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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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CemKaraca vinner sin 135. tittel: Et eksepsjonelt mesterskap i sesong 344! Les mer
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SigrunM sikrer sin fjerde mestertittel – overgår forventningene med suveren seier! Les mer
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Cox Clavicula sikrer sitt 191. mesterskap - En ustoppelig legende i ligaen! Les mer
Table:
League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1donronbon 10 9014254 - 350874618Bonaire
2Stené 10 8024280 - 376052016
3alice in w 10 7033960 - 347448614
4jokebeukers 10 6133360 - 307128913
5speedy007 10 6043931 - 346746412
6riawe 10 5053829 - 3853-2410Utrecht
7Newton.59 10 4153025 - 3136-1119
8mathilde 421 10 3252908 - 3175-2678
9AMHOS 10 2172971 - 3361-3905
10Dijk53 10 1182854 - 3683-8293
1100 half 7 10 1091807 - 2691-8842
1donronbon+74618
Spilt: 10
Seier: 9
Uavgjort: 0
Tap: 1
Score: 4254 - 3508
Fra: Bonaire
2Stené+52016
Spilt: 10
Seier: 8
Uavgjort: 0
Tap: 2
Score: 4280 - 3760
3alice in w+48614
Spilt: 10
Seier: 7
Uavgjort: 0
Tap: 3
Score: 3960 - 3474
4jokebeukers+28913
Spilt: 10
Seier: 6
Uavgjort: 1
Tap: 3
Score: 3360 - 3071
5speedy007+46412
Spilt: 10
Seier: 6
Uavgjort: 0
Tap: 4
Score: 3931 - 3467
6riawe-2410
Spilt: 10
Seier: 5
Uavgjort: 0
Tap: 5
Score: 3829 - 3853
Fra: Utrecht
7Newton.59-1119
Spilt: 10
Seier: 4
Uavgjort: 1
Tap: 5
Score: 3025 - 3136
8mathilde 421-2678
Spilt: 10
Seier: 3
Uavgjort: 2
Tap: 5
Score: 2908 - 3175
9AMHOS-3905
Spilt: 10
Seier: 2
Uavgjort: 1
Tap: 7
Score: 2971 - 3361
10Dijk53-8293
Spilt: 10
Seier: 1
Uavgjort: 1
Tap: 8
Score: 2854 - 3683
1100 half 7-8842
Spilt: 10
Seier: 1
Uavgjort: 0
Tap: 9
Score: 1807 - 2691

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotIt is great to see donronbon rise towards old heights. The magnificent victory in Seizoen 333, Div 10, Groep 136 is not the first time donronbon has topped the podium, as we all remember donronbon also has won the 9.division. It is the 15. time that donronbon wins a group at this level. 11/03 2025 08:45:41
LoBotWow. Seriously. I don´t think I have ever seen such a supernatural cluster of smartness! NEWTON.59 is the player here who has won most groups, with a total of 23 victories. AMHOS is a clever player who has been number 3 in division 9 in season 99. RIAWE is a supernatural player who has been number 6 in division 8 in season 146. DONRONBON is the one who most recently won a group on a decent level, the player won division 10 back in season 329. JOKEBEUKERS is a splendid opponent who was number 5 on this level last season. DIJK53 is the tactically strongest player of the last 5 seasons, the opponents have merely scored the humble average of 228 points per game. SPEEDY007 is a amazing player who has been number 4 in division 9 in season 197. MATHILDE 421 is a erudite opponent who was number 10 on this level last season. 00 HALF 7 is a amazeballs player who has been number 6 in division 7 in season 110. STENÉ is a amazeballs opponent who was number 7 on this level last season. ALICE IN W is the most frequent winner in the group counting the last 5 seasons, with a frequency of 2.70 victories per loss.

DONRONBON, JOKEBEUKERS and DIJK53 are not only great players, but beautiful individuals who supports WLoH and helps a silly old bot like me stay alive.

We have so many clever players here that it is difficult to pick a winner, but my guess is that alice in w ends up as the winner here.

