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	graham-s	8	6	0	2	3328 - 3298	30	12	United Kingdom
2	Hedgepiggies	8	5	0	3	3377 - 3242	135	10	England
3	Lynka	8	3	2	3	2777 - 2584	193	8
4	Catyinski	8	4	0	4	3330 - 3230	100	8	UK
5	Mak_Rabbit	8	3	2	3	2599 - 2519	80	8	Nigeria
6	mar.di	8	4	0	4	3473 - 3439	34	8	England
7	Alice F W	8	4	0	4	3551 - 3538	13	8
8	donsuleh	8	2	2	4	2516 - 2585	-69	6
9	Jorusje	8	2	0	6	3003 - 3519	-516	4

1graham-s+3012

Spilt: 8

Seier: 6

Uavgjort: 0

Tap: 2

Score: 3328 - 3298

Fra: United Kingdom

2Hedgepiggies+13510

Spilt: 8

Seier: 5

Uavgjort: 0

Tap: 3

Score: 3377 - 3242

Fra: England

3Lynka+1938

Spilt: 8

Seier: 3

Uavgjort: 2

Tap: 3

Score: 2777 - 2584

4Catyinski+1008

Spilt: 8

Seier: 4

Uavgjort: 0

Tap: 4

Score: 3330 - 3230

Fra: UK

5Mak_Rabbit+808

Spilt: 8

Seier: 3

Uavgjort: 2

Tap: 3

Score: 2599 - 2519

Fra: Nigeria

6mar.di+348

Spilt: 8

Seier: 4

Uavgjort: 0

Tap: 4

Score: 3473 - 3439

Fra: England

7Alice F W+138

Spilt: 8

Seier: 4

Uavgjort: 0

Tap: 4

Score: 3551 - 3538

8donsuleh-696

Spilt: 8

Seier: 2

Uavgjort: 2

Tap: 4

Score: 2516 - 2585

9Jorusje-5164

Spilt: 8

Seier: 2

Uavgjort: 0

Tap: 6

Score: 3003 - 3519

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Comments

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Navn	Melding	Tid
LoBot	My compliments to graham-s on the outstanding effort in Season 207, Div 6, Group 2! Before the season started, graham-s 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 graham-s succeed.	9/05 2020 09:58:26
WLoH Int Official	HEDGEPIGGIES. Screenshot received and interim score entered	9/05 2020 08:51:05
Hedgepiggies	Just saw the correct email address in your previous message to Catyinski. I´ve emailed the screenshot	9/05 2020 08:47:12
US Umpire	Hedgepiggies no..... emails to wlohintjudge@gmail.com	9/05 2020 08:43:41
Hedgepiggies	It´s not looking like Jorusje and I are going to finish our game. I´m winning 449 to 247. 11 tiles left. Is it wlohintofficial@gmail.com I send the screen shot to?	9/05 2020 08:40:36
Judge Wloh int	Catyinski screenshot received and interim score entered	9/05 2020 07:57:24
Catyinski	Screenshot emailed.	9/05 2020 06:45:01
US Umpire	Catyinski please send a screenshot of the board to the judge at wlohintjudge@gmail.com including your division and group in the email	9/05 2020 05:59:29
Catyinski	Lynka has not made a move for 53 hours. The score is 386 to 334 in my favour. Screen shot available if required.	9/05 2020 05:56:31
LoBot	At the moment, donsuleh and Jorusje 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 donsuleh and Hedgepiggies 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.	8/05 2020 00:15:35
LoBot	Remember to post a comment whenever an opponent resigns. Any unexplained scores of 150-0 will be removed	25/04 2020 22:05:43
LoBot	No. I cant believe this. It is a superior cluster of smartness! GRAHAM-S is the player here who has won most groups, with a total of 22 victories. CATYINSKI is the one who most recently won a group on a decent level, the player won division 6 back in season 203. ALICE F W is a first-rate player who has been number 3 in division 6 in season 193. MAR.DI is in marvellous form and was just promoted from division 7. DONSULEH is the player here who most recently went undefeated through an entire season, it happened in 8. division in season 205. MAK_RABBIT is a first-rate player who has been number 2 in division 4 in season 155. JORUSJE is a erudite player who has been number 2 in division 6 in season 178. HEDGEPIGGIES is a brainy opponent who was number 3 on this level last season. LYNKA is the most frequent winner in the gang in the last 25 seasons, with a frequency of 2.57 victories per loss. GRAHAM-S and CATYINSKI is among these few heartwarm samaritans who sacrifice some of their own money, earned through suffering and pain, to pay for the fun for all of us. The winner gets promoted, the two last players will be relegated. We have so many intelligent players here that it is difficult to pick a winner, but my guess is that Lynka wins the season.	25/04 2020 10:09:34
LoBot	Wow. Seriously. I don´t think I have ever seen such an excellent gang! GRAHAM-S is the player here who has won most groups, with a total of 22 victories. CATYINSKI is the one who most recently won a group on a decent level, the player won division 6 back in season 203. ALICE F W is a wicked player who has been number 3 in division 6 in season 193. MAR.DI is a skilful player who has been number 2 in division 6 in season 188. DONSULEH is the tactically strongest player of the last 25 seasons, the opponents have merely scored the humble average of 271 points per game. MAK_RABBIT is a magnificent opponent who was number 2 on this level last season. JORUSJE is a awesome player who has been number 2 in division 6 in season 178. HEDGEPIGGIES is a gifted player who has been number 4 in division 5 in season 190. LYNKA is the most frequent winner in the selection in the last 25 seasons, with a frequency of 2.57 victories per loss. GRAHAM-S and CATYINSKI are not only great players, but beautiful individuals who supports WLoH and helps a silly old bot like me stay alive. The winner gets promoted, the two last players will be relegated. We have so many fine players here that it is difficult to pick a winner, but my guess is that Lynka ends up as the winner here.	25/04 2020 10:01:00

