Wordfeud League of Honour

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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'!

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Table:
League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1mazon10 7 6013207 - 296524212
2de jongste thoes 7 5023453 - 298147210
3MennoO 7 5023293 - 301927410
4Cloggyclogs 7 4033170 - 3125458
5L33nd3rt67 7 3042809 - 2916-1076
6badabing207 7 2053003 - 3179-1764
7paap11 7 2052915 - 3266-3514Deventer
8Flinstone63 7 1062765 - 3164-3992
1mazon10+24212
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 3207 - 2965
2de jongste thoes+47210
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 3453 - 2981
3MennoO+27410
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 3293 - 3019
4Cloggyclogs+458
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 3170 - 3125
5L33nd3rt67-1076
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2809 - 2916
6badabing207-1764
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 3003 - 3179
7paap11-3514
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 2915 - 3266
Fra: Deventer
8Flinstone63-3992
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 2765 - 3164

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotThese outstanding players have been awarded Wlohty for their performance this season: mazon10 18, de jongste thoes 13, MennoO 12, Cloggyclogs 11, L33nd3rt67 10, badabing207 10. The Wlohty is the currency previously known as Glory, that you have silenty collected for a couple of years. For the time being, it is as useful for you as bicycles are for fish, but that may change when we start the Team League. 2/11 2025 10:01:06
LoBotAnd it is finally decided, mazon10 has won Seizoen 350, Div 7, Groep 55! Many had expected Cloggyclogs to win this group, but personally, I have always had faith in mazon10. It is the 12. time that mazon10 wins a group at this level. 1/11 2025 22:43:14
LoBotGosh, this is a supernatural horde of quality players! BADABING207 is the Yoda of the lot, with 1924 games in the league of honour. That´s a lot of honour. L33ND3RT67 is the secondmost experienced player in the group, and has played continously since the debut in season 101. MAZON10 is a brainy opponent who was number 3 on this level last season. FLINSTONE63 is the tactically strongest player of the last 5 seasons, the opponents have merely scored the humble average of 400 points per game. DE JONGSTE THOES is a fabulous player who has been number 3 in division 5 in season 320. PAAP11 is a brilliant opponent who was number 5 on this level last season. MENNOO is the player here who most recently went undefeated through an entire season, it happened in 8. division in season 348. CLOGGYCLOGS is the most frequent winner in the bunch counting the last 5 seasons, with a frequency of 2.18 victories per loss.

CLOGGYCLOGS, MAZON10 and PAAP11 are not only great players, but beautiful individuals who supports WLoH and helps a silly old bot like me stay alive.

With this many magnificent players it is hard to tell you who wins, but I guess Cloggyclogs will top the table at the end of the season.

