Welcome

Welcome to Wordfeud League of Honour! We arrange tournaments in Wordfeud and several other games. Read the details under 'Rules', and join us under 'Sign up'!

The latest news

Responsive image
Wordfeud Nynorsk
CemKaraca vinner sin 135. tittel: Et eksepsjonelt mesterskap i sesong 344! Les mer
Responsive image
Ordly Norsk
SigrunM sikrer sin fjerde mestertittel – overgår forventningene med suveren seier! Les mer
Responsive image
Quizkampen Norsk
Cox Clavicula sikrer sitt 191. mesterskap - En ustoppelig legende i ligaen! Les mer
Table:
League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1odysseus381 9 9002352 - 1104124818
2west1965pete 9 8011579 - 411116816Huizen
3yolo2day 9 5221176 - 61056612
4beaugaatwinnen 9 522950 - 41054012
5jankohegi 9 5221069 - 61145812
6Dieter P. 9 0450 - 780-7804
7Pjotr1976 9 0450 - 800-8004
8The E(n)d”61 9 0450 - 800-8004
9ECM2528 9 0450 - 800-8004
10bienneke 9 0450 - 800-8004
1odysseus381+124818
Spilt: 9
Seier: 9
Uavgjort: 0
Tap: 0
Score: 2352 - 1104
2west1965pete+116816
Spilt: 9
Seier: 8
Uavgjort: 0
Tap: 1
Score: 1579 - 411
Fra: Huizen
3yolo2day+56612
Spilt: 9
Seier: 5
Uavgjort: 2
Tap: 2
Score: 1176 - 610
4beaugaatwinnen+54012
Spilt: 9
Seier: 5
Uavgjort: 2
Tap: 2
Score: 950 - 410
5jankohegi+45812
Spilt: 9
Seier: 5
Uavgjort: 2
Tap: 2
Score: 1069 - 611
6Dieter P.-7804
Spilt: 9
Seier: 0
Uavgjort: 4
Tap: 5
Score: 0 - 780
7Pjotr1976-8004
Spilt: 9
Seier: 0
Uavgjort: 4
Tap: 5
Score: 0 - 800
8The E(n)d”61-8004
Spilt: 9
Seier: 0
Uavgjort: 4
Tap: 5
Score: 0 - 800
9ECM2528-8004
Spilt: 9
Seier: 0
Uavgjort: 4
Tap: 5
Score: 0 - 800
10bienneke-8004
Spilt: 9
Seier: 0
Uavgjort: 4
Tap: 5
Score: 0 - 800

To register a result, you need to log in. This is done in the upper right corner.

Comments

The secret link
your last comment.

Navn Melding Tid
LoBotRoumors have it odysseus381 has won Seizoen 360, Div 11, Groep 7! Congratulations to odysseus381, now let us see how you will manage on a level where it is possible to be relegated. 26/03 2026 02:00:02
odysseus381Beaugaatwinnen kan je mij accepteren. 16/03 2026 08:56:34
LoBotAn amazeballs party! JANKOHEGI, ODYSSEUS381 and BEAUGAATWINNEN start their glorious Wordfeud League of Honour careers this season, good luck, and when you reach the top, please remember your old friends from the debut season. When you play against newcomers it is a good rule to mention in the wordfeud chat that it is a league game. Because spam filters grabs some of our mails, not everyone that signs up are aware that the league has started. PJOTR1976 is the most mature player in this group, with 146 seasons here. YOLO2DAY is a tremendous player who finished as number 6 in this level in the 217th season. WEST1965PETE is the player with the highest average score in a season (only counting the last 5 seasons), with 330 points per match (it happened in season 357 in division 10.) ECM2528 is a intelligent player who has been number 11 in division 10 in season 359. DIETER P. is a supercalifragilisticexpialidocious player who has been number 11 in division 10 in season 357. THE E(N)D”61 is a brilliant player who recently was number 5 in division 11 in season 359. BIENNEKE is a great opponent who was number 7 on this level last season.

With this many gifted players it is hard to tell you who wins, but I guess west1965pete ends up as the winner here.

