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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
1Swonnie 7 7002442 - 1243119914
2myran5 7 5022283 - 165962410
3Essping1 7 5022081 - 193115010
4pilgrim2 7 4032016 - 18521648Falkenberg
5sunlost 7 4031492 - 1407858
6Ordish 7 115762 - 1267-5053
7Mgkar 7 115693 - 1290-5973
8mkilare 7 0070 - 1120-11200
1Swonnie+119914
Spilt: 7
Seier: 7
Uavgjort: 0
Tap: 0
Score: 2442 - 1243
2myran5+62410
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2283 - 1659
3Essping1+15010
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2081 - 1931
4pilgrim2+1648
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2016 - 1852
Fra: Falkenberg
5sunlost+858
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 1492 - 1407
6Ordish-5053
Spilt: 7
Seier: 1
Uavgjort: 1
Tap: 5
Score: 762 - 1267
7Mgkar-5973
Spilt: 7
Seier: 1
Uavgjort: 1
Tap: 5
Score: 693 - 1290
8mkilare-11200
Spilt: 7
Seier: 0
Uavgjort: 0
Tap: 7
Score: 0 - 1120

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Comments

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Navn Melding Tid
LoBotRoumors have it Swonnie has won Säsong 217 Div 10, Grupp 171! Congratulations to Swonnie, now let us see how you will manage on a level where it is possible to be relegated. 14/10 2020 04:00:42
pilgrim2Felregisretat, ska vara mkilare; jag vann, 360–294, ta bort Mgkar. 12/10 2020 12:11:18
LoBotGosh, this is a wicked cluster of smartness! SUNLOST is undefeated, pretty much because this is the debut season. ORDISH is the most mature player in this bunch, with 58 seasons in the league. MYRAN5 is the player with the highest average score in a season (only counting the last 50 seasons), with 385 points per match (it happened in season 209 in division 9.) PILGRIM2 is a magic opponent who was number 4 on this level last season. ESSPING1 is the one who most recently won a group on a decent level, the player won division 10 back in season 208. SWONNIE is a magic player who has been number 5 in division 10 in season 165. MGKAR is the most frequent winner in the group in the last 50 seasons, with a frequency of 1.50 victories per loss. MKILARE is a divine opponent who was number 7 on this level last season.

We have so many magnificent players here that it is difficult to pick a winner, but my guess is that myran5 will top the table at the end of the season.

30/09 2020 04:15:23
LoBotPeople, this is a clever horde of quality players! SUNLOST is undefeated, pretty much because this is the debut season. ORDISH is the one with most experience here, with 430 games in WLoH. MYRAN5 is the player here who has won most groups, with a total of 3 victories. PILGRIM2 is a supernatural player who has been number 5 in division 9 in season 195. ESSPING1 is the one who most recently won a group on a decent level, the player won division 10 back in season 208. SWONNIE is a supernatural player who has been number 5 in division 10 in season 165. MGKAR is the most frequent winner in the selection in the last 30 seasons, with a frequency of 1.50 victories per loss. MKILARE is a wonderful opponent who was number 7 on this level last season.

We have so many supercalifragilisticexpialidocious players here that it is difficult to pick a winner, but my guess is that myran5 will top the table at the end of the season.

30/09 2020 04:14:23

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Matches

Kamp Resultat
MYRAN5
myran5 – pilgrim2328 – 394
myran5 – Essping1368 – 329
myran5 – Mgkar450 – 239
myran5 – Ordish430 – 257
myran5 – mkilare160 – 0
myran5 – Swonnie387 – 440
myran5 – sunlost160 – 0
PILGRIM2
pilgrim2 – myran5394 – 328
pilgrim2 – Essping1346 – 362
pilgrim2 – Mgkar360 – 294
pilgrim2 – Ordish160 – 0
pilgrim2 – mkilare160 – 0
pilgrim2 – Swonnie268 – 507
pilgrim2 – sunlost328 – 361
ESSPING1
Essping1 – myran5329 – 368
Essping1 – pilgrim2362 – 346
Essping1 – Mgkar160 – 0
Essping1 – Ordish357 – 345
Essping1 – mkilare160 – 0
Essping1 – Swonnie287 – 522
Essping1 – sunlost426 – 350
MGKAR
Mgkar – myran5239 – 450
Mgkar – pilgrim2294 – 360
Mgkar – Essping10 – 160
Mgkar – Ordish0 – 0
Mgkar – mkilare160 – 0
Mgkar – Swonnie0 – 160
Mgkar – sunlost0 – 160
ORDISH
Ordish – myran5257 – 430
Ordish – pilgrim20 – 160
Ordish – Essping1345 – 357
Ordish – Mgkar0 – 0
Ordish – mkilare160 – 0
Ordish – Swonnie0 – 160
Ordish – sunlost0 – 160
MKILARE
mkilare – myran50 – 160
mkilare – pilgrim20 – 160
mkilare – Essping10 – 160
mkilare – Mgkar0 – 160
mkilare – Ordish0 – 160
mkilare – Swonnie0 – 160
mkilare – sunlost0 – 160
SWONNIE
Swonnie – myran5440 – 387
Swonnie – pilgrim2507 – 268
Swonnie – Essping1522 – 287
Swonnie – Mgkar160 – 0
Swonnie – Ordish160 – 0
Swonnie – mkilare160 – 0
Swonnie – sunlost493 – 301
SUNLOST
sunlost – myran50 – 160
sunlost – pilgrim2361 – 328
sunlost – Essping1350 – 426
sunlost – Mgkar160 – 0
sunlost – Ordish160 – 0
sunlost – mkilare160 – 0
sunlost – Swonnie301 – 493
MYRAN5
myran5328
pilgrim2394
myran5368
Essping1329
myran5450
Mgkar239
myran5430
Ordish257
myran5160
mkilare0
myran5387
Swonnie440
myran5160
sunlost0
PILGRIM2
pilgrim2394
myran5328
pilgrim2346
Essping1362
pilgrim2360
Mgkar294
pilgrim2160
Ordish0
pilgrim2160
mkilare0
pilgrim2268
Swonnie507
pilgrim2328
sunlost361
ESSPING1
Essping1329
myran5368
Essping1362
pilgrim2346
Essping1160
Mgkar0
Essping1357
Ordish345
Essping1160
mkilare0
Essping1287
Swonnie522
Essping1426
sunlost350
MGKAR
Mgkar239
myran5450
Mgkar294
pilgrim2360
Mgkar0
Essping1160
Mgkar0
Ordish0
Mgkar160
mkilare0
Mgkar0
Swonnie160
Mgkar0
sunlost160
ORDISH
Ordish257
myran5430
Ordish0
pilgrim2160
Ordish345
Essping1357
Ordish0
Mgkar0
Ordish160
mkilare0
Ordish0
Swonnie160
Ordish0
sunlost160
MKILARE
mkilare0
myran5160
mkilare0
pilgrim2160
mkilare0
Essping1160
mkilare0
Mgkar160
mkilare0
Ordish160
mkilare0
Swonnie160
mkilare0
sunlost160
SWONNIE
Swonnie440
myran5387
Swonnie507
pilgrim2268
Swonnie522
Essping1287
Swonnie160
Mgkar0
Swonnie160
Ordish0
Swonnie160
mkilare0
Swonnie493
sunlost301
SUNLOST
sunlost0
myran5160
sunlost361
pilgrim2328
sunlost350
Essping1426
sunlost160
Mgkar0
sunlost160
Ordish0
sunlost160
mkilare0
sunlost301
Swonnie493