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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
1Lucecita64 7 5022475 - 213534010Heemstede
2inekew01 7 5022980 - 268329710
32011arnoud 7 5023273 - 298728610Den Haag
4Hans Dernison 7 4032375 - 20922838Tucson, AZ
5Qrtje1 7 4032641 - 24152268Kapellen
6uk22 7 3042867 - 2888-216
7Cees den Tuinder 7 1061598 - 2271-6732
8Ide2012 7 1061203 - 1941-7382
1Lucecita64+34010
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2475 - 2135
Fra: Heemstede
2inekew01+29710
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2980 - 2683
32011arnoud+28610
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 3273 - 2987
Fra: Den Haag
4Hans Dernison+2838
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2375 - 2092
Fra: Tucson, AZ
5Qrtje1+2268
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2641 - 2415
Fra: Kapellen
6uk22-216
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2867 - 2888
7Cees den Tuinder-6732
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 1598 - 2271
8Ide2012-7382
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 1203 - 1941

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotWhen I entered the automatic results in the unfinished games, Lucecita64won the group. The table is what it is, but the rules makes it difficult to get promoted without finishing the games, so I have suggested for the table judge that inekew01 is promoted instead. 20/06 2024 00:03:03
LoBotGosh, this is a virtuoso selection! CEES DEN TUINDER is the player here who has won most groups, with a total of 26 victories. HANS DERNISON is a wonderful player who has been number 3 in division 7 in season 145. UK22 is the player here who most recently went undefeated through an entire season, it happened in 9. division in season 308. INEKEW01 is a splendid player who has been number 2 in division 7 in season 176. 2011ARNOUD is the most frequent winner in the gang counting the last 100 seasons, with a frequency of 1.24 victories per loss. IDE2012 is the tactically strongest player of the last 100 seasons, the opponents have merely scored the humble average of 315 points per game. LUCECITA64 is in splendid form and was just promoted from division 10. QRTJE1 is the one who most recently won a group on a decent level, the player won division 9 back in season 309.

CEES DEN TUINDER has clicked the donation button and supports the fun for all of you.

With this many terrific players it is hard to tell you who wins, but I guess 2011arnoud will top the table at the end of the season.

6/06 2024 04:09:13

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Matches

Kamp Resultat
2011ARNOUD
2011arnoud – Hans Dernison509 – 397
2011arnoud – uk22470 – 413
2011arnoud – inekew01496 – 406
2011arnoud – Cees den Tuinder515 – 394
2011arnoud – Ide2012507 – 419
2011arnoud – Qrtje1400 – 443
2011arnoud – Lucecita64376 – 515
HANS DERNISON
Hans Dernison – 2011arnoud397 – 509
Hans Dernison – uk22460 – 335
Hans Dernison – inekew01384 – 444
Hans Dernison – Cees den Tuinder160 – 0
Hans Dernison – Ide2012160 – 0
Hans Dernison – Qrtje1424 – 390
Hans Dernison – Lucecita64390 – 414
UK22
uk22 – 2011arnoud413 – 470
uk22 – Hans Dernison335 – 460
uk22 – inekew01451 – 354
uk22 – Cees den Tuinder478 – 374
uk22 – Ide2012394 – 459
uk22 – Qrtje1361 – 398
uk22 – Lucecita64435 – 373
INEKEW01
inekew01 – 2011arnoud406 – 496
inekew01 – Hans Dernison444 – 384
inekew01 – uk22354 – 451
inekew01 – Cees den Tuinder491 – 321
inekew01 – Ide2012400 – 325
inekew01 – Qrtje1403 – 331
inekew01 – Lucecita64482 – 375
CEES DEN TUINDER
Cees den Tuinder – 2011arnoud394 – 515
Cees den Tuinder – Hans Dernison0 – 160
Cees den Tuinder – uk22374 – 478
Cees den Tuinder – inekew01321 – 491
Cees den Tuinder – Ide2012160 – 0
Cees den Tuinder – Qrtje1349 – 467
Cees den Tuinder – Lucecita640 – 160
IDE2012
Ide2012 – 2011arnoud419 – 507
Ide2012 – Hans Dernison0 – 160
Ide2012 – uk22459 – 394
Ide2012 – inekew01325 – 400
Ide2012 – Cees den Tuinder0 – 160
Ide2012 – Qrtje10 – 160
Ide2012 – Lucecita640 – 160
QRTJE1
Qrtje1 – 2011arnoud443 – 400
Qrtje1 – Hans Dernison390 – 424
Qrtje1 – uk22398 – 361
Qrtje1 – inekew01331 – 403
Qrtje1 – Cees den Tuinder467 – 349
Qrtje1 – Ide2012160 – 0
Qrtje1 – Lucecita64452 – 478
LUCECITA64
Lucecita64 – 2011arnoud515 – 376
Lucecita64 – Hans Dernison414 – 390
Lucecita64 – uk22373 – 435
Lucecita64 – inekew01375 – 482
Lucecita64 – Cees den Tuinder160 – 0
Lucecita64 – Ide2012160 – 0
Lucecita64 – Qrtje1478 – 452
2011ARNOUD
2011arnoud509
Hans Dernison397
2011arnoud470
uk22413
2011arnoud496
inekew01406
2011arnoud515
Cees den Tuinder394
2011arnoud507
Ide2012419
2011arnoud400
Qrtje1443
2011arnoud376
Lucecita64515
HANS DERNISON
Hans Dernison397
2011arnoud509
Hans Dernison460
uk22335
Hans Dernison384
inekew01444
Hans Dernison160
Cees den Tuinder0
Hans Dernison160
Ide20120
Hans Dernison424
Qrtje1390
Hans Dernison390
Lucecita64414
UK22
uk22413
2011arnoud470
uk22335
Hans Dernison460
uk22451
inekew01354
uk22478
Cees den Tuinder374
uk22394
Ide2012459
uk22361
Qrtje1398
uk22435
Lucecita64373
INEKEW01
inekew01406
2011arnoud496
inekew01444
Hans Dernison384
inekew01354
uk22451
inekew01491
Cees den Tuinder321
inekew01400
Ide2012325
inekew01403
Qrtje1331
inekew01482
Lucecita64375
CEES DEN TUINDER
Cees den Tuinder394
2011arnoud515
Cees den Tuinder0
Hans Dernison160
Cees den Tuinder374
uk22478
Cees den Tuinder321
inekew01491
Cees den Tuinder160
Ide20120
Cees den Tuinder349
Qrtje1467
Cees den Tuinder0
Lucecita64160
IDE2012
Ide2012419
2011arnoud507
Ide20120
Hans Dernison160
Ide2012459
uk22394
Ide2012325
inekew01400
Ide20120
Cees den Tuinder160
Ide20120
Qrtje1160
Ide20120
Lucecita64160
QRTJE1
Qrtje1443
2011arnoud400
Qrtje1390
Hans Dernison424
Qrtje1398
uk22361
Qrtje1331
inekew01403
Qrtje1467
Cees den Tuinder349
Qrtje1160
Ide20120
Qrtje1452
Lucecita64478
LUCECITA64
Lucecita64515
2011arnoud376
Lucecita64414
Hans Dernison390
Lucecita64373
uk22435
Lucecita64375
inekew01482
Lucecita64160
Cees den Tuinder0
Lucecita64160
Ide20120
Lucecita64478
Qrtje1452