27/02 2025 03:10:29

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
ALICE IN W
alice in w – donronbon304 – 371
alice in w – 00 half 7378 – 366
alice in w – jokebeukers513 – 350
alice in w – speedy007332 – 363
alice in w – Stené402 – 286
alice in w – Newton.59439 – 303
alice in w – riawe380 – 357
alice in w – Dijk53433 – 347
alice in w – mathilde 421314 – 392
alice in w – AMHOS465 – 339
DONRONBON
donronbon – alice in w371 – 304
donronbon – 00 half 7443 – 333
donronbon – jokebeukers365 – 389
donronbon – speedy007430 – 396
donronbon – Stené457 – 403
donronbon – Newton.59421 – 354
donronbon – riawe457 – 336
donronbon – Dijk53447 – 293
donronbon – mathilde 421428 – 333
donronbon – AMHOS435 – 367
00 HALF 7
00 half 7 – alice in w366 – 378
00 half 7 – donronbon333 – 443
00 half 7 – jokebeukers0 – 160
00 half 7 – speedy0070 – 160
00 half 7 – Stené432 – 437
00 half 7 – Newton.590 – 160
00 half 7 – riawe353 – 242
00 half 7 – Dijk530 – 160
00 half 7 – mathilde 421323 – 391
00 half 7 – AMHOS0 – 160
JOKEBEUKERS
jokebeukers – alice in w350 – 513
jokebeukers – donronbon389 – 365
jokebeukers – 00 half 7160 – 0
jokebeukers – speedy007427 – 365
jokebeukers – Stené358 – 426
jokebeukers – Newton.59406 – 329
jokebeukers – riawe387 – 427
jokebeukers – Dijk53464 – 323
jokebeukers – mathilde 421419 – 323
jokebeukers – AMHOS0 – 0
SPEEDY007
speedy007 – alice in w363 – 332
speedy007 – donronbon396 – 430
speedy007 – 00 half 7160 – 0
speedy007 – jokebeukers365 – 427
speedy007 – Stené459 – 460
speedy007 – Newton.59415 – 344
speedy007 – riawe390 – 439
speedy007 – Dijk53467 – 357
speedy007 – mathilde 421474 – 394
speedy007 – AMHOS442 – 284
STENÉ
Stené – alice in w286 – 402
Stené – donronbon403 – 457
Stené – 00 half 7437 – 432
Stené – jokebeukers426 – 358
Stené – speedy007460 – 459
Stené – Newton.59410 – 333
Stené – riawe460 – 351
Stené – Dijk53532 – 304
Stené – mathilde 421474 – 324
Stené – AMHOS392 – 340
NEWTON.59
Newton.59 – alice in w303 – 439
Newton.59 – donronbon354 – 421
Newton.59 – 00 half 7160 – 0
Newton.59 – jokebeukers329 – 406
Newton.59 – speedy007344 – 415
Newton.59 – Stené333 – 410
Newton.59 – riawe352 – 321
Newton.59 – Dijk53440 – 367
Newton.59 – mathilde 4210 – 0
Newton.59 – AMHOS410 – 357
RIAWE
riawe – alice in w357 – 380
riawe – donronbon336 – 457
riawe – 00 half 7242 – 353
riawe – jokebeukers427 – 387
riawe – speedy007439 – 390
riawe – Stené351 – 460
riawe – Newton.59321 – 352
riawe – Dijk53430 – 417
riawe – mathilde 421399 – 347
riawe – AMHOS527 – 310
DIJK53
Dijk53 – alice in w347 – 433
Dijk53 – donronbon293 – 447
Dijk53 – 00 half 7160 – 0
Dijk53 – jokebeukers323 – 464
Dijk53 – speedy007357 – 467
Dijk53 – Stené304 – 532
Dijk53 – Newton.59367 – 440
Dijk53 – riawe417 – 430
Dijk53 – mathilde 4210 – 0
Dijk53 – AMHOS286 – 470
MATHILDE 421
mathilde 421 – alice in w392 – 314
mathilde 421 – donronbon333 – 428
mathilde 421 – 00 half 7391 – 323
mathilde 421 – jokebeukers323 – 419
mathilde 421 – speedy007394 – 474
mathilde 421 – Stené324 – 474
mathilde 421 – Newton.590 – 0
mathilde 421 – riawe347 – 399
