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:

Plass	Navn	Spilt	Seier	Uavgj	Tap	Score for-mot	Margin	Poeng
1	Mr. RotHaar	7	7	0	0	3071 - 2420	651	14
2	ingelis55	7	5	0	2	2468 - 2188	280	10
3	M.Rieks	7	5	0	2	2584 - 2414	170	10
4	duuma	7	3	2	2	1594 - 1417	177	8
5	connieICL	7	1	3	3	1034 - 991	43	5
6	tylleris	7	1	3	3	1307 - 1309	-2	5
7	c.stage	7	1	2	4	1354 - 1571	-217	4
8	Cato 10	7	0	0	7	678 - 1780	-1102	0

1Mr. RotHaar+65114

Spilt: 7

Seier: 7

Uavgjort: 0

Tap: 0

Score: 3071 - 2420

2ingelis55+28010

Spilt: 7

Seier: 5

Uavgjort: 0

Tap: 2

Score: 2468 - 2188

3M.Rieks+17010

Spilt: 7

Seier: 5

Uavgjort: 0

Tap: 2

Score: 2584 - 2414

4duuma+1778

Spilt: 7

Seier: 3

Uavgjort: 2

Tap: 2

Score: 1594 - 1417

5connieICL+435

Spilt: 7

Seier: 1

Uavgjort: 3

Tap: 3

Score: 1034 - 991

6tylleris-25

Spilt: 7

Seier: 1

Uavgjort: 3

Tap: 3

Score: 1307 - 1309

7c.stage-2174

Spilt: 7

Seier: 1

Uavgjort: 2

Tap: 4

Score: 1354 - 1571

8Cato 10-11020

Spilt: 7

Seier: 0

Uavgjort: 0

Tap: 7

Score: 678 - 1780

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Comments

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Navn	Melding	Tid
LoBot	Roumors have it Mr. RotHaar has won Season 178, Div 9, Group 85! Congratulations to Mr. RotHaar, now let us see how you will manage on a level where it is possible to be relegated.	10/04 2019 13:17:31
LoBot	This is truly a skilful bunch! CATO 10 is undefeated in WLoH, pretty much because this is the debut season. C.STAGE is the greatest veteran here, with 47 seasons here. M.RIEKS is the player here who has won most groups, with a total of 6 victories. MR. ROTHAAR is the player here who most recently went undefeated through an entire season, it happened in 9. division in season 173. INGELIS55 is the most frequent winner in the group in the last 5 seasons, with a frequency of 1.25 victories per loss. CONNIEICL is a magic opponent who was number 6 on this level last season. DUUMA is the one who most recently won a group on a decent level, the player won division 9 back in season 175. TYLLERIS is a gifted player who has been number 8 in division 9 in season 176. The two best players are promoted. We have so many wonderful players here that it is difficult to pick a winner, but my guess is that ingelis55 wins this group.	27/03 2019 12:43:57
LoBot	Yes! I love it when we gather such a fabulous gang! CATO 10 starts a glorious Wordfeud League of Honour career this season, good luck, and when you reach the top, please remember your old friends. C.STAGE is the greatest veteran here, with 334 games in WLoH. M.RIEKS is the player here who has won most groups, with a total of 6 victories. MR. ROTHAAR is the player here who most recently went undefeated through an entire season, it happened in 9. division in season 173. INGELIS55 is the most frequent winner in the group in the last 5 seasons, with a frequency of 1.25 victories per loss. CONNIEICL is a supernatural player who has been number 4 in division 8 in season 162. DUUMA is the one who most recently won a group on a decent level, the player won division 9 back in season 175. TYLLERIS is a supernatural opponent who was number 8 on this level last season. The two best players are promoted. If I were to guess, I would say that ingelis55 ends up as the winner here.	27/03 2019 12:30:36

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Matches

Kamp	Resultat
INGELIS55
ingelis55 – Mr. RotHaar	370 – 480
ingelis55 – M.Rieks	365 – 491
ingelis55 – duuma	160 – 0
ingelis55 – c.stage	472 – 415
ingelis55 – connieICL	484 – 421
ingelis55 – tylleris	457 – 381
ingelis55 – Cato 10	160 – 0

