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'!

The latest news

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CemKaraca vinner sin 135. tittel: Et eksepsjonelt mesterskap i sesong 344! Les mer

Ordly Norsk
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Quizkampen Norsk
Cox Clavicula sikrer sitt 191. mesterskap - En ustoppelig legende i ligaen! Les mer

League: Season: Division: Group: Player:

Plass	Navn	Spilt	Seier	Uavgj	Tap	Score for-mot	Margin	Poeng	Fra
1	Annecri	9	8	0	1	2792 - 2286	506	16	Oslo
2	ziplet	9	6	1	2	2830 - 2514	316	13
3	Nonta1812	9	6	1	2	2762 - 2740	22	13
4	wen1907	9	6	0	3	3096 - 2936	160	12	Oppegård
5	vennen12	9	5	0	4	2994 - 2860	134	10	Trondheim
6	j.oseph	9	5	0	4	2440 - 2306	134	10
7	so11021982	9	4	0	5	2628 - 2864	-236	8
8	aleppler	9	2	1	6	2254 - 2526	-272	5	Rungsted Kyst, Denma
9	SherlockHolmes	9	1	1	7	2344 - 2578	-234	3
10	Sunshine1945	9	0	0	9	1058 - 1588	-530	0	Etten Leur

1Annecri+50616

Spilt: 9

Seier: 8

Uavgjort: 0

Tap: 1

Score: 2792 - 2286

Fra: Oslo

2ziplet+31613

Spilt: 9

Seier: 6

Uavgjort: 1

Tap: 2

Score: 2830 - 2514

3Nonta1812+2213

Spilt: 9

Seier: 6

Uavgjort: 1

Tap: 2

Score: 2762 - 2740

4wen1907+16012

Spilt: 9

Seier: 6

Uavgjort: 0

Tap: 3

Score: 3096 - 2936

Fra: Oppegård

5vennen12+13410

Spilt: 9

Seier: 5

Uavgjort: 0

Tap: 4

Score: 2994 - 2860

Fra: Trondheim

6j.oseph+13410

Spilt: 9

Seier: 5

Uavgjort: 0

Tap: 4

Score: 2440 - 2306

7so11021982-2368

Spilt: 9

Seier: 4

Uavgjort: 0

Tap: 5

Score: 2628 - 2864

8aleppler-2725

Spilt: 9

Seier: 2

Uavgjort: 1

Tap: 6

Score: 2254 - 2526

Fra: Rungsted Kyst, Denma

9SherlockHolmes-2343

Spilt: 9

Seier: 1

Uavgjort: 1

Tap: 7

Score: 2344 - 2578

10Sunshine1945-5300

Spilt: 9

Seier: 0

Uavgjort: 0

Tap: 9

Score: 1058 - 1588

Fra: Etten Leur

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Comments

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Navn	Melding	Tid
LoBot	We have the final results from Season 76, Div 3, Group 2. The group had a couple of bigger favourites, for instance vennen12, but in the end, Annecri was strongest. Congratulations! It is the 6. time that Annecri wins a group at this level.	7/12 2015 09:03:02
LoBot	Wow. Seriously. I don´t think I have ever seen such a splendid group! WEN1907 is the player here who has won most groups, with a total of 14 victories. VENNEN12 is number 4 on the all time table of the cup, for all groups in all divisions in all seasons. ANNECRI is number 7 on the all time table of division two in WLoH. ALEPPLER is the player with the highest average score in a season (only counting the last 30 seasons), with 391 points per match (it happened in season 54 in division 3.) SHERLOCKHOLMES is the tactically strongest player of the last 30 seasons, the opponents has merely scored the humble average of 227 points per game. NONTA1812 is the one who most recently won a group on a decent level, the player won division 3 back in season 71. SUNSHINE1945 just came down from 2.division and is probably eager for revenge. SO11021982 is a magnificent multitalent and does also humiliate opponents in division 8 in Wordfeud Nederlands while playing here. J.OSEPH is a divine multitalent and does also demolish opponents in division 2 in Wordfeud English International while playing here. ZIPLET is the most frequent winner in the bunch in the last 30 seasons, with a frequency of 1.67 victories per loss. The two best players are promoted. If I were to guess, I would say that vennen12 wins the season.	23/11 2015 09:10:41