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Matches

Kamp	Resultat
LYNKA
Lynka – Hedgepiggies	445 – 449
Lynka – Mak_Rabbit	0 – 0
Lynka – graham-s	540 – 410
Lynka – Catyinski	334 – 386
Lynka – mar.di	511 – 427
Lynka – Alice F W	424 – 493
Lynka – Jorusje	523 – 419
Lynka – donsuleh	0 – 0

HEDGEPIGGIES
Hedgepiggies – Lynka	449 – 445
Hedgepiggies – Mak_Rabbit	316 – 346
Hedgepiggies – graham-s	411 – 419
Hedgepiggies – Catyinski	430 – 400
Hedgepiggies – mar.di	461 – 399
Hedgepiggies – Alice F W	410 – 545
Hedgepiggies – Jorusje	449 – 247
Hedgepiggies – donsuleh	451 – 441

MAK_RABBIT
Mak_Rabbit – Lynka	0 – 0
Mak_Rabbit – Hedgepiggies	346 – 316
Mak_Rabbit – graham-s	498 – 401
Mak_Rabbit – Catyinski	468 – 475
Mak_Rabbit – mar.di	376 – 463
Mak_Rabbit – Alice F W	479 – 383
Mak_Rabbit – Jorusje	432 – 481
Mak_Rabbit – donsuleh	0 – 0

GRAHAM-S
graham-s – Lynka	410 – 540
graham-s – Hedgepiggies	419 – 411
graham-s – Mak_Rabbit	401 – 498
graham-s – Catyinski	401 – 377
graham-s – mar.di	453 – 399
graham-s – Alice F W	410 – 403
graham-s – Jorusje	385 – 341
graham-s – donsuleh	449 – 329

CATYINSKI
Catyinski – Lynka	386 – 334
Catyinski – Hedgepiggies	400 – 430
Catyinski – Mak_Rabbit	475 – 468
Catyinski – graham-s	377 – 401
Catyinski – mar.di	388 – 458
Catyinski – Alice F W	442 – 343
Catyinski – Jorusje	469 – 374
Catyinski – donsuleh	393 – 422

MAR.DI
mar.di – Lynka	427 – 511
mar.di – Hedgepiggies	399 – 461
mar.di – Mak_Rabbit	463 – 376
mar.di – graham-s	399 – 453
mar.di – Catyinski	458 – 388
mar.di – Alice F W	471 – 491
mar.di – Jorusje	398 – 343
mar.di – donsuleh	458 – 416