12/03 2026 04:02:53

We have some bills to pay. If you help us with that, you get a lot more statistics, you get training tools and a wordfeud course at the Improve page, and the Player page starts to work. And you get rid of the commercial banner on the top of the page. A donation of $15, 12 euro, 10 £ or 90 kroner gives you access for a year. Click the donate button for PayPal donation. You can also click here and donate directly to the WLoH bank account.

 

Matches

Kamp Resultat
WEST1965PETE
west1965pete – Pjotr1976160 – 0
west1965pete – The E(n)d”61160 – 0
west1965pete – Dieter P.150 – 0
west1965pete – ECM2528160 – 0
west1965pete – bienneke160 – 0
west1965pete – yolo2day160 – 0
west1965pete – jankohegi160 – 0
west1965pete – odysseus381309 – 411
west1965pete – beaugaatwinnen160 – 0
PJOTR1976
Pjotr1976 – west1965pete0 – 160
Pjotr1976 – The E(n)d”610 – 0
Pjotr1976 – Dieter P.0 – 0
Pjotr1976 – ECM25280 – 0
Pjotr1976 – bienneke0 – 0
Pjotr1976 – yolo2day0 – 160
Pjotr1976 – jankohegi0 – 160
Pjotr1976 – odysseus3810 – 160
Pjotr1976 – beaugaatwinnen0 – 160
THE E(N)D”61
The E(n)d”61 – west1965pete0 – 160
The E(n)d”61 – Pjotr19760 – 0
The E(n)d”61 – Dieter P.0 – 0
The E(n)d”61 – ECM25280 – 0
The E(n)d”61 – bienneke0 – 0
The E(n)d”61 – yolo2day0 – 160
The E(n)d”61 – jankohegi0 – 160
The E(n)d”61 – odysseus3810 – 160
The E(n)d”61 – beaugaatwinnen0 – 160
DIETER P.
Dieter P. – west1965pete0 – 150
Dieter P. – Pjotr19760 – 0
Dieter P. – The E(n)d”610 – 0
Dieter P. – ECM25280 – 0
Dieter P. – bienneke0 – 0
Dieter P. – yolo2day0 – 160
Dieter P. – jankohegi0 – 160
Dieter P. – odysseus3810 – 150
Dieter P. – beaugaatwinnen0 – 160
ECM2528
ECM2528 – west1965pete0 – 160
ECM2528 – Pjotr19760 – 0
ECM2528 – The E(n)d”610 – 0
ECM2528 – Dieter P.0 – 0
ECM2528 – bienneke0 – 0
ECM2528 – yolo2day0 – 160
ECM2528 – jankohegi0 – 160
ECM2528 – odysseus3810 – 160
ECM2528 – beaugaatwinnen0 – 160
BIENNEKE
bienneke – west1965pete0 – 160
bienneke – Pjotr19760 – 0
bienneke – The E(n)d”610 – 0
bienneke – Dieter P.0 – 0
bienneke – ECM25280 – 0
bienneke – yolo2day0 – 160
bienneke – jankohegi0 – 160
bienneke – odysseus3810 – 160
bienneke – beaugaatwinnen0 – 160
YOLO2DAY
yolo2day – west1965pete0 – 160
yolo2day – Pjotr1976160 – 0
yolo2day – The E(n)d”61160 – 0
yolo2day – Dieter P.160 – 0
yolo2day – ECM2528160 – 0
yolo2day – bienneke160 – 0
yolo2day – jankohegi0 – 0
yolo2day – odysseus381376 – 450
yolo2day – beaugaatwinnen0 – 0
JANKOHEGI
jankohegi – west1965pete0 – 160
jankohegi – Pjotr1976160 – 0
jankohegi – The E(n)d”61160 – 0
jankohegi – Dieter P.160 – 0
jankohegi – ECM2528160 – 0
jankohegi – bienneke160 – 0
jankohegi – yolo2day0 – 0
jankohegi – odysseus381269 – 451
jankohegi – beaugaatwinnen0 – 0
ODYSSEUS381
odysseus381 – west1965pete411 – 309
odysseus381 – Pjotr1976160 – 0
odysseus381 – The E(n)d”61160 – 0
odysseus381 – Dieter P.150 – 0
odysseus381 – ECM2528160 – 0