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
VENNEN12
vennen12 – wen1907	376 – 316
vennen12 – Annecri	310 – 326
vennen12 – ziplet	314 – 288
vennen12 – Nonta1812	298 – 302
vennen12 – so11021982	306 – 368
vennen12 – aleppler	322 – 344
vennen12 – Sunshine1945	364 – 284
vennen12 – j.oseph	292 – 268
vennen12 – SherlockHolmes	412 – 364

WEN1907
wen1907 – vennen12	316 – 376
wen1907 – Annecri	306 – 358
wen1907 – ziplet	366 – 276
wen1907 – Nonta1812	268 – 350
wen1907 – so11021982	356 – 318
wen1907 – aleppler	424 – 372
wen1907 – Sunshine1945	380 – 264
wen1907 – j.oseph	292 – 290
wen1907 – SherlockHolmes	388 – 332

ANNECRI
Annecri – vennen12	326 – 310
Annecri – wen1907	358 – 306
Annecri – ziplet	226 – 292
Annecri – Nonta1812	422 – 254
Annecri – so11021982	376 – 276
Annecri – aleppler	352 – 264
Annecri – Sunshine1945	50 – 0
Annecri – j.oseph	280 – 254
Annecri – SherlockHolmes	402 – 330

ZIPLET
ziplet – vennen12	288 – 314
ziplet – wen1907	276 – 366
ziplet – Annecri	292 – 226
ziplet – Nonta1812	278 – 278
ziplet – so11021982	366 – 290
ziplet – aleppler	354 – 258
ziplet – Sunshine1945	278 – 222
ziplet – j.oseph	300 – 232
ziplet – SherlockHolmes	398 – 328

NONTA1812
Nonta1812 – vennen12	302 – 298
Nonta1812 – wen1907	350 – 268
Nonta1812 – Annecri	254 – 422
Nonta1812 – ziplet	278 – 278
Nonta1812 – so11021982	350 – 274
Nonta1812 – aleppler	360 – 344
Nonta1812 – Sunshine1945	316 – 288
Nonta1812 – j.oseph	252 – 274
Nonta1812 – SherlockHolmes	300 – 294

SO11021982
so11021982 – vennen12	368 – 306
so11021982 – wen1907	318 – 356
so11021982 – Annecri	276 – 376
so11021982 – ziplet	290 – 366
so11021982 – Nonta1812	274 – 350
so11021982 – aleppler	378 – 320
so11021982 – Sunshine1945	50 – 0
so11021982 – j.oseph	294 – 438
so11021982 – SherlockHolmes	380 – 352

ALEPPLER
aleppler – vennen12	344 – 322
aleppler – wen1907	372 – 424
aleppler – Annecri	264 – 352
aleppler – ziplet	258 – 354
aleppler – Nonta1812	344 – 360
aleppler – so11021982	320 – 378
aleppler – Sunshine1945	50 – 0
aleppler – j.oseph	302 – 336
aleppler – SherlockHolmes	0 – 0

SUNSHINE1945
Sunshine1945 – vennen12	284 – 364
Sunshine1945 – wen1907	264 – 380
Sunshine1945 – Annecri	0 – 50
Sunshine1945 – ziplet	222 – 278
Sunshine1945 – Nonta1812	288 – 316
Sunshine1945 – so11021982	0 – 50
Sunshine1945 – aleppler	0 – 50
Sunshine1945 – j.oseph	0 – 50
Sunshine1945 – SherlockHolmes	0 – 50

J.OSEPH
j.oseph – vennen12	268 – 292
j.oseph – wen1907	290 – 292
j.oseph – Annecri	254 – 280
j.oseph – ziplet	232 – 300
j.oseph – Nonta1812	274 – 252
j.oseph – so11021982	438 – 294
j.oseph – aleppler	336 – 302
j.oseph – Sunshine1945	50 – 0
j.oseph – SherlockHolmes	298 – 294

