Wordfeud League of Honour

Welcome

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:

Plass	Navn	Spilt	Seier	Uavgj	Tap	Score for-mot	Margin	Poeng	Fra
1	Tim Turner 1	7	6	0	1	2923 - 2222	701	12
2	MAV05	7	5	1	1	2204 - 1931	273	11
3	phillipcWDE	7	5	0	2	2524 - 2059	465	10
4	cuddy36	7	3	1	3	1965 - 1902	63	7	MD
5	Cindyr60	7	3	0	4	2473 - 2568	-95	6	Pennsylvania
6	Matherriffic	7	2	1	4	1976 - 2156	-180	5
7	chloe36	7	2	0	5	2425 - 2752	-327	4
8	Ctl_Alt_Del	7	0	1	6	1768 - 2668	-900	1

1Tim Turner 1+70112

Spilt: 7

Seier: 6

Uavgjort: 0

Tap: 1

Score: 2923 - 2222

2MAV05+27311

Spilt: 7

Seier: 5

Uavgjort: 1

Tap: 1

Score: 2204 - 1931

3phillipcWDE+46510

Spilt: 7

Seier: 5

Uavgjort: 0

Tap: 2

Score: 2524 - 2059

4cuddy36+637

Spilt: 7

Seier: 3

Uavgjort: 1

Tap: 3

Score: 1965 - 1902

Fra: MD

5Cindyr60-956

Spilt: 7

Seier: 3

Uavgjort: 0

Tap: 4

Score: 2473 - 2568

Fra: Pennsylvania

6Matherriffic-1805

Spilt: 7

Seier: 2

Uavgjort: 1

Tap: 4

Score: 1976 - 2156

7chloe36-3274

Spilt: 7

Seier: 2

Uavgjort: 0

Tap: 5

Score: 2425 - 2752

8Ctl_Alt_Del-9001

Spilt: 7

Seier: 0

Uavgjort: 1

Tap: 6

Score: 1768 - 2668

To register a result, you need to log in. This is done in the upper right corner.

Comments

The secret link
your last comment.

Navn	Melding	Tid
LoBot	My compliments to Tim Turner 1 on the outstanding effort in Season 193, Div 7, Group 26! Before the season started, Tim Turner 1 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 Tim Turner 1 succeed. It is the 15. time that Tim Turner 1 wins a group at this level.	1/11 2019 08:15:08
Judge US League	PHILLIPCWDE. Screenshots received and interim scores entered. Thanks	1/11 2019 07:20:09
LoBot	At the moment, Ctl_Alt_Del and Matherriffic 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 phillipcWDE and Matherriffic 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.	31/10 2019 01:49:54
LoBot	A supercalifragilisticexpialidocious pack! CUDDY36 is the greatest veteran here, with 785 games in the league of honour. That´s a lot of honour. TIM TURNER 1 is the secondmost experienced player in the group, and has played continously since the debut in season 82. MAV05 is the most frequent winner in the gang in the last 10 seasons, with a frequency of 1.41 victories per loss. CTL_ALT_DEL is the tactically strongest player of the last 10 seasons, the opponents have merely scored the humble average of 202 points per game. PHILLIPCWDE is the player with the highest average score in a season (only counting the last 10 seasons), with 419 points per match (it happened in season 192 in division 7.) MATHERRIFFIC is a splendid player who has been number 5 in division 6 in season 186. CHLOE36 is the player here who most recently went undefeated through an entire season, it happened in 8. division in season 192. MAHOSTJOHN is a awesome opponent who was number 6 on this level last season. The winner gets promoted, the two last players will be relegated. If I were to guess, I would say that MAV05 wins the season.	18/10 2019 09:54:05

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
MAV05
MAV05 – phillipcWDE	302 – 229
MAV05 – Matherriffic	362 – 290
MAV05 – Tim Turner 1	341 – 421
MAV05 – chloe36	396 – 332
MAV05 – Cindyr60	373 – 349
MAV05 – cuddy36	0 – 0
MAV05 – Ctl_Alt_Del	430 – 310

PHILLIPCWDE
phillipcWDE – MAV05	229 – 302
phillipcWDE – Matherriffic	343 – 285
phillipcWDE – Tim Turner 1	512 – 392
phillipcWDE – chloe36	519 – 282
phillipcWDE – Cindyr60	349 – 433
phillipcWDE – cuddy36	101 – 100
phillipcWDE – Ctl_Alt_Del	471 – 265

MATHERRIFFIC
Matherriffic – MAV05	290 – 362
Matherriffic – phillipcWDE	285 – 343
Matherriffic – Tim Turner 1	285 – 356
Matherriffic – chloe36	378 – 441
Matherriffic – Cindyr60	370 – 321
Matherriffic – cuddy36	368 – 333
Matherriffic – Ctl_Alt_Del	0 – 0