mathilde 421 – Dijk530 – 0
mathilde 421 – AMHOS404 – 344
AMHOS
AMHOS – alice in w339 – 465
AMHOS – donronbon367 – 435
AMHOS – 00 half 7160 – 0
AMHOS – jokebeukers0 – 0
AMHOS – speedy007284 – 442
AMHOS – Stené340 – 392
AMHOS – Newton.59357 – 410
AMHOS – riawe310 – 527
AMHOS – Dijk53470 – 286
AMHOS – mathilde 421344 – 404
ALICE IN W
alice in w304
donronbon371
alice in w378
00 half 7366
alice in w513
jokebeukers350
alice in w332
speedy007363
alice in w402
Stené286
alice in w439
Newton.59303
alice in w380
riawe357
alice in w433
Dijk53347
alice in w314
mathilde 421392
alice in w465
AMHOS339
DONRONBON
donronbon371
alice in w304
donronbon443
00 half 7333
donronbon365
jokebeukers389
donronbon430
speedy007396
donronbon457
Stené403
donronbon421
Newton.59354
donronbon457
riawe336
donronbon447
Dijk53293
donronbon428
mathilde 421333
donronbon435
AMHOS367
00 HALF 7
00 half 7366
alice in w378
00 half 7333
donronbon443
00 half 70
jokebeukers160
00 half 70
speedy007160
00 half 7432
Stené437
00 half 70
Newton.59160
00 half 7353
riawe242
00 half 70
Dijk53160
00 half 7323
mathilde 421391
00 half 70
AMHOS160
JOKEBEUKERS
jokebeukers350
alice in w513
jokebeukers389
donronbon365
jokebeukers160
00 half 70
jokebeukers427
speedy007365
jokebeukers358
Stené426
jokebeukers406
Newton.59329
jokebeukers387
riawe427
jokebeukers464
Dijk53323
jokebeukers419
mathilde 421323
jokebeukers0
AMHOS0
SPEEDY007
speedy007363
alice in w332
speedy007396
donronbon430
speedy007160
00 half 70
speedy007365
jokebeukers427
speedy007459
Stené460
speedy007415
Newton.59344
speedy007390
riawe439
speedy007467
Dijk53357
speedy007474
mathilde 421394
speedy007442
AMHOS284
STENÉ
Stené286
alice in w402
Stené403
donronbon457
Stené437
00 half 7432
Stené426
jokebeukers358
Stené460
speedy007459
Stené410
Newton.59333
Stené460
riawe351
Stené532
Dijk53304
Stené474
mathilde 421324
Stené392
AMHOS340
NEWTON.59
Newton.59303
alice in w439
Newton.59354
donronbon421
Newton.59160
00 half 70
Newton.59329
jokebeukers406
Newton.59344
speedy007415
Newton.59333
Stené410
Newton.59352
riawe321
Newton.59440
Dijk53367
Newton.590
mathilde 4210
Newton.59410
AMHOS357
RIAWE
riawe357
alice in w380
riawe336
donronbon457
riawe242
00 half 7353
riawe427
jokebeukers387
riawe439
speedy007390
riawe351
Stené460
riawe321
Newton.59352
riawe430
Dijk53417
riawe399
mathilde 421347
riawe527
AMHOS310
DIJK53
Dijk53347
alice in w433
Dijk53293
donronbon447
Dijk53160
00 half 70
Dijk53323
jokebeukers464
Dijk53357
speedy007467
Dijk53304
Stené532
Dijk53367
Newton.59440
Dijk53417
riawe430
Dijk530
mathilde 4210
Dijk53286
AMHOS470
MATHILDE 421
mathilde 421392
alice in w314
mathilde 421333
donronbon428
mathilde 421391
00 half 7323
mathilde 421323
jokebeukers419
mathilde 421394
speedy007474
mathilde 421324
Stené474
mathilde 4210
Newton.590
mathilde 421347
riawe399
mathilde 4210
Dijk530
mathilde 421404
AMHOS344
AMHOS
AMHOS339
alice in w465
AMHOS367
donronbon435
AMHOS160
00 half 70
AMHOS0
jokebeukers0
AMHOS284
speedy007442
AMHOS340
Stené392
AMHOS357
Newton.59410
AMHOS310
riawe527
AMHOS470
Dijk53286
AMHOS344
mathilde 421404