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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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League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1cmParis 8 6021891 - 115873312
2chebbi1607 8 6022707 - 255015712
3Greg 8 6022556 - 24787812
4catherinesylvain 8 5031544 - 98156310
5molxsc 8 242914 - 1004-908
6page.127 8 143767 - 1053-2866
7Zaviator64 8 044713 - 1036-3234
8AmadouD 8 044613 - 952-3394
9doudou13200 8 044202 - 695-4934
1cmParis+73312
Spilt: 8
Seier: 6
Uavgjort: 0
Tap: 2
Score: 1891 - 1158
2chebbi1607+15712
Spilt: 8
Seier: 6
Uavgjort: 0
Tap: 2
Score: 2707 - 2550
3Greg+7812
Spilt: 8
Seier: 6
Uavgjort: 0
Tap: 2
Score: 2556 - 2478
4catherinesylvain+56310
Spilt: 8
Seier: 5
Uavgjort: 0
Tap: 3
Score: 1544 - 981
5molxsc-908
Spilt: 8
Seier: 2
Uavgjort: 4
Tap: 2
Score: 914 - 1004
6page.127-2866
Spilt: 8
Seier: 1
Uavgjort: 4
Tap: 3
Score: 767 - 1053
7Zaviator64-3234
Spilt: 8
Seier: 0
Uavgjort: 4
Tap: 4
Score: 713 - 1036
8AmadouD-3394
Spilt: 8
Seier: 0
Uavgjort: 4
Tap: 4
Score: 613 - 952
9doudou13200-4934
Spilt: 8
Seier: 0
Uavgjort: 4
Tap: 4
Score: 202 - 695

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Comments

The secret link
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Navn Melding Tid
LoBotRoumors has it cmParis has won Saison 87, Div 7, Groupe 5! Congratulations to cmParis, now let us see how you will manage on a level where it is possible to be relegated. 12/05 2016 09:27:35
LoBotYes! I love it when we gather such an intelligent bunch! DOUDOU13200 and GREG start their glorious Wordfeud League of Honour careers this season, good luck, and when you reach the top, please remember your old friends from the debut season. CATHERINESYLVAIN is the Yoda of the lot, with 26 seasons here. CHEBBI1607 is the player with the highest average score in a season (only counting the last 50 seasons), with 350 points per match (it happened in season 82 in division 7.) CMPARIS is the player here who most recently went undefeated through an entire season, it happened in 7. division in season 79. ZAVIATOR64 is the one who most recently won a group on a decent level, the player won division 7 back in season 80. AMADOUD is a wicked player who has been number 2 in division 7 in season 86. MOLXSC is the most frequent winner in the group in the last 50 seasons, with a frequency of 1.83 victories per loss. PAGE.127 is a brainy player who has been number 4 in division 7 in season 86.

If I were to guess, I would say that catherinesylvain wins this group.

