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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:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1kirstensjø 7 7002808 - 194786114
2Billede1257 7 6012660 - 196769312
3Gittes75 7 4122034 - 17482869
4Gnupigen 7 3131752 - 1766-147
5xyzel 7 3042397 - 22361616
6PerKorinth 7 3042158 - 2245-876Fåborg
7Jabolini 7 0160 - 950-9501
8Candycry 7 0160 - 950-9501
1kirstensjø+86114
Spilt: 7
Seier: 7
Uavgjort: 0
Tap: 0
Score: 2808 - 1947
2Billede1257+69312
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2660 - 1967
3Gittes75+2869
Spilt: 7
Seier: 4
Uavgjort: 1
Tap: 2
Score: 2034 - 1748
4Gnupigen-147
Spilt: 7
Seier: 3
Uavgjort: 1
Tap: 3
Score: 1752 - 1766
5xyzel+1616
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2397 - 2236
6PerKorinth-876
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2158 - 2245
Fra: Fåborg
7Jabolini-9501
Spilt: 7
Seier: 0
Uavgjort: 1
Tap: 6
Score: 0 - 950
8Candycry-9501
Spilt: 7
Seier: 0
Uavgjort: 1
Tap: 6
Score: 0 - 950

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotRoumors have it kirstensjø has won Season 268, Div 9, Group 66! Congratulations to kirstensjø, now let us see how you will manage on a level where it is possible to be relegated. 6/09 2022 22:48:12
LoBotThis is truly a marvellous horde of quality players! XYZEL is the greatest veteran here, with 1368 games in the league. KIRSTENSJØ is the player with the highest average score in a season (only counting the last 5 seasons), with 458 points per match (it happened in season 263 in division 8.) PERKORINTH is the most frequent winner in the party in the last 5 seasons, with a frequency of 1.12 victories per loss. GITTES75 just came down from 8.division and is probably eager for revenge. BILLEDE1257 just came down from 8.division and is probably eager for revenge. JABOLINI is a gifted player who has been number 9 in division 8 in season 267. GNUPIGEN is a divine player who recently was number 4 in division 9 in season 265. CANDYCRY is the tactically strongest player of the last 5 seasons, the opponents have merely scored the humble average of 161 points per game.

The two best players are promoted. Additionally, if you finish third, you have a 66% chance of promotion. It is determined by points and spread compared to players in the other groups in the same division. We have so many great players here that it is difficult to pick a winner, but my guess is that Billede1257 wins the season.

24/08 2022 01:20:53
LoBotNo. I cant believe this. It is an awesome bunch! XYZEL is the most mature player in this group, with 1368 games in WLoH. KIRSTENSJØ is the one who most recently won a group on a decent level, the player won division 9 back in season 266. PERKORINTH is a wicked player who has been number 5 in division 8 in season 159. GITTES75 is a skilful player who has been number 3 in division 8 in season 230. BILLEDE1257 just came down from 8.division and is probably eager for revenge. JABOLINI is a wicked player who has been number 9 in division 8 in season 267. GNUPIGEN is a virtuoso opponent who was number 9 on this level last season. CANDYCRY is the tactically strongest player of the last 50 seasons, the opponents have merely scored the humble average of 161 points per game.

The two best players are promoted. Additionally, if you finish third, you have a 66% chance of promotion. It is determined by points and spread compared to players in the other groups in the same division. I feel pretty confident that Billede1257 wins this group.

