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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
1will0409 8 6023758 - 283192712Kbh
2susmajbritt 8 6022940 - 264129912
3habi1 8 5033212 - 303018210
4pira2s 8 5032234 - 2403-16910
5Dudelange 8 4042766 - 25522148
6Fam Holst 8 4043242 - 30871558
7Miknik89 8 4043134 - 29941408
8borris73 8 2062723 - 3191-4684
9tykkee 8 0080 - 1280-12800
1will0409+92712
Spilt: 8
Seier: 6
Uavgjort: 0
Tap: 2
Score: 3758 - 2831
Fra: Kbh
2susmajbritt+29912
Spilt: 8
Seier: 6
Uavgjort: 0
Tap: 2
Score: 2940 - 2641
3habi1+18210
Spilt: 8
Seier: 5
Uavgjort: 0
Tap: 3
Score: 3212 - 3030
4pira2s-16910
Spilt: 8
Seier: 5
Uavgjort: 0
Tap: 3
Score: 2234 - 2403
5Dudelange+2148
Spilt: 8
Seier: 4
Uavgjort: 0
Tap: 4
Score: 2766 - 2552
6Fam Holst+1558
Spilt: 8
Seier: 4
Uavgjort: 0
Tap: 4
Score: 3242 - 3087
7Miknik89+1408
Spilt: 8
Seier: 4
Uavgjort: 0
Tap: 4
Score: 3134 - 2994
8borris73-4684
Spilt: 8
Seier: 2
Uavgjort: 0
Tap: 6
Score: 2723 - 3191
9tykkee-12800
Spilt: 8
Seier: 0
Uavgjort: 0
Tap: 8
Score: 0 - 1280

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotIn Season 184, Div 9, Group 53 , will0409 has won the group easily. This is no surprise to us Bots, will0409 belongs in quite another level in the league system. 3/07 2019 13:29:51
LoBotWow. Seriously. I don´t think I have ever seen such a gifted pack! DUDELANGE is the most mature player in this pack, with 757 games here. MIKNIK89 is the player with the highest average score in a season (only counting the last 10 seasons), with 464 points per match (it happened in season 181 in division 8.) PIRA2S is the one who most recently won a group on a decent level, the player won division 9 back in season 182. BORRIS73 is a supernatural player who has been number 6 in division 8 in season 127. HABI1 is the player here who most recently went undefeated through an entire season, it happened in 9. division in season 181. WILL0409 just came down from 8.division and is probably eager for revenge. FAM HOLST is a erudite player who has been number 3 in division 9 in season 177. SUSMAJBRITT is a first-rate opponent who was number 9 on this level last season. TYKKEE is the tactically strongest player of the last 10 seasons, the opponents have merely scored the humble average of 135 points per game.

The two best players are promoted. Additionally, if you finish third, you have a 66% chance of promotion. It is determined by points and spread compared to players in the other groups in the same division. I feel pretty confident that will0409 will top the table at the end of the season.