odysseus381 – bienneke160 – 0
odysseus381 – yolo2day450 – 376
odysseus381 – jankohegi451 – 269
odysseus381 – beaugaatwinnen250 – 150
BEAUGAATWINNEN
beaugaatwinnen – west1965pete0 – 160
beaugaatwinnen – Pjotr1976160 – 0
beaugaatwinnen – The E(n)d”61160 – 0
beaugaatwinnen – Dieter P.160 – 0
beaugaatwinnen – ECM2528160 – 0
beaugaatwinnen – bienneke160 – 0
beaugaatwinnen – yolo2day0 – 0
beaugaatwinnen – jankohegi0 – 0
beaugaatwinnen – odysseus381150 – 250
WEST1965PETE
west1965pete160
Pjotr19760
west1965pete160
The E(n)d”610
west1965pete150
Dieter P.0
west1965pete160
ECM25280
west1965pete160
bienneke0
west1965pete160
yolo2day0
west1965pete160
jankohegi0
west1965pete309
odysseus381411
west1965pete160
beaugaatwinnen0
PJOTR1976
Pjotr19760
west1965pete160
Pjotr19760
The E(n)d”610
Pjotr19760
Dieter P.0
Pjotr19760
ECM25280
Pjotr19760
bienneke0
Pjotr19760
yolo2day160
Pjotr19760
jankohegi160
Pjotr19760
odysseus381160
Pjotr19760
beaugaatwinnen160
THE E(N)D”61
The E(n)d”610
west1965pete160
The E(n)d”610
Pjotr19760
The E(n)d”610
Dieter P.0
The E(n)d”610
ECM25280
The E(n)d”610
bienneke0
The E(n)d”610
yolo2day160
The E(n)d”610
jankohegi160
The E(n)d”610
odysseus381160
The E(n)d”610
beaugaatwinnen160
DIETER P.
Dieter P.0
west1965pete150
Dieter P.0
Pjotr19760
Dieter P.0
The E(n)d”610
Dieter P.0
ECM25280
Dieter P.0
bienneke0
Dieter P.0
yolo2day160
Dieter P.0
jankohegi160
Dieter P.0
odysseus381150
Dieter P.0
beaugaatwinnen160
ECM2528
ECM25280
west1965pete160
ECM25280
Pjotr19760
ECM25280
The E(n)d”610
ECM25280
Dieter P.0
ECM25280
bienneke0
ECM25280
yolo2day160
ECM25280
jankohegi160
ECM25280
odysseus381160
ECM25280
beaugaatwinnen160
BIENNEKE
bienneke0
west1965pete160
bienneke0
Pjotr19760
bienneke0
The E(n)d”610
bienneke0
Dieter P.0
bienneke0
ECM25280
bienneke0
yolo2day160
bienneke0
jankohegi160
bienneke0
odysseus381160
bienneke0
beaugaatwinnen160
YOLO2DAY
yolo2day0
west1965pete160
yolo2day160
Pjotr19760
yolo2day160
The E(n)d”610
yolo2day160
Dieter P.0
yolo2day160
ECM25280
yolo2day160
bienneke0
yolo2day0
jankohegi0
yolo2day376
odysseus381450
yolo2day0
beaugaatwinnen0
JANKOHEGI
jankohegi0
west1965pete160
jankohegi160
Pjotr19760
jankohegi160
The E(n)d”610
jankohegi160
Dieter P.0
jankohegi160
ECM25280
jankohegi160
bienneke0
jankohegi0
yolo2day0
jankohegi269
odysseus381451
jankohegi0
beaugaatwinnen0
ODYSSEUS381
odysseus381411
west1965pete309
odysseus381160
Pjotr19760
odysseus381160
The E(n)d”610
odysseus381150
Dieter P.0
odysseus381160
ECM25280
odysseus381160
bienneke0
odysseus381450
yolo2day376
odysseus381451
jankohegi269
odysseus381250
beaugaatwinnen150
BEAUGAATWINNEN
beaugaatwinnen0
west1965pete160
beaugaatwinnen160
Pjotr19760
beaugaatwinnen160
The E(n)d”610
beaugaatwinnen160
Dieter P.0
beaugaatwinnen160
ECM25280
beaugaatwinnen160
bienneke0
beaugaatwinnen0
yolo2day0
beaugaatwinnen0
jankohegi0
beaugaatwinnen150
odysseus381250