TIM TURNER 1
Tim Turner 1 – MAV05	421 – 341
Tim Turner 1 – phillipcWDE	392 – 512
Tim Turner 1 – Matherriffic	356 – 285
Tim Turner 1 – chloe36	382 – 289
Tim Turner 1 – Cindyr60	412 – 305
Tim Turner 1 – cuddy36	481 – 307
Tim Turner 1 – Ctl_Alt_Del	479 – 183

CHLOE36
chloe36 – MAV05	332 – 396
chloe36 – phillipcWDE	282 – 519
chloe36 – Matherriffic	441 – 378
chloe36 – Tim Turner 1	289 – 382
chloe36 – Cindyr60	285 – 414
chloe36 – cuddy36	325 – 331
chloe36 – Ctl_Alt_Del	471 – 332

CINDYR60
Cindyr60 – MAV05	349 – 373
Cindyr60 – phillipcWDE	433 – 349
Cindyr60 – Matherriffic	321 – 370
Cindyr60 – Tim Turner 1	305 – 412
Cindyr60 – chloe36	414 – 285
Cindyr60 – cuddy36	279 – 449
Cindyr60 – Ctl_Alt_Del	372 – 330

CUDDY36
cuddy36 – MAV05	0 – 0
cuddy36 – phillipcWDE	100 – 101
cuddy36 – Matherriffic	333 – 368
cuddy36 – Tim Turner 1	307 – 481
cuddy36 – chloe36	331 – 325
cuddy36 – Cindyr60	449 – 279
cuddy36 – Ctl_Alt_Del	445 – 348

CTL_ALT_DEL
Ctl_Alt_Del – MAV05	310 – 430
Ctl_Alt_Del – phillipcWDE	265 – 471
Ctl_Alt_Del – Matherriffic	0 – 0
Ctl_Alt_Del – Tim Turner 1	183 – 479
Ctl_Alt_Del – chloe36	332 – 471
Ctl_Alt_Del – Cindyr60	330 – 372
Ctl_Alt_Del – cuddy36	348 – 445

MAV05

MAV05302

phillipcWDE229

MAV05362

Matherriffic290

MAV05341

Tim Turner 1421

MAV05396

chloe36332

MAV05373

Cindyr60349

MAV050

cuddy360

MAV05430

Ctl_Alt_Del310

PHILLIPCWDE

phillipcWDE229

MAV05302

phillipcWDE343

Matherriffic285

phillipcWDE512

Tim Turner 1392

phillipcWDE519

chloe36282

phillipcWDE349

Cindyr60433

phillipcWDE101

cuddy36100

phillipcWDE471

Ctl_Alt_Del265

MATHERRIFFIC

Matherriffic290

MAV05362

Matherriffic285

phillipcWDE343

Matherriffic285

Tim Turner 1356

Matherriffic378

chloe36441

Matherriffic370

Cindyr60321

Matherriffic368

cuddy36333

Matherriffic0

Ctl_Alt_Del0

TIM TURNER 1

Tim Turner 1421

MAV05341

Tim Turner 1392

phillipcWDE512

Tim Turner 1356

Matherriffic285

Tim Turner 1382

chloe36289

Tim Turner 1412

Cindyr60305

Tim Turner 1481

cuddy36307

Tim Turner 1479

Ctl_Alt_Del183

CHLOE36

chloe36332

MAV05396

chloe36282

phillipcWDE519

chloe36441

Matherriffic378

chloe36289

Tim Turner 1382

chloe36285

Cindyr60414

chloe36325

cuddy36331

chloe36471

Ctl_Alt_Del332

CINDYR60

Cindyr60349

MAV05373

Cindyr60433

phillipcWDE349

Cindyr60321

Matherriffic370

Cindyr60305

Tim Turner 1412

Cindyr60414

chloe36285

Cindyr60279

cuddy36449

Cindyr60372

Ctl_Alt_Del330

CUDDY36

cuddy360

MAV050

cuddy36100

phillipcWDE101

cuddy36333

Matherriffic368

cuddy36307

Tim Turner 1481

cuddy36331

chloe36325

cuddy36449

Cindyr60279

cuddy36445

Ctl_Alt_Del348

CTL_ALT_DEL

Ctl_Alt_Del310

MAV05430

Ctl_Alt_Del265

phillipcWDE471

Ctl_Alt_Del0

Matherriffic0

Ctl_Alt_Del183

Tim Turner 1479

Ctl_Alt_Del332

chloe36471

Ctl_Alt_Del330

Cindyr60372

Ctl_Alt_Del348

cuddy36445