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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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League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1qnne2958 8 7013014 - 240461014Heerde
2chantaljonker 8 6113205 - 285135413
3girdy01 8 5122355 - 213122411
4harryfebruari 8 5032635 - 223340210
5Ruud Nonhebel 8 4222439 - 232411510
6phATMOO 8 3052317 - 2253646
719mary62 8 3052075 - 2203-1286
8jokelenoble 8 1071418 - 2044-6262
9Jbrinkma 8 008655 - 1670-10150
1qnne2958+61014
Spilt: 8
Seier: 7
Uavgjort: 0
Tap: 1
Score: 3014 - 2404
Fra: Heerde
2chantaljonker+35413
Spilt: 8
Seier: 6
Uavgjort: 1
Tap: 1
Score: 3205 - 2851
3girdy01+22411
Spilt: 8
Seier: 5
Uavgjort: 1
Tap: 2
Score: 2355 - 2131
4harryfebruari+40210
Spilt: 8
Seier: 5
Uavgjort: 0
Tap: 3
Score: 2635 - 2233
5Ruud Nonhebel+11510
Spilt: 8
Seier: 4
Uavgjort: 2
Tap: 2
Score: 2439 - 2324
6phATMOO+646
Spilt: 8
Seier: 3
Uavgjort: 0
Tap: 5
Score: 2317 - 2253
719mary62-1286
Spilt: 8
Seier: 3
Uavgjort: 0
Tap: 5
Score: 2075 - 2203
8jokelenoble-6262
Spilt: 8
Seier: 1
Uavgjort: 0
Tap: 7
Score: 1418 - 2044
9Jbrinkma-10150
Spilt: 8
Seier: 0
Uavgjort: 0
Tap: 8
Score: 655 - 1670

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotCongratulations to qnne2958 who has won Seizoen 163, Div 10, Groep 57! This comes as no surprise to me, qnne2958 is a magnificent player. 6/09 2018 13:16:35
LoBotWhen I entered the automatic results in the unfinished games, qnne2958won 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 chantaljonker is promoted instead. 6/09 2018 09:03:20
LoBotThe season is close to its end, and chantaljonker is ahead. But if the last games are not finished, I will set some automatic results at deadline, and as it looks right now, qnne2958 may get the victory. The rules say that if you don´t finish the games, you may lose your promotion, the table judge may edit this group and may give the promotion to chantaljonker anyway. If you are qnne2958 and care about the promotion, I recommend either finish all games, or, if impossible, report current score in this comment field before deadline. 5/09 2018 06:02:00
LoBotHere we have a good group! RUUD NONHEBEL is the one with most experience here, with 81 seasons here. GIRDY01 is the player here who most recently went undefeated through an entire season, it happened in 10. division in season 137. CHANTALJONKER is the player here who has won most groups, with a total of 8 victories. HARRYFEBRUARI is a magnificent opponent who was number 7 on this level last season. QNNE2958 is the one who most recently won a group on a decent level, the player won division 10 back in season 158. 19MARY62 is the most frequent winner in the group in the last 100 seasons, with a frequency of 1.88 victories per loss. JOKELENOBLE is a talented opponent who was number 6 on this level last season. PHATMOO is a supernatural opponent who was number 5 on this level last season. JBRINKMA is the tactically strongest player of the last 100 seasons, the opponents have merely scored the humble average of 251 points per game.

We have so many skilful players here that it is difficult to pick a winner, but my guess is that qnne2958 wins the season.

