Wordfeud League of Honour

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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
1collossos 11 10014109 - 3079103020Anna Paulowna
2mon!quec 11 10013624 - 272190320
3DaniellaRog 11 7043924 - 369023414
4poesele 11 6054259 - 398927012
5NW:) 11 6053338 - 33241412
6AnsH. 11 6054107 - 4264-15712
7C8u2i 11 5063447 - 322821910
8roelof jan 11 5064111 - 392918210
9jopla09 11 5062817 - 27506710
10Annala 1952 11 4072865 - 2958-938
11Martin Vlieg 11 2091678 - 2595-9174
12Wijnzinnig! 11 0011789 - 2541-17520
1collossos+103020
Spilt: 11
Seier: 10
Uavgjort: 0
Tap: 1
Score: 4109 - 3079
Fra: Anna Paulowna
2mon!quec+90320
Spilt: 11
Seier: 10
Uavgjort: 0
Tap: 1
Score: 3624 - 2721
3DaniellaRog+23414
Spilt: 11
Seier: 7
Uavgjort: 0
Tap: 4
Score: 3924 - 3690
4poesele+27012
Spilt: 11
Seier: 6
Uavgjort: 0
Tap: 5
Score: 4259 - 3989
5NW:)+1412
Spilt: 11
Seier: 6
Uavgjort: 0
Tap: 5
Score: 3338 - 3324
6AnsH.-15712
Spilt: 11
Seier: 6
Uavgjort: 0
Tap: 5
Score: 4107 - 4264
7C8u2i+21910
Spilt: 11
Seier: 5
Uavgjort: 0
Tap: 6
Score: 3447 - 3228
8roelof jan+18210
Spilt: 11
Seier: 5
Uavgjort: 0
Tap: 6
Score: 4111 - 3929
9jopla09+6710
Spilt: 11
Seier: 5
Uavgjort: 0
Tap: 6
Score: 2817 - 2750
10Annala 1952-938
Spilt: 11
Seier: 4
Uavgjort: 0
Tap: 7
Score: 2865 - 2958
11Martin Vlieg-9174
Spilt: 11
Seier: 2
Uavgjort: 0
Tap: 9
Score: 1678 - 2595
12Wijnzinnig!-17520
Spilt: 11
Seier: 0
Uavgjort: 0
Tap: 11
Score: 789 - 2541

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotMy compliments to collossos on the outstanding effort in Seizoen 251, Div 10, Groep 178! Before the season started, collossos was considered an outsider, someone who could win, but maybe not someone you should put the big money on. Nevertheless, it was nice to watch collossos succeed. 20/01 2022 00:10:08
LoBotAt the moment, Wijnzinnig! and Annala 1952 is in the relegation spots. But in the games that are not finished, I will set some automatic results at deadline, and that may cause Wijnzinnig! and Martin Vlieg to go down. The rules state that you cannot get an advantage simply by not finishing your games, so the table judge may edit this group with respect to relegation. If you have intel on unfinished games (current score, reason for delay) that the judge ought to know, I recommend posting the information here before deadline. 18/01 2022 15:01:15
LoBotThe erudite poesele is the first player in this group to reach 5 matches, and gets the price of 5 Wlohty. That means poesele now possesses 1376 Wlohty. You earn Wlohty by finishing all your games, playing fast, or ending top six in the table. The Wlohty is a worthless crypto currency which may become useful when we start a Team League. 8/01 2022 15:13:40
LoBotThe talented poesele is the first player in this group to reach 3 matches, and gets the price of 3 Wlohty. You earn Wlohty by finishing all your games, playing fast, or ending top six in the table. The Wlohty is a worthless crypto currency which may become useful when we start a Team League. 7/01 2022 13:03:54
LoBotNo. I cant believe this. It is an outstanding party! ANNALA 1952 is the one with most experience here, with 1459 games here. COLLOSSOS is the secondmost experienced player in the group, and has played continously since the debut in season 91. ROELOF JAN is the player here who has won most groups, with a total of 21 victories. POESELE is a excellent player who recently was number 8 in division 9 in season 248. NW:) is a brainy opponent who was number 10 on this level last season. MON!QUEC is the player here who most recently went undefeated through an entire season, it happened in 10. division in season 240. JOPLA09 is a fabulous player who has been number 8 in division 9 in season 249. ANSH. is a wicked opponent who was number 6 on this level last season. DANIELLAROG is a gifted player who has been number 2 in division 10 in season 245. C8U2I is a magic player who has been number 7 in division 10 in season 249. MARTIN VLIEG is a excellent player who has been number 6 in division 10 in season 250. WIJNZINNIG! is the tactically strongest player of the last 30 seasons, the opponents have merely scored the humble average of 158 points per game.