SHERLOCKHOLMES
SherlockHolmes – vennen12	364 – 412
SherlockHolmes – wen1907	332 – 388
SherlockHolmes – Annecri	330 – 402
SherlockHolmes – ziplet	328 – 398
SherlockHolmes – Nonta1812	294 – 300
SherlockHolmes – so11021982	352 – 380
SherlockHolmes – aleppler	0 – 0
SherlockHolmes – Sunshine1945	50 – 0
SherlockHolmes – j.oseph	294 – 298

VENNEN12

vennen12376

wen1907316

vennen12310

Annecri326

vennen12314

ziplet288

vennen12298

Nonta1812302

vennen12306

so11021982368

vennen12322

aleppler344

vennen12364

Sunshine1945284

vennen12292

j.oseph268

vennen12412

SherlockHolmes364

WEN1907

wen1907316

vennen12376

wen1907306

Annecri358

wen1907366

ziplet276

wen1907268

Nonta1812350

wen1907356

so11021982318

wen1907424

aleppler372

wen1907380

Sunshine1945264

wen1907292

j.oseph290

wen1907388

SherlockHolmes332

ANNECRI

Annecri326

vennen12310

Annecri358

wen1907306

Annecri226

ziplet292

Annecri422

Nonta1812254

Annecri376

so11021982276

Annecri352

aleppler264

Annecri50

Sunshine19450

Annecri280

j.oseph254

Annecri402

SherlockHolmes330

ZIPLET

ziplet288

vennen12314

ziplet276

wen1907366

ziplet292

Annecri226

ziplet278

Nonta1812278

ziplet366

so11021982290

ziplet354

aleppler258

ziplet278

Sunshine1945222

ziplet300

j.oseph232

ziplet398

SherlockHolmes328

NONTA1812

Nonta1812302

vennen12298

Nonta1812350

wen1907268

Nonta1812254

Annecri422

Nonta1812278

ziplet278

Nonta1812350

so11021982274

Nonta1812360

aleppler344

Nonta1812316

Sunshine1945288

Nonta1812252

j.oseph274

Nonta1812300

SherlockHolmes294

SO11021982

so11021982368

vennen12306

so11021982318

wen1907356

so11021982276

Annecri376

so11021982290

ziplet366

so11021982274

Nonta1812350

so11021982378

aleppler320

so1102198250

Sunshine19450

so11021982294

j.oseph438

so11021982380

SherlockHolmes352

ALEPPLER

aleppler344

vennen12322

aleppler372

wen1907424

aleppler264

Annecri352

aleppler258

ziplet354

aleppler344

Nonta1812360

aleppler320

so11021982378

aleppler50

Sunshine19450

aleppler302

j.oseph336

aleppler0

SherlockHolmes0

SUNSHINE1945

Sunshine1945284

vennen12364

Sunshine1945264

wen1907380

Sunshine19450

Annecri50

Sunshine1945222

ziplet278

Sunshine1945288

Nonta1812316

Sunshine19450

so1102198250

Sunshine19450

aleppler50

Sunshine19450

j.oseph50

Sunshine19450

SherlockHolmes50

J.OSEPH

j.oseph268

vennen12292

j.oseph290

wen1907292

j.oseph254

Annecri280

j.oseph232

ziplet300

j.oseph274

Nonta1812252

j.oseph438

so11021982294

j.oseph336

aleppler302

j.oseph50

Sunshine19450

j.oseph298

SherlockHolmes294

SHERLOCKHOLMES

SherlockHolmes364

vennen12412

SherlockHolmes332

wen1907388

SherlockHolmes330

Annecri402

SherlockHolmes328

ziplet398

SherlockHolmes294

Nonta1812300

SherlockHolmes352

so11021982380

SherlockHolmes0

aleppler0

SherlockHolmes50

Sunshine19450

SherlockHolmes294

j.oseph298