23/08 2018 14:06:00

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
QNNE2958
qnne2958 – chantaljonker468 – 329
qnne2958 – girdy01378 – 356
qnne2958 – Ruud Nonhebel435 – 323
qnne2958 – 19mary62451 – 360
qnne2958 – harryfebruari419 – 342
qnne2958 – phATMOO318 – 378
qnne2958 – Jbrinkma150 – 0
qnne2958 – jokelenoble395 – 316
CHANTALJONKER
chantaljonker – qnne2958329 – 468
chantaljonker – girdy01376 – 347
chantaljonker – Ruud Nonhebel410 – 410
chantaljonker – 19mary62410 – 318
chantaljonker – harryfebruari457 – 362
chantaljonker – phATMOO396 – 327
chantaljonker – Jbrinkma397 – 284
chantaljonker – jokelenoble430 – 335
GIRDY01
girdy01 – qnne2958356 – 378
girdy01 – chantaljonker347 – 376
girdy01 – Ruud Nonhebel0 – 0
girdy01 – 19mary62387 – 336
girdy01 – harryfebruari367 – 364
girdy01 – phATMOO375 – 306
girdy01 – Jbrinkma373 – 371
girdy01 – jokelenoble150 – 0
RUUD NONHEBEL
Ruud Nonhebel – qnne2958323 – 435
Ruud Nonhebel – chantaljonker410 – 410
Ruud Nonhebel – girdy010 – 0
Ruud Nonhebel – 19mary62445 – 381
Ruud Nonhebel – harryfebruari355 – 470
Ruud Nonhebel – phATMOO369 – 337
Ruud Nonhebel – Jbrinkma150 – 0
Ruud Nonhebel – jokelenoble387 – 291
19MARY62
19mary62 – qnne2958360 – 451
19mary62 – chantaljonker318 – 410
19mary62 – girdy01336 – 387
19mary62 – Ruud Nonhebel381 – 445
19mary62 – harryfebruari0 – 150
19mary62 – phATMOO380 – 360
19mary62 – Jbrinkma150 – 0
19mary62 – jokelenoble150 – 0
HARRYFEBRUARI
harryfebruari – qnne2958342 – 419
harryfebruari – chantaljonker362 – 457
harryfebruari – girdy01364 – 367
harryfebruari – Ruud Nonhebel470 – 355
harryfebruari – 19mary62150 – 0
harryfebruari – phATMOO415 – 309
harryfebruari – Jbrinkma150 – 0
harryfebruari – jokelenoble382 – 326
PHATMOO
phATMOO – qnne2958378 – 318
phATMOO – chantaljonker327 – 396
phATMOO – girdy01306 – 375
phATMOO – Ruud Nonhebel337 – 369
phATMOO – 19mary62360 – 380
phATMOO – harryfebruari309 – 415
phATMOO – Jbrinkma150 – 0
phATMOO – jokelenoble150 – 0
JBRINKMA
Jbrinkma – qnne29580 – 150
Jbrinkma – chantaljonker284 – 397
Jbrinkma – girdy01371 – 373
Jbrinkma – Ruud Nonhebel0 – 150
Jbrinkma – 19mary620 – 150
Jbrinkma – harryfebruari0 – 150
Jbrinkma – phATMOO0 – 150
Jbrinkma – jokelenoble0 – 150
JOKELENOBLE
jokelenoble – qnne2958316 – 395
jokelenoble – chantaljonker335 – 430
jokelenoble – girdy010 – 150
jokelenoble – Ruud Nonhebel291 – 387
jokelenoble – 19mary620 – 150
jokelenoble – harryfebruari326 – 382
jokelenoble – phATMOO0 – 150
jokelenoble – Jbrinkma150 – 0
QNNE2958
qnne2958468
chantaljonker329
qnne2958378
girdy01356
qnne2958435
Ruud Nonhebel323
qnne2958451
19mary62360
qnne2958419
harryfebruari342
qnne2958318
phATMOO378
qnne2958150
Jbrinkma0
qnne2958395
jokelenoble316
CHANTALJONKER
chantaljonker329
qnne2958468
chantaljonker376
girdy01347
chantaljonker410
Ruud Nonhebel410
chantaljonker410
19mary62318
chantaljonker457
harryfebruari362
chantaljonker396
phATMOO327
chantaljonker397
Jbrinkma284
chantaljonker430
jokelenoble335
GIRDY01
girdy01356
qnne2958378
girdy01347
chantaljonker376
girdy010
Ruud Nonhebel0
girdy01387
19mary62336
girdy01367
harryfebruari364
girdy01375
phATMOO306
girdy01373
Jbrinkma371
girdy01150
jokelenoble0
RUUD NONHEBEL
Ruud Nonhebel323
qnne2958435
Ruud Nonhebel410
chantaljonker410
Ruud Nonhebel0
girdy010
Ruud Nonhebel445
19mary62381
Ruud Nonhebel355
harryfebruari470
Ruud Nonhebel369
phATMOO337
Ruud Nonhebel150
Jbrinkma0
Ruud Nonhebel387
jokelenoble291
19MARY62
19mary62360
qnne2958451
19mary62318
chantaljonker410
19mary62336
girdy01387
19mary62381
Ruud Nonhebel445
19mary620
harryfebruari150
19mary62380
phATMOO360
19mary62150
Jbrinkma0
19mary62150
jokelenoble0
HARRYFEBRUARI
harryfebruari342
qnne2958419
harryfebruari362
chantaljonker457
harryfebruari364
girdy01367
harryfebruari470
Ruud Nonhebel355
harryfebruari150
19mary620
harryfebruari415
phATMOO309
harryfebruari150
Jbrinkma0
harryfebruari382
jokelenoble326
PHATMOO
phATMOO378
qnne2958318
phATMOO327
chantaljonker396
phATMOO306
girdy01375
phATMOO337
Ruud Nonhebel369
phATMOO360
19mary62380
phATMOO309
harryfebruari415
phATMOO150
Jbrinkma0
phATMOO150
jokelenoble0
JBRINKMA
Jbrinkma0
qnne2958150
Jbrinkma284
chantaljonker397
Jbrinkma371
girdy01373
Jbrinkma0
Ruud Nonhebel150
Jbrinkma0
19mary62150
Jbrinkma0
harryfebruari150
Jbrinkma0
phATMOO150
Jbrinkma0
jokelenoble150
JOKELENOBLE
jokelenoble316
qnne2958395
jokelenoble335
chantaljonker430
jokelenoble0
girdy01150
jokelenoble291
Ruud Nonhebel387
jokelenoble0
19mary62150
jokelenoble326
harryfebruari382
jokelenoble0
phATMOO150
jokelenoble150
Jbrinkma0