My two favourites here are roelof jan and mon!quec. They have met 1 times before in the league, and roelof jan is ahead 1-0 in victories. So if I have to choose, I believe that roelof jan ends up as the winner here.

6/01 2022 00:27:15

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
ROELOF JAN
roelof jan – mon!quec399 – 426
roelof jan – poesele348 – 470
roelof jan – DaniellaRog375 – 316
roelof jan – collossos382 – 425
roelof jan – AnsH.400 – 338
roelof jan – Martin Vlieg417 – 436
roelof jan – Annala 1952437 – 340
roelof jan – jopla09364 – 390
roelof jan – NW:)433 – 328
roelof jan – C8u2i396 – 460
roelof jan – Wijnzinnig!160 – 0
MON!QUEC
mon!quec – roelof jan426 – 399
mon!quec – poesele150 – 0
mon!quec – DaniellaRog427 – 350
mon!quec – collossos453 – 366
mon!quec – AnsH.369 – 349
mon!quec – Martin Vlieg372 – 348
mon!quec – Annala 1952300 – 326
mon!quec – jopla09150 – 0
mon!quec – NW:)378 – 309
mon!quec – C8u2i449 – 274
mon!quec – Wijnzinnig!150 – 0
POESELE
poesele – roelof jan470 – 348
poesele – mon!quec0 – 150
poesele – DaniellaRog381 – 412
poesele – collossos401 – 451
poesele – AnsH.402 – 441
poesele – Martin Vlieg455 – 343
poesele – Annala 1952463 – 319
poesele – jopla09450 – 427
poesele – NW:)355 – 472
poesele – C8u2i439 – 379
poesele – Wijnzinnig!443 – 247
DANIELLAROG
DaniellaRog – roelof jan316 – 375
DaniellaRog – mon!quec350 – 427
DaniellaRog – poesele412 – 381
DaniellaRog – collossos240 – 446
DaniellaRog – AnsH.418 – 403
DaniellaRog – Martin Vlieg160 – 0
DaniellaRog – Annala 1952381 – 355
DaniellaRog – jopla09327 – 454
DaniellaRog – NW:)487 – 280
DaniellaRog – C8u2i363 – 356
DaniellaRog – Wijnzinnig!470 – 213
COLLOSSOS
collossos – roelof jan425 – 382
collossos – mon!quec366 – 453
collossos – poesele451 – 401
collossos – DaniellaRog446 – 240
collossos – AnsH.397 – 330
collossos – Martin Vlieg150 – 0
collossos – Annala 1952375 – 309
collossos – jopla09455 – 346
collossos – NW:)475 – 272
collossos – C8u2i409 – 346
collossos – Wijnzinnig!160 – 0
ANSH.