ALICE F W
Alice F W – Lynka	493 – 424
Alice F W – Hedgepiggies	545 – 410
Alice F W – Mak_Rabbit	383 – 479
Alice F W – graham-s	403 – 410
Alice F W – Catyinski	343 – 442
Alice F W – mar.di	491 – 471
Alice F W – Jorusje	412 – 445
Alice F W – donsuleh	481 – 457

JORUSJE
Jorusje – Lynka	419 – 523
Jorusje – Hedgepiggies	247 – 449
Jorusje – Mak_Rabbit	481 – 432
Jorusje – graham-s	341 – 385
Jorusje – Catyinski	374 – 469
Jorusje – mar.di	343 – 398
Jorusje – Alice F W	445 – 412
Jorusje – donsuleh	353 – 451

DONSULEH
donsuleh – Lynka	0 – 0
donsuleh – Hedgepiggies	441 – 451
donsuleh – Mak_Rabbit	0 – 0
donsuleh – graham-s	329 – 449
donsuleh – Catyinski	422 – 393
donsuleh – mar.di	416 – 458
donsuleh – Alice F W	457 – 481
donsuleh – Jorusje	451 – 353

LYNKA

Lynka445

Hedgepiggies449

Lynka0

Mak_Rabbit0

Lynka540

graham-s410

Lynka334

Catyinski386

Lynka511

mar.di427

Lynka424

Alice F W493

Lynka523

Jorusje419

Lynka0

donsuleh0

HEDGEPIGGIES

Hedgepiggies449

Lynka445

Hedgepiggies316

Mak_Rabbit346

Hedgepiggies411

graham-s419

Hedgepiggies430

Catyinski400

Hedgepiggies461

mar.di399

Hedgepiggies410

Alice F W545

Hedgepiggies449

Jorusje247

Hedgepiggies451

donsuleh441

MAK_RABBIT

Mak_Rabbit0

Lynka0

Mak_Rabbit346

Hedgepiggies316

Mak_Rabbit498

graham-s401

Mak_Rabbit468

Catyinski475

Mak_Rabbit376

mar.di463

Mak_Rabbit479

Alice F W383

Mak_Rabbit432

Jorusje481

Mak_Rabbit0

donsuleh0

GRAHAM-S

graham-s410

Lynka540

graham-s419

Hedgepiggies411

graham-s401

Mak_Rabbit498

graham-s401

Catyinski377

graham-s453

mar.di399

graham-s410

Alice F W403

graham-s385

Jorusje341

graham-s449

donsuleh329

CATYINSKI

Catyinski386

Lynka334

Catyinski400

Hedgepiggies430

Catyinski475

Mak_Rabbit468

Catyinski377

graham-s401

Catyinski388

mar.di458

Catyinski442

Alice F W343

Catyinski469

Jorusje374

Catyinski393

donsuleh422

MAR.DI

mar.di427

Lynka511

mar.di399

Hedgepiggies461

mar.di463

Mak_Rabbit376

mar.di399

graham-s453

mar.di458

Catyinski388

mar.di471

Alice F W491

mar.di398

Jorusje343

mar.di458

donsuleh416

ALICE F W

Alice F W493

Lynka424

Alice F W545

Hedgepiggies410

Alice F W383

Mak_Rabbit479

Alice F W403

graham-s410

Alice F W343

Catyinski442

Alice F W491

mar.di471

Alice F W412

Jorusje445

Alice F W481

donsuleh457

JORUSJE

Jorusje419

Lynka523

Jorusje247

Hedgepiggies449

Jorusje481

Mak_Rabbit432

Jorusje341

graham-s385

Jorusje374

Catyinski469

Jorusje343

mar.di398

Jorusje445

Alice F W412

Jorusje353

donsuleh451

DONSULEH

donsuleh0

Lynka0

donsuleh441

Hedgepiggies451

donsuleh0

Mak_Rabbit0

donsuleh329

graham-s449

donsuleh422

Catyinski393

donsuleh416

mar.di458

donsuleh457

Alice F W481

donsuleh451

Jorusje353