24/08 2022 01:11:16

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Matches

Kamp Resultat
BILLEDE1257
Billede1257 – kirstensjø482 – 489
Billede1257 – Gittes75512 – 439
Billede1257 – PerKorinth460 – 350
Billede1257 – xyzel469 – 448
Billede1257 – Jabolini160 – 0
Billede1257 – Gnupigen417 – 241
Billede1257 – Candycry160 – 0
KIRSTENSJØ
kirstensjø – Billede1257489 – 482
kirstensjø – Gittes75485 – 383
kirstensjø – PerKorinth507 – 320
kirstensjø – xyzel498 – 416
kirstensjø – Jabolini160 – 0
kirstensjø – Gnupigen509 – 346
kirstensjø – Candycry160 – 0
GITTES75
Gittes75 – Billede1257439 – 512
Gittes75 – kirstensjø383 – 485
Gittes75 – PerKorinth463 – 371
Gittes75 – xyzel429 – 380
Gittes75 – Jabolini160 – 0
Gittes75 – Gnupigen0 – 0
Gittes75 – Candycry160 – 0
PERKORINTH
PerKorinth – Billede1257350 – 460
PerKorinth – kirstensjø320 – 507
PerKorinth – Gittes75371 – 463
PerKorinth – xyzel389 – 421
PerKorinth – Jabolini160 – 0
PerKorinth – Gnupigen408 – 394
PerKorinth – Candycry160 – 0
XYZEL
xyzel – Billede1257448 – 469
xyzel – kirstensjø416 – 498
xyzel – Gittes75380 – 429
xyzel – PerKorinth421 – 389
xyzel – Jabolini150 – 0
xyzel – Gnupigen432 – 451
xyzel – Candycry150 – 0
JABOLINI
Jabolini – Billede12570 – 160
Jabolini – kirstensjø0 – 160
Jabolini – Gittes750 – 160
Jabolini – PerKorinth0 – 160
Jabolini – xyzel0 – 150
Jabolini – Gnupigen0 – 160
Jabolini – Candycry0 – 0
GNUPIGEN
Gnupigen – Billede1257241 – 417
Gnupigen – kirstensjø346 – 509
Gnupigen – Gittes750 – 0
Gnupigen – PerKorinth394 – 408
Gnupigen – xyzel451 – 432
Gnupigen – Jabolini160 – 0
Gnupigen – Candycry160 – 0
CANDYCRY
Candycry – Billede12570 – 160
Candycry – kirstensjø0 – 160
Candycry – Gittes750 – 160
Candycry – PerKorinth0 – 160
Candycry – xyzel0 – 150
Candycry – Jabolini0 – 0
Candycry – Gnupigen0 – 160
BILLEDE1257
Billede1257482
kirstensjø489
Billede1257512
Gittes75439
Billede1257460
PerKorinth350
Billede1257469
xyzel448
Billede1257160
Jabolini0
Billede1257417
Gnupigen241
Billede1257160
Candycry0
KIRSTENSJØ
kirstensjø489
Billede1257482
kirstensjø485
Gittes75383
kirstensjø507
PerKorinth320
kirstensjø498
xyzel416
kirstensjø160
Jabolini0
kirstensjø509
Gnupigen346
kirstensjø160
Candycry0
GITTES75
Gittes75439
Billede1257512
Gittes75383
kirstensjø485
Gittes75463
PerKorinth371
Gittes75429
xyzel380
Gittes75160
Jabolini0
Gittes750
Gnupigen0
Gittes75160
Candycry0
PERKORINTH
PerKorinth350
Billede1257460
PerKorinth320
kirstensjø507
PerKorinth371
Gittes75463
PerKorinth389
xyzel421
PerKorinth160
Jabolini0
PerKorinth408
Gnupigen394
PerKorinth160
Candycry0
XYZEL
xyzel448
Billede1257469
xyzel416
kirstensjø498
xyzel380
Gittes75429
xyzel421
PerKorinth389
xyzel150
Jabolini0
xyzel432
Gnupigen451
xyzel150
Candycry0
JABOLINI
Jabolini0
Billede1257160
Jabolini0
kirstensjø160
Jabolini0
Gittes75160
Jabolini0
PerKorinth160
Jabolini0
xyzel150
Jabolini0
Gnupigen160
Jabolini0
Candycry0
GNUPIGEN
Gnupigen241
Billede1257417
Gnupigen346
kirstensjø509
Gnupigen0
Gittes750
Gnupigen394
PerKorinth408
Gnupigen451
xyzel432
Gnupigen160
Jabolini0
Gnupigen160
Candycry0
CANDYCRY
Candycry0
Billede1257160
Candycry0
kirstensjø160
Candycry0
Gittes75160
Candycry0
PerKorinth160
Candycry0
xyzel150
Candycry0
Jabolini0
Candycry0
Gnupigen160