AnsH. – roelof jan338 – 400
AnsH. – mon!quec349 – 369
AnsH. – poesele441 – 402
AnsH. – DaniellaRog403 – 418
AnsH. – collossos330 – 397
AnsH. – Martin Vlieg401 – 391
AnsH. – Annala 1952419 – 349
AnsH. – jopla09252 – 467
AnsH. – NW:)412 – 384
AnsH. – C8u2i404 – 358
AnsH. – Wijnzinnig!358 – 329
MARTIN VLIEG
Martin Vlieg – roelof jan436 – 417
Martin Vlieg – mon!quec348 – 372
Martin Vlieg – poesele343 – 455
Martin Vlieg – DaniellaRog0 – 160
Martin Vlieg – collossos0 – 150
Martin Vlieg – AnsH.391 – 401
Martin Vlieg – Annala 19520 – 160
Martin Vlieg – jopla090 – 160
Martin Vlieg – NW:)0 – 160
Martin Vlieg – C8u2i0 – 160
Martin Vlieg – Wijnzinnig!160 – 0
ANNALA 1952
Annala 1952 – roelof jan340 – 437
Annala 1952 – mon!quec326 – 300
Annala 1952 – poesele319 – 463
Annala 1952 – DaniellaRog355 – 381
Annala 1952 – collossos309 – 375
Annala 1952 – AnsH.349 – 419
Annala 1952 – Martin Vlieg160 – 0
Annala 1952 – jopla09160 – 0
Annala 1952 – NW:)0 – 160
Annala 1952 – C8u2i387 – 423
Annala 1952 – Wijnzinnig!160 – 0
JOPLA09
jopla09 – roelof jan390 – 364
jopla09 – mon!quec0 – 150
jopla09 – poesele427 – 450
jopla09 – DaniellaRog454 – 327
jopla09 – collossos346 – 455
jopla09 – AnsH.467 – 252
jopla09 – Martin Vlieg160 – 0
jopla09 – Annala 19520 – 160
jopla09 – NW:)413 – 432
jopla09 – C8u2i0 – 160
jopla09 – Wijnzinnig!160 – 0
NW:)
NW:) – roelof jan328 – 433
NW:) – mon!quec309 – 378
NW:) – poesele472 – 355
NW:) – DaniellaRog280 – 487
NW:) – collossos272 – 475
NW:) – AnsH.384 – 412
NW:) – Martin Vlieg160 – 0
NW:) – Annala 1952160 – 0
NW:) – jopla09432 – 413
NW:) – C8u2i381 – 371
NW:) – Wijnzinnig!160 – 0
C8U2I
C8u2i – roelof jan460 – 396
C8u2i – mon!quec274 – 449
C8u2i – poesele379 – 439
C8u2i – DaniellaRog356 – 363
C8u2i – collossos346 – 409
C8u2i – AnsH.358 – 404
C8u2i – Martin Vlieg160 – 0
C8u2i – Annala 1952423 – 387
C8u2i – jopla09160 – 0
C8u2i – NW:)371 – 381
C8u2i – Wijnzinnig!160 – 0
WIJNZINNIG!
Wijnzinnig! – roelof jan0 – 160
Wijnzinnig! – mon!quec0 – 150
Wijnzinnig! – poesele247 – 443
Wijnzinnig! – DaniellaRog213 – 470
Wijnzinnig! – collossos0 – 160
Wijnzinnig! – AnsH.329 – 358
Wijnzinnig! – Martin Vlieg0 – 160
Wijnzinnig! – Annala 19520 – 160
Wijnzinnig! – jopla090 – 160
Wijnzinnig! – NW:)0 – 160
Wijnzinnig! – C8u2i0 – 160
ROELOF JAN
roelof jan399
mon!quec426
roelof jan348
poesele470
roelof jan375
DaniellaRog316
roelof jan382
collossos425
roelof jan400
AnsH.338
roelof jan417
Martin Vlieg436
roelof jan437
Annala 1952340
roelof jan364
jopla09390
roelof jan433
NW:)328
roelof jan396
C8u2i460
roelof jan160
Wijnzinnig!0
MON!QUEC
mon!quec426
roelof jan399
mon!quec150
poesele0
mon!quec427
DaniellaRog350
mon!quec453
collossos366
mon!quec369
AnsH.349
mon!quec372
Martin Vlieg348
mon!quec300
Annala 1952326
mon!quec150
jopla090
mon!quec378
NW:)309
mon!quec449
C8u2i274
mon!quec150
Wijnzinnig!0
POESELE
poesele470
roelof jan348
poesele0
mon!quec150
poesele381
DaniellaRog412
poesele401
collossos451
poesele402
AnsH.441
poesele455
Martin Vlieg343
poesele463
Annala 1952319
poesele450
jopla09427
poesele355
NW:)472
poesele439
C8u2i379
poesele443
Wijnzinnig!247
DANIELLAROG
DaniellaRog316
roelof jan375
DaniellaRog350
mon!quec427
DaniellaRog412
poesele381
DaniellaRog240
collossos446
DaniellaRog418
AnsH.403
DaniellaRog160
Martin Vlieg0
DaniellaRog381
Annala 1952355
DaniellaRog327
jopla09454
DaniellaRog487
NW:)280
DaniellaRog363
C8u2i356
DaniellaRog470
Wijnzinnig!213
COLLOSSOS
collossos425
roelof jan382
collossos366
mon!quec453
collossos451
poesele401
collossos446
DaniellaRog240
collossos397
AnsH.330
collossos150
Martin Vlieg0
collossos375
Annala 1952309
collossos455
jopla09346
collossos475
NW:)272
collossos409
C8u2i346
collossos160
Wijnzinnig!0
ANSH.