28/04 2016 22:29:32

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Matches

Kamp Resultat
CATHERINESYLVAIN
catherinesylvain – chebbi1607244 – 312
catherinesylvain – cmParis280 – 368
catherinesylvain – molxsc150 – 0
catherinesylvain – AmadouD150 – 0
catherinesylvain – Zaviator64150 – 0
catherinesylvain – page.127150 – 0
catherinesylvain – doudou13200150 – 0
catherinesylvain – Greg270 – 301
CHEBBI1607
chebbi1607 – catherinesylvain312 – 244
chebbi1607 – cmParis381 – 371
chebbi1607 – molxsc362 – 432
chebbi1607 – AmadouD341 – 304
chebbi1607 – Zaviator64396 – 382
chebbi1607 – page.127356 – 397
chebbi1607 – doudou13200174 – 91
chebbi1607 – Greg385 – 329
CMPARIS
cmParis – catherinesylvain368 – 280
cmParis – chebbi1607371 – 381
cmParis – molxsc150 – 0
cmParis – AmadouD150 – 0
cmParis – Zaviator64150 – 0
cmParis – page.127150 – 0
cmParis – doudou13200221 – 111
cmParis – Greg331 – 386
MOLXSC
molxsc – catherinesylvain0 – 150
molxsc – chebbi1607432 – 362
molxsc – cmParis0 – 150
molxsc – AmadouD0 – 0
molxsc – Zaviator640 – 0
molxsc – page.1270 – 0
molxsc – doudou132000 – 0
molxsc – Greg482 – 342
AMADOUD
AmadouD – catherinesylvain0 – 150
AmadouD – chebbi1607304 – 341
AmadouD – cmParis0 – 150
AmadouD – molxsc0 – 0
AmadouD – Zaviator640 – 0
AmadouD – page.1270 – 0
AmadouD – doudou132000 – 0
AmadouD – Greg309 – 311
ZAVIATOR64
Zaviator64 – catherinesylvain0 – 150
Zaviator64 – chebbi1607382 – 396
Zaviator64 – cmParis0 – 150
Zaviator64 – molxsc0 – 0
Zaviator64 – AmadouD0 – 0
Zaviator64 – page.1270 – 0
Zaviator64 – doudou132000 – 0
Zaviator64 – Greg331 – 340
PAGE.127
page.127 – catherinesylvain0 – 150
page.127 – chebbi1607397 – 356
page.127 – cmParis0 – 150
page.127 – molxsc0 – 0
page.127 – AmadouD0 – 0
page.127 – Zaviator640 – 0
page.127 – doudou132000 – 0
page.127 – Greg370 – 397
DOUDOU13200
doudou13200 – catherinesylvain0 – 150
doudou13200 – chebbi160791 – 174
doudou13200 – cmParis111 – 221
doudou13200 – molxsc0 – 0
doudou13200 – AmadouD0 – 0
doudou13200 – Zaviator640 – 0
doudou13200 – page.1270 – 0
doudou13200 – Greg0 – 150
GREG
Greg – catherinesylvain301 – 270
Greg – chebbi1607329 – 385
Greg – cmParis386 – 331
Greg – molxsc342 – 482
Greg – AmadouD311 – 309
Greg – Zaviator64340 – 331
Greg – page.127397 – 370
Greg – doudou13200150 – 0
CATHERINESYLVAIN
catherinesylvain244
chebbi1607312
catherinesylvain280
cmParis368
catherinesylvain150
molxsc0
catherinesylvain150
AmadouD0
catherinesylvain150
Zaviator640
catherinesylvain150
page.1270
catherinesylvain150
doudou132000
catherinesylvain270
Greg301
CHEBBI1607
chebbi1607312
catherinesylvain244
chebbi1607381
cmParis371
chebbi1607362
molxsc432
chebbi1607341
AmadouD304
chebbi1607396
Zaviator64382
chebbi1607356
page.127397
chebbi1607174
doudou1320091
chebbi1607385
Greg329
CMPARIS
cmParis368
catherinesylvain280
cmParis371
chebbi1607381
cmParis150
molxsc0
cmParis150
AmadouD0
cmParis150
Zaviator640
cmParis150
page.1270
cmParis221
doudou13200111
cmParis331
Greg386
MOLXSC
molxsc0
catherinesylvain150
molxsc432
chebbi1607362
molxsc0
cmParis150
molxsc0
AmadouD0
molxsc0
Zaviator640
molxsc0
page.1270
molxsc0
doudou132000
molxsc482
Greg342
AMADOUD
AmadouD0
catherinesylvain150
AmadouD304
chebbi1607341
AmadouD0
cmParis150
AmadouD0
molxsc0
AmadouD0
Zaviator640
AmadouD0
page.1270
AmadouD0
doudou132000
AmadouD309
Greg311
ZAVIATOR64
Zaviator640
catherinesylvain150
Zaviator64382
chebbi1607396
Zaviator640
cmParis150
Zaviator640
molxsc0
Zaviator640
AmadouD0
Zaviator640
page.1270
Zaviator640
doudou132000
Zaviator64331
Greg340
PAGE.127
page.1270
catherinesylvain150
page.127397
chebbi1607356
page.1270
cmParis150
page.1270
molxsc0
page.1270
AmadouD0
page.1270
Zaviator640
page.1270
doudou132000
page.127370
Greg397
DOUDOU13200
doudou132000
catherinesylvain150
doudou1320091
chebbi1607174
doudou13200111
cmParis221
doudou132000
molxsc0
doudou132000
AmadouD0
doudou132000
Zaviator640
doudou132000
page.1270
doudou132000
Greg150
GREG
Greg301
catherinesylvain270
Greg329
chebbi1607385
Greg386
cmParis331
Greg342
molxsc482
Greg311
AmadouD309
Greg340
Zaviator64331
Greg397
page.127370
Greg150
doudou132000