19/06 2019 16:12:04

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Matches

Kamp Resultat
WILL0409
will0409 – Dudelange541 – 390
will0409 – pira2s423 – 446
will0409 – habi1596 – 398
will0409 – Fam Holst545 – 471
will0409 – Miknik89443 – 472
will0409 – borris73542 – 237
will0409 – susmajbritt508 – 417
will0409 – tykkee160 – 0
DUDELANGE
Dudelange – will0409390 – 541
Dudelange – pira2s160 – 0
Dudelange – habi1468 – 385
Dudelange – Fam Holst376 – 411
Dudelange – Miknik89432 – 398
Dudelange – borris73405 – 423
Dudelange – susmajbritt375 – 394
Dudelange – tykkee160 – 0
PIRA2S
pira2s – will0409446 – 423
pira2s – Dudelange0 – 160
pira2s – habi1438 – 421
pira2s – Fam Holst415 – 410
pira2s – Miknik89326 – 452
pira2s – borris73449 – 377
pira2s – susmajbritt0 – 160
pira2s – tykkee160 – 0
HABI1
habi1 – will0409398 – 596
habi1 – Dudelange385 – 468
habi1 – pira2s421 – 438
habi1 – Fam Holst435 – 395
habi1 – Miknik89471 – 377
habi1 – borris73448 – 401
habi1 – susmajbritt494 – 355
habi1 – tykkee160 – 0
FAM HOLST
Fam Holst – will0409471 – 545
Fam Holst – Dudelange411 – 376
Fam Holst – pira2s410 – 415
Fam Holst – habi1395 – 435
Fam Holst – Miknik89484 – 420
Fam Holst – borris73466 – 406
Fam Holst – susmajbritt445 – 490
Fam Holst – tykkee160 – 0
MIKNIK89
Miknik89 – will0409472 – 443
Miknik89 – Dudelange398 – 432
Miknik89 – pira2s452 – 326
Miknik89 – habi1377 – 471
Miknik89 – Fam Holst420 – 484
Miknik89 – borris73419 – 336
Miknik89 – susmajbritt436 – 502
Miknik89 – tykkee160 – 0
BORRIS73
borris73 – will0409237 – 542
borris73 – Dudelange423 – 405
borris73 – pira2s377 – 449
borris73 – habi1401 – 448
borris73 – Fam Holst406 – 466
borris73 – Miknik89336 – 419
borris73 – susmajbritt383 – 462
borris73 – tykkee160 – 0
SUSMAJBRITT
susmajbritt – will0409417 – 508
susmajbritt – Dudelange394 – 375
susmajbritt – pira2s160 – 0
susmajbritt – habi1355 – 494
susmajbritt – Fam Holst490 – 445
susmajbritt – Miknik89502 – 436
susmajbritt – borris73462 – 383
susmajbritt – tykkee160 – 0
TYKKEE
tykkee – will04090 – 160
tykkee – Dudelange0 – 160
tykkee – pira2s0 – 160
tykkee – habi10 – 160
tykkee – Fam Holst0 – 160
tykkee – Miknik890 – 160
tykkee – borris730 – 160
tykkee – susmajbritt0 – 160
WILL0409
will0409541
Dudelange390
will0409423
pira2s446
will0409596
habi1398
will0409545
Fam Holst471
will0409443
Miknik89472
will0409542
borris73237
will0409508
susmajbritt417
will0409160
tykkee0
DUDELANGE
Dudelange390
will0409541
Dudelange160
pira2s0
Dudelange468
habi1385
Dudelange376
Fam Holst411
Dudelange432
Miknik89398
Dudelange405
borris73423
Dudelange375
susmajbritt394
Dudelange160
tykkee0
PIRA2S
pira2s446
will0409423
pira2s0
Dudelange160
pira2s438
habi1421
pira2s415
Fam Holst410
pira2s326
Miknik89452
pira2s449
borris73377
pira2s0
susmajbritt160
pira2s160
tykkee0
HABI1
habi1398
will0409596
habi1385
Dudelange468
habi1421
pira2s438
habi1435
Fam Holst395
habi1471
Miknik89377
habi1448
borris73401
habi1494
susmajbritt355
habi1160
tykkee0
FAM HOLST
Fam Holst471
will0409545
Fam Holst411
Dudelange376
Fam Holst410
pira2s415
Fam Holst395
habi1435
Fam Holst484
Miknik89420
Fam Holst466
borris73406
Fam Holst445
susmajbritt490
Fam Holst160
tykkee0
MIKNIK89
Miknik89472
will0409443
Miknik89398
Dudelange432
Miknik89452
pira2s326
Miknik89377
habi1471
Miknik89420
Fam Holst484
Miknik89419
borris73336
Miknik89436
susmajbritt502
Miknik89160
tykkee0
BORRIS73
borris73237
will0409542
borris73423
Dudelange405
borris73377
pira2s449
borris73401
habi1448
borris73406
Fam Holst466
borris73336
Miknik89419
borris73383
susmajbritt462
borris73160
tykkee0
SUSMAJBRITT
susmajbritt417
will0409508
susmajbritt394
Dudelange375
susmajbritt160
pira2s0
susmajbritt355
habi1494
susmajbritt490
Fam Holst445
susmajbritt502
Miknik89436
susmajbritt462
borris73383
susmajbritt160
tykkee0
TYKKEE
tykkee0
will0409160
tykkee0
Dudelange160
tykkee0
pira2s160
tykkee0
habi1160
tykkee0
Fam Holst160
tykkee0
Miknik89160
tykkee0
borris73160
tykkee0
susmajbritt160