AnsH.338
roelof jan400
AnsH.349
mon!quec369
AnsH.441
poesele402
AnsH.403
DaniellaRog418
AnsH.330
collossos397
AnsH.401
Martin Vlieg391
AnsH.419
Annala 1952349
AnsH.252
jopla09467
AnsH.412
NW:)384
AnsH.404
C8u2i358
AnsH.358
Wijnzinnig!329
MARTIN VLIEG
Martin Vlieg436
roelof jan417
Martin Vlieg348
mon!quec372
Martin Vlieg343
poesele455
Martin Vlieg0
DaniellaRog160
Martin Vlieg0
collossos150
Martin Vlieg391
AnsH.401
Martin Vlieg0
Annala 1952160
Martin Vlieg0
jopla09160
Martin Vlieg0
NW:)160
Martin Vlieg0
C8u2i160
Martin Vlieg160
Wijnzinnig!0
ANNALA 1952
Annala 1952340
roelof jan437
Annala 1952326
mon!quec300
Annala 1952319
poesele463
Annala 1952355
DaniellaRog381
Annala 1952309
collossos375
Annala 1952349
AnsH.419
Annala 1952160
Martin Vlieg0
Annala 1952160
jopla090
Annala 19520
NW:)160
Annala 1952387
C8u2i423
Annala 1952160
Wijnzinnig!0
JOPLA09
jopla09390
roelof jan364
jopla090
mon!quec150
jopla09427
poesele450
jopla09454
DaniellaRog327
jopla09346
collossos455
jopla09467
AnsH.252
jopla09160
Martin Vlieg0
jopla090
Annala 1952160
jopla09413
NW:)432
jopla090
C8u2i160
jopla09160
Wijnzinnig!0
NW:)
NW:)328
roelof jan433
NW:)309
mon!quec378
NW:)472
poesele355
NW:)280
DaniellaRog487
NW:)272
collossos475
NW:)384
AnsH.412
NW:)160
Martin Vlieg0
NW:)160
Annala 19520
NW:)432
jopla09413
NW:)381
C8u2i371
NW:)160
Wijnzinnig!0
C8U2I
C8u2i460
roelof jan396
C8u2i274
mon!quec449
C8u2i379
poesele439
C8u2i356
DaniellaRog363
C8u2i346
collossos409
C8u2i358
AnsH.404
C8u2i160
Martin Vlieg0
C8u2i423
Annala 1952387
C8u2i160
jopla090
C8u2i371
NW:)381
C8u2i160
Wijnzinnig!0
WIJNZINNIG!
Wijnzinnig!0
roelof jan160
Wijnzinnig!0
mon!quec150
Wijnzinnig!247
poesele443
Wijnzinnig!213
DaniellaRog470
Wijnzinnig!0
collossos160
Wijnzinnig!329
AnsH.358
Wijnzinnig!0
Martin Vlieg160
Wijnzinnig!0
Annala 1952160
Wijnzinnig!0
jopla09160
Wijnzinnig!0
NW:)160
Wijnzinnig!0
C8u2i160

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