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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
1Docbay 7 6013197 - 269550212Tidaholm
2Bennybula;-)) 7 5022804 - 27228210
3Catsie888 7 4032574 - 24271478Visby
4sonax 7 4032818 - 2882-648
5V van Gogh 7 3043129 - 28962336
6qosmos 7 3042782 - 2887-1056Göteborg
7kmj1961 7 2052297 - 2617-3204
8Kgrimstrom 7 1061915 - 2390-4752Malmö
1Docbay+50212
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 3197 - 2695
Fra: Tidaholm
2Bennybula;-))+8210
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2804 - 2722
3Catsie888+1478
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2574 - 2427
Fra: Visby
4sonax-648
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2818 - 2882
5V van Gogh+2336
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 3129 - 2896
6qosmos-1056
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2782 - 2887
Fra: Göteborg
7kmj1961-3204
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 2297 - 2617
8Kgrimstrom-4752
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 1915 - 2390
Fra: Malmö

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Comments

The secret link
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Navn Melding Tid
LoBotWe have the final results from Säsong 289 Div 8, Grupp 70. The group had a couple of bigger favourites, for instance V van Gogh, but in the end, Bennybula;-)) was strongest. Congratulations! 19/07 2023 11:52:25
LoBotIn Säsong 289 Div 8, Grupp 70, qosmos has gone down in a blaze of glory. Out of pure love for the opponents, qosmos has been handling out points in all directions. 19/07 2023 11:52:25
sonaxHej! Hoppar det över en omgång i Juli? Borde varit ny omgång idag? 19/07 2023 10:15:35
LoBotWow. Seriously. I don´t think I have ever seen such a tremendous gang! KGRIMSTROM is the tactically strongest player, the opponents have merely scored the humble average of 371 points per game. DOCBAY is the secondmost experienced player in the group, and has played continously since the debut in season 97. SONAX is a brilliant opponent who was number 2 on this level last season. V VAN GOGH is the player with the highest average score in a season, with 520 points per match (it happened in season 278 in division 8.) BENNYBULA;-)) is the one who most recently won a group on a decent level, the player won division 8 back in season 285. QOSMOS is a amazing opponent who was number 4 on this level last season. KMJ1961 is a outstanding player who has been number 2 in division 8 in season 255. CATSIE888 is the most frequent winner in the party, with a frequency of 1.47 victories per loss.

I feel pretty confident that V van Gogh wins the season.

5/07 2023 00:48:49

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Matches

Kamp Resultat
V VAN GOGH
V van Gogh – sonax597 – 382
V van Gogh – Bennybula;-))372 – 422
V van Gogh – Docbay424 – 446
V van Gogh – qosmos448 – 444
V van Gogh – Kgrimstrom438 – 439
V van Gogh – Catsie888373 – 405
V van Gogh – kmj1961477 – 358
SONAX
sonax – V van Gogh382 – 597
sonax – Bennybula;-))394 – 404
sonax – Docbay409 – 371
sonax – qosmos453 – 353
sonax – Kgrimstrom405 – 376
sonax – Catsie888381 – 463
sonax – kmj1961394 – 318
BENNYBULA;-))
Bennybula;-)) – V van Gogh422 – 372
Bennybula;-)) – sonax404 – 394
Bennybula;-)) – Docbay380 – 475
Bennybula;-)) – qosmos399 – 366
Bennybula;-)) – Kgrimstrom381 – 348
Bennybula;-)) – Catsie888369 – 382
Bennybula;-)) – kmj1961449 – 385
DOCBAY
Docbay – V van Gogh446 – 424
Docbay – sonax371 – 409
Docbay – Bennybula;-))475 – 380
Docbay – qosmos480 – 386
Docbay – Kgrimstrom435 – 396
Docbay – Catsie888507 – 385
Docbay – kmj1961483 – 315
QOSMOS
qosmos – V van Gogh444 – 448
qosmos – sonax353 – 453
qosmos – Bennybula;-))366 – 399
qosmos – Docbay386 – 480
qosmos – Kgrimstrom411 – 356
qosmos – Catsie888400 – 387
qosmos – kmj1961422 – 364
KGRIMSTROM
Kgrimstrom – V van Gogh439 – 438
Kgrimstrom – sonax376 – 405
Kgrimstrom – Bennybula;-))348 – 381
Kgrimstrom – Docbay396 – 435
Kgrimstrom – qosmos356 – 411
Kgrimstrom – Catsie8880 – 160
Kgrimstrom – kmj19610 – 160
CATSIE888
Catsie888 – V van Gogh405 – 373
Catsie888 – sonax463 – 381
Catsie888 – Bennybula;-))382 – 369
Catsie888 – Docbay385 – 507
Catsie888 – qosmos387 – 400
Catsie888 – Kgrimstrom160 – 0
Catsie888 – kmj1961392 – 397
KMJ1961
kmj1961 – V van Gogh358 – 477
kmj1961 – sonax318 – 394
kmj1961 – Bennybula;-))385 – 449
kmj1961 – Docbay315 – 483
kmj1961 – qosmos364 – 422
kmj1961 – Kgrimstrom160 – 0
kmj1961 – Catsie888397 – 392
V VAN GOGH
V van Gogh597
sonax382
V van Gogh372
Bennybula;-))422
V van Gogh424
Docbay446
V van Gogh448
qosmos444
V van Gogh438
Kgrimstrom439
V van Gogh373
Catsie888405
V van Gogh477
kmj1961358
SONAX
sonax382
V van Gogh597
sonax394
Bennybula;-))404
sonax409
Docbay371
sonax453
qosmos353
sonax405
Kgrimstrom376
sonax381
Catsie888463
sonax394
kmj1961318
BENNYBULA;-))
Bennybula;-))422
V van Gogh372
Bennybula;-))404
sonax394
Bennybula;-))380
Docbay475
Bennybula;-))399
qosmos366
Bennybula;-))381
Kgrimstrom348
Bennybula;-))369
Catsie888382
Bennybula;-))449
kmj1961385
DOCBAY
Docbay446
V van Gogh424
Docbay371
sonax409
Docbay475
Bennybula;-))380
Docbay480
qosmos386
Docbay435
Kgrimstrom396
Docbay507
Catsie888385
Docbay483
kmj1961315
QOSMOS
qosmos444
V van Gogh448
qosmos353
sonax453
qosmos366
Bennybula;-))399
qosmos386
Docbay480
qosmos411
Kgrimstrom356
qosmos400
Catsie888387
qosmos422
kmj1961364
KGRIMSTROM
Kgrimstrom439
V van Gogh438
Kgrimstrom376
sonax405
Kgrimstrom348
Bennybula;-))381
Kgrimstrom396
Docbay435
Kgrimstrom356
qosmos411
Kgrimstrom0
Catsie888160
Kgrimstrom0
kmj1961160
CATSIE888
Catsie888405
V van Gogh373
Catsie888463
sonax381
Catsie888382
Bennybula;-))369
Catsie888385
Docbay507
Catsie888387
qosmos400
Catsie888160
Kgrimstrom0
Catsie888392
kmj1961397
KMJ1961
kmj1961358
V van Gogh477
kmj1961318
sonax394
kmj1961385
Bennybula;-))449
kmj1961315
Docbay483
kmj1961364
qosmos422
kmj1961160
Kgrimstrom0
kmj1961397
Catsie888392