (UK)
Country
🇬🇧 GB
RIR
RIPENCC
Allocated
2011-03-01
Network type
Enterprise
Traffic levels
1-5Gbps
Scope
Europe
Peering policy
Selective
IRR as-set
AS-CCDCUK
PeeringDB
net/25767
Exchanges
1

RPKI coverage of this AS

Its own announcements, validated against the current ROA set

0 valid (0.0%) 0 invalid (0.0%) 13 no ROA (100.0%)

Upstreams

Networks seen providing transit to this one

Network Country Cone IPv4 prefixes Paths Source
AS3257 GTT Communications Inc. 🇺🇸 US 63,136 1,812 154 CAIDA
AS6461 Zayo Bandwidth 🇺🇸 US 50,406 213 64 CAIDA
AS8220 COLT 🇬🇧 GB 44,555 153 68 CAIDA

Peers

Adjacencies that look settlement-free rather than transit

Network Country Cone IPv4 prefixes Paths Source
AS6939 Hurricane Electric LLC 🇺🇸 US 53,561 235 78 CAIDA
AS31500 Global Network Management Inc 🇦🇬 AG 21,005 40 13 CAIDA
AS37721 Virtual Technologies & Solutions 🇧🇫 BF 20,784 64 13 CAIDA
AS34549 meerfarbig GmbH & Co. KG 🇩🇪 DE 15,478 48 52 CAIDA
AS24482 SG.GS 🇸🇬 SG 4,776 45 13 CAIDA
AS17639 Converge ICT Solutions Inc. 🇵🇭 PH 268 567 13 CAIDA
AS29075 IELO-LIAZO SERVICES SAS 🇫🇷 FR 200 23 13 CAIDA
AS12779 IT.Gate S.p.A. 🇮🇹 IT 76 25 13 CAIDA
AS50304 Blix Solutions AS 🇳🇴 NO 33 97 26 CAIDA
AS48362 Stadtwerke Feldkirch 🇦🇹 AT 15 8 13 CAIDA
AS48185 team.blue NV 🇧🇪 BE 14 1 13 CAIDA
AS50300 CustodianDC Limited 🇬🇧 GB 9 39 13 CAIDA

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.