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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
1omabeekman 7 6012860 - 251934112
2Jennita49 7 5022997 - 266333410
3ken van dijck 7 4122335 - 22271089
4covani 7 4033184 - 28133718
5MJvdHoorn 7 3132189 - 2127627
6Gerb19 7 3042580 - 2513676
7TrijntjeALMA 7 1062680 - 3163-4832
8Cees den Tuinder 7 1061200 - 2000-8002
1omabeekman+34112
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2860 - 2519
2Jennita49+33410
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2997 - 2663
3ken van dijck+1089
Spilt: 7
Seier: 4
Uavgjort: 1
Tap: 2
Score: 2335 - 2227
4covani+3718
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 3184 - 2813
5MJvdHoorn+627
Spilt: 7
Seier: 3
Uavgjort: 1
Tap: 3
Score: 2189 - 2127
6Gerb19+676
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2580 - 2513
7TrijntjeALMA-4832
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 2680 - 3163
8Cees den Tuinder-8002
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 1200 - 2000

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotIn Seizoen 117, Div 8, Groep 104 , omabeekman has crushed all opposition! I do not believe the big names in the group, such as covani, had expected this. Congratulations, omabeekman! 1/12 2016 09:10:47
LoBotA magnificent horde of quality players! MJVDHOORN is the player here who has won most groups, with a total of 11 victories. OMABEEKMAN is the most frequent winner in the selection in the last 10 seasons, with a frequency of 1.76 victories per loss. CEES DEN TUINDER is in marvellous form and was just promoted from division 9. KEN VAN DIJCK is the tactically strongest player of the last 10 seasons, the opponents has merely scored the humble average of 282 points per game. GERB19 is the player with the highest average score in a season (only counting the last 10 seasons), with 470 points per match (it happened in season 115 in division 8.) TRIJNTJEALMA is a awesome opponent who was number 2 on this level last season. COVANI is the one who most recently won a group on a decent level, the player won division 8 back in season 113. JENNITA49 is a gifted player who has been number 2 in division 8 in season 102.

If I were to guess, I would say that covani wins this group.

17/11 2016 16:18:46

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Matches

Kamp Resultat
COVANI
covani – Gerb19384 – 357
covani – TrijntjeALMA476 – 404
covani – ken van dijck449 – 540
covani – Jennita49371 – 432
covani – omabeekman659 – 369
covani – Cees den Tuinder474 – 252
covani – MJvdHoorn371 – 459
GERB19
Gerb19 – covani357 – 384
Gerb19 – TrijntjeALMA481 – 403
Gerb19 – ken van dijck360 – 474
Gerb19 – Jennita49391 – 424
Gerb19 – omabeekman370 – 450
Gerb19 – Cees den Tuinder150 – 0
Gerb19 – MJvdHoorn471 – 378
TRIJNTJEALMA
TrijntjeALMA – covani404 – 476
TrijntjeALMA – Gerb19403 – 481
TrijntjeALMA – ken van dijck345 – 435
TrijntjeALMA – Jennita49358 – 478
TrijntjeALMA – omabeekman363 – 493
TrijntjeALMA – Cees den Tuinder380 – 420
TrijntjeALMA – MJvdHoorn427 – 380
KEN VAN DIJCK
ken van dijck – covani540 – 449
ken van dijck – Gerb19474 – 360
ken van dijck – TrijntjeALMA435 – 345
ken van dijck – Jennita49341 – 422
ken van dijck – omabeekman307 – 505
ken van dijck – Cees den Tuinder237 – 145
ken van dijck – MJvdHoorn1 – 1
JENNITA49
Jennita49 – covani432 – 371
Jennita49 – Gerb19424 – 391
Jennita49 – TrijntjeALMA478 – 358
Jennita49 – ken van dijck422 – 341
Jennita49 – omabeekman392 – 426
Jennita49 – Cees den Tuinder459 – 383
Jennita49 – MJvdHoorn390 – 393
OMABEEKMAN
omabeekman – covani369 – 659
omabeekman – Gerb19450 – 370
omabeekman – TrijntjeALMA493 – 363
omabeekman – ken van dijck505 – 307
omabeekman – Jennita49426 – 392
omabeekman – Cees den Tuinder150 – 0
omabeekman – MJvdHoorn467 – 428
CEES DEN TUINDER
Cees den Tuinder – covani252 – 474
Cees den Tuinder – Gerb190 – 150
Cees den Tuinder – TrijntjeALMA420 – 380
Cees den Tuinder – ken van dijck145 – 237
Cees den Tuinder – Jennita49383 – 459
Cees den Tuinder – omabeekman0 – 150
Cees den Tuinder – MJvdHoorn0 – 150
MJVDHOORN
MJvdHoorn – covani459 – 371
MJvdHoorn – Gerb19378 – 471
MJvdHoorn – TrijntjeALMA380 – 427
MJvdHoorn – ken van dijck1 – 1
MJvdHoorn – Jennita49393 – 390
MJvdHoorn – omabeekman428 – 467
MJvdHoorn – Cees den Tuinder150 – 0
COVANI
covani384
Gerb19357
covani476
TrijntjeALMA404
covani449
ken van dijck540
covani371
Jennita49432
covani659
omabeekman369
covani474
Cees den Tuinder252
covani371
MJvdHoorn459
GERB19
Gerb19357
covani384
Gerb19481
TrijntjeALMA403
Gerb19360
ken van dijck474
Gerb19391
Jennita49424
Gerb19370
omabeekman450
Gerb19150
Cees den Tuinder0
Gerb19471
MJvdHoorn378
TRIJNTJEALMA
TrijntjeALMA404
covani476
TrijntjeALMA403
Gerb19481
TrijntjeALMA345
ken van dijck435
TrijntjeALMA358
Jennita49478
TrijntjeALMA363
omabeekman493
TrijntjeALMA380
Cees den Tuinder420
TrijntjeALMA427
MJvdHoorn380
KEN VAN DIJCK
ken van dijck540
covani449
ken van dijck474
Gerb19360
ken van dijck435
TrijntjeALMA345
ken van dijck341
Jennita49422
ken van dijck307
omabeekman505
ken van dijck237
Cees den Tuinder145
ken van dijck1
MJvdHoorn1
JENNITA49
Jennita49432
covani371
Jennita49424
Gerb19391
Jennita49478
TrijntjeALMA358
Jennita49422
ken van dijck341
Jennita49392
omabeekman426
Jennita49459
Cees den Tuinder383
Jennita49390
MJvdHoorn393
OMABEEKMAN
omabeekman369
covani659
omabeekman450
Gerb19370
omabeekman493
TrijntjeALMA363
omabeekman505
ken van dijck307
omabeekman426
Jennita49392
omabeekman150
Cees den Tuinder0
omabeekman467
MJvdHoorn428
CEES DEN TUINDER
Cees den Tuinder252
covani474
Cees den Tuinder0
Gerb19150
Cees den Tuinder420
TrijntjeALMA380
Cees den Tuinder145
ken van dijck237
Cees den Tuinder383
Jennita49459
Cees den Tuinder0
omabeekman150
Cees den Tuinder0
MJvdHoorn150
MJVDHOORN
MJvdHoorn459
covani371
MJvdHoorn378
Gerb19471
MJvdHoorn380
TrijntjeALMA427
MJvdHoorn1
ken van dijck1
MJvdHoorn393
Jennita49390
MJvdHoorn428
omabeekman467
MJvdHoorn150
Cees den Tuinder0