MR. ROTHAAR
Mr. RotHaar – ingelis55	480 – 370
Mr. RotHaar – M.Rieks	434 – 429
Mr. RotHaar – duuma	513 – 453
Mr. RotHaar – c.stage	160 – 0
Mr. RotHaar – connieICL	499 – 460
Mr. RotHaar – tylleris	451 – 400
Mr. RotHaar – Cato 10	534 – 308

M.RIEKS
M.Rieks – ingelis55	491 – 365
M.Rieks – Mr. RotHaar	429 – 434
M.Rieks – duuma	367 – 484
M.Rieks – c.stage	442 – 402
M.Rieks – connieICL	8 – -7
M.Rieks – tylleris	401 – 366
M.Rieks – Cato 10	446 – 370

DUUMA
duuma – ingelis55	0 – 160
duuma – Mr. RotHaar	453 – 513
duuma – M.Rieks	484 – 367
duuma – c.stage	497 – 377
duuma – connieICL	0 – 0
duuma – tylleris	0 – 0
duuma – Cato 10	160 – 0

C.STAGE
c.stage – ingelis55	415 – 472
c.stage – Mr. RotHaar	0 – 160
c.stage – M.Rieks	402 – 442
c.stage – duuma	377 – 497
c.stage – connieICL	0 – 0
c.stage – tylleris	0 – 0
c.stage – Cato 10	160 – 0

CONNIEICL
connieICL – ingelis55	421 – 484
connieICL – Mr. RotHaar	460 – 499
connieICL – M.Rieks	-7 – 8
connieICL – duuma	0 – 0
connieICL – c.stage	0 – 0
connieICL – tylleris	0 – 0
connieICL – Cato 10	160 – 0

TYLLERIS
tylleris – ingelis55	381 – 457
tylleris – Mr. RotHaar	400 – 451
tylleris – M.Rieks	366 – 401
tylleris – duuma	0 – 0
tylleris – c.stage	0 – 0
tylleris – connieICL	0 – 0
tylleris – Cato 10	160 – 0

CATO 10
Cato 10 – ingelis55	0 – 160
Cato 10 – Mr. RotHaar	308 – 534
Cato 10 – M.Rieks	370 – 446
Cato 10 – duuma	0 – 160
Cato 10 – c.stage	0 – 160
Cato 10 – connieICL	0 – 160
Cato 10 – tylleris	0 – 160

INGELIS55

ingelis55370

Mr. RotHaar480

ingelis55365

M.Rieks491

ingelis55160

duuma0

ingelis55472

c.stage415

ingelis55484

connieICL421

ingelis55457

tylleris381

ingelis55160

Cato 100

MR. ROTHAAR

Mr. RotHaar480

ingelis55370

Mr. RotHaar434

M.Rieks429

Mr. RotHaar513

duuma453

Mr. RotHaar160

c.stage0

Mr. RotHaar499

connieICL460

Mr. RotHaar451

tylleris400

Mr. RotHaar534

Cato 10308

M.RIEKS

M.Rieks491

ingelis55365

M.Rieks429

Mr. RotHaar434

M.Rieks367

duuma484

M.Rieks442

c.stage402

M.Rieks8

connieICL-7

M.Rieks401

tylleris366

M.Rieks446

Cato 10370

DUUMA

duuma0

ingelis55160

duuma453

Mr. RotHaar513

duuma484

M.Rieks367

duuma497

c.stage377

duuma0

connieICL0

duuma0

tylleris0

duuma160

Cato 100

C.STAGE

c.stage415

ingelis55472

c.stage0

Mr. RotHaar160

c.stage402

M.Rieks442

c.stage377

duuma497

c.stage0

connieICL0

c.stage0

tylleris0

c.stage160

Cato 100

CONNIEICL

connieICL421

ingelis55484

connieICL460

Mr. RotHaar499

connieICL-7

M.Rieks8

connieICL0

duuma0

connieICL0

c.stage0

connieICL0

tylleris0

connieICL160

Cato 100

TYLLERIS

tylleris381

ingelis55457

tylleris400

Mr. RotHaar451

tylleris366

M.Rieks401

tylleris0

duuma0

tylleris0

c.stage0

tylleris0

connieICL0

tylleris160

Cato 100

CATO 10

Cato 100

ingelis55160

Cato 10308

Mr. RotHaar534

Cato 10370

M.Rieks446

Cato 100

duuma160

Cato 100

c.stage160

Cato 100

connieICL160

Cato 100

tylleris160