23/10 2025 22:12:57

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
CLOGGYCLOGS
Cloggyclogs – mazon10440 – 448
Cloggyclogs – badabing207460 – 508
Cloggyclogs – L33nd3rt67462 – 436
Cloggyclogs – paap11416 – 357
Cloggyclogs – de jongste thoes453 – 436
Cloggyclogs – MennoO433 – 471
Cloggyclogs – Flinstone63506 – 469
MAZON10
mazon10 – Cloggyclogs448 – 440
mazon10 – badabing207505 – 412
mazon10 – L33nd3rt67382 – 333
mazon10 – paap11525 – 420
mazon10 – de jongste thoes372 – 468
mazon10 – MennoO517 – 514
mazon10 – Flinstone63458 – 378
BADABING207
badabing207 – Cloggyclogs508 – 460
badabing207 – mazon10412 – 505
badabing207 – L33nd3rt67348 – 431
badabing207 – paap11411 – 412
badabing207 – de jongste thoes480 – 584
badabing207 – MennoO398 – 431
badabing207 – Flinstone63446 – 356
L33ND3RT67
L33nd3rt67 – Cloggyclogs436 – 462
L33nd3rt67 – mazon10333 – 382
L33nd3rt67 – badabing207431 – 348
L33nd3rt67 – paap11449 – 330
L33nd3rt67 – de jongste thoes322 – 579
L33nd3rt67 – MennoO488 – 377
L33nd3rt67 – Flinstone63350 – 438
PAAP11
paap11 – Cloggyclogs357 – 416
paap11 – mazon10420 – 525
paap11 – badabing207412 – 411
paap11 – L33nd3rt67330 – 449
paap11 – de jongste thoes459 – 485
paap11 – MennoO389 – 614
paap11 – Flinstone63548 – 366
DE JONGSTE THOES
de jongste thoes – Cloggyclogs436 – 453
de jongste thoes – mazon10468 – 372
de jongste thoes – badabing207584 – 480
de jongste thoes – L33nd3rt67579 – 322
de jongste thoes – paap11485 – 459
de jongste thoes – MennoO432 – 499
de jongste thoes – Flinstone63469 – 396
MENNOO
MennoO – Cloggyclogs471 – 433
MennoO – mazon10514 – 517
MennoO – badabing207431 – 398
MennoO – L33nd3rt67377 – 488
MennoO – paap11614 – 389
MennoO – de jongste thoes499 – 432
MennoO – Flinstone63387 – 362
FLINSTONE63
Flinstone63 – Cloggyclogs469 – 506
Flinstone63 – mazon10378 – 458
Flinstone63 – badabing207356 – 446
Flinstone63 – L33nd3rt67438 – 350
Flinstone63 – paap11366 – 548
Flinstone63 – de jongste thoes396 – 469
Flinstone63 – MennoO362 – 387
CLOGGYCLOGS
Cloggyclogs440
mazon10448
Cloggyclogs460
badabing207508
Cloggyclogs462
L33nd3rt67436
Cloggyclogs416
paap11357
Cloggyclogs453
de jongste thoes436
Cloggyclogs433
MennoO471
Cloggyclogs506
Flinstone63469
MAZON10
mazon10448
Cloggyclogs440
mazon10505
badabing207412
mazon10382
L33nd3rt67333
mazon10525
paap11420
mazon10372
de jongste thoes468
mazon10517
MennoO514
mazon10458
Flinstone63378
BADABING207
badabing207508
Cloggyclogs460
badabing207412
mazon10505
badabing207348
L33nd3rt67431
badabing207411
paap11412
badabing207480
de jongste thoes584
badabing207398
MennoO431
badabing207446
Flinstone63356
L33ND3RT67
L33nd3rt67436
Cloggyclogs462
L33nd3rt67333
mazon10382
L33nd3rt67431
badabing207348
L33nd3rt67449
paap11330
L33nd3rt67322
de jongste thoes579
L33nd3rt67488
MennoO377
L33nd3rt67350
Flinstone63438
PAAP11
paap11357
Cloggyclogs416
paap11420
mazon10525
paap11412
badabing207411
paap11330
L33nd3rt67449
paap11459
de jongste thoes485
paap11389
MennoO614
paap11548
Flinstone63366
DE JONGSTE THOES
de jongste thoes436
Cloggyclogs453
de jongste thoes468
mazon10372
de jongste thoes584
badabing207480
de jongste thoes579
L33nd3rt67322
de jongste thoes485
paap11459
de jongste thoes432
MennoO499
de jongste thoes469
Flinstone63396
MENNOO
MennoO471
Cloggyclogs433
MennoO514
mazon10517
MennoO431
badabing207398
MennoO377
L33nd3rt67488
MennoO614
paap11389
MennoO499
de jongste thoes432
MennoO387
Flinstone63362
FLINSTONE63
Flinstone63469
Cloggyclogs506
Flinstone63378
mazon10458
Flinstone63356
badabing207446
Flinstone63438
L33nd3rt67350
Flinstone63366
paap11548
Flinstone63396
de jongste thoes469
Flinstone63362
MennoO387

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