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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Table:
League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1DonnieB90 9 9002745 - 1212153318
2Inkie1963 9 8012488 - 1434105416
3Orlanda7 9 6121762 - 97478813
4happinez 9 6121400 - 105934113
5hesselk10 9 414990 - 899919
6us 3 nu 9 414926 - 893339
7Guest4568195 9 0360 - 960-9603
8Dirk456 9 0360 - 960-9603
9Bobbie.ei 9 0360 - 960-9603
10Nicolle 9 0360 - 960-9603
1DonnieB90+153318
Spilt: 9
Seier: 9
Uavgjort: 0
Tap: 0
Score: 2745 - 1212
2Inkie1963+105416
Spilt: 9
Seier: 8
Uavgjort: 0
Tap: 1
Score: 2488 - 1434
3Orlanda7+78813
Spilt: 9
Seier: 6
Uavgjort: 1
Tap: 2
Score: 1762 - 974
4happinez+34113
Spilt: 9
Seier: 6
Uavgjort: 1
Tap: 2
Score: 1400 - 1059
5hesselk10+919
Spilt: 9
Seier: 4
Uavgjort: 1
Tap: 4
Score: 990 - 899
6us 3 nu+339
Spilt: 9
Seier: 4
Uavgjort: 1
Tap: 4
Score: 926 - 893
7Guest4568195-9603
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 960
8Dirk456-9603
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 960
9Bobbie.ei-9603
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 960
10Nicolle-9603
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 960

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotRoumors have it DonnieB90 has won Seizoen 353, Div 11, Groep 6! Congratulations to DonnieB90, now let us see how you will manage on a level where it is possible to be relegated. 18/12 2025 02:00:02
LoBotThe player Nicolle was not mentioned in the mail, but has just signed up for WLoH, and will start in this group. Be nice to Nicolle! 6/12 2025 22:45:22
LoBotLook at these players! This is an awesome group! HESSELK10, BOBBIE.EI, DONNIEB90 and ORLANDA7 are all undefeated in the League, of course some of the reason is that this is their debut season. Take care of our newcomers and please mention in the wordfeud chat that this is a league game, because not everyone gets the information from us. INKIE1963 is the most frequent winner in the group counting the last 10 seasons, with a frequency of 1.4 victories per loss. US 3 NU is the one who most recently won a group on a decent level, the player won division 11 back in season 351. DIRK456 is a skilful player who has been number 11 in division 10 in season 351. HAPPINEZ is a magic player who has been number 8 in division 10 in season 351. GUEST4568195 is a fine player who has been number 5 in division 11 in season 351.

I feel pretty confident that Inkie1963 will top the table at the end of the season.

4/12 2025 04:03:55

We have some bills to pay. If you help us with that, you get a lot more statistics, you get training tools and a wordfeud course at the Improve page, and the Player page starts to work. And you get rid of the commercial banner on the top of the page. A donation of $15, 12 euro, 10 £ or 90 kroner gives you access for a year. Click the donate button for PayPal donation. You can also click here and donate directly to the WLoH bank account.

 

Matches

Kamp Resultat
INKIE1963
Inkie1963 – happinez418 – 272
Inkie1963 – us 3 nu160 – 0
Inkie1963 – Guest4568195160 – 0
Inkie1963 – Dirk456160 – 0
Inkie1963 – hesselk10419 – 350
Inkie1963 – Bobbie.ei160 – 0
Inkie1963 – DonnieB90333 – 435
Inkie1963 – Orlanda7518 – 377
Inkie1963 – Nicolle160 – 0
HAPPINEZ
happinez – Inkie1963272 – 418
happinez – us 3 nu160 – 0
happinez – Guest4568195160 – 0
happinez – Dirk456160 – 0
happinez – hesselk10160 – 0
happinez – Bobbie.ei160 – 0
happinez – DonnieB90168 – 641
happinez – Orlanda70 – 0
happinez – Nicolle160 – 0
US 3 NU
us 3 nu – Inkie19630 – 160
us 3 nu – happinez0 – 160
us 3 nu – Guest4568195160 – 0
us 3 nu – Dirk456160 – 0
us 3 nu – hesselk100 – 0
us 3 nu – Bobbie.ei160 – 0
us 3 nu – DonnieB90286 – 413
us 3 nu – Orlanda70 – 160
us 3 nu – Nicolle160 – 0
GUEST4568195
Guest4568195 – Inkie19630 – 160
Guest4568195 – happinez0 – 160
Guest4568195 – us 3 nu0 – 160
Guest4568195 – Dirk4560 – 0
Guest4568195 – hesselk100 – 160
Guest4568195 – Bobbie.ei0 – 0
Guest4568195 – DonnieB900 – 160
Guest4568195 – Orlanda70 – 160
Guest4568195 – Nicolle0 – 0
DIRK456
Dirk456 – Inkie19630 – 160
Dirk456 – happinez0 – 160
Dirk456 – us 3 nu0 – 160
Dirk456 – Guest45681950 – 0
Dirk456 – hesselk100 – 160
Dirk456 – Bobbie.ei0 – 0
Dirk456 – DonnieB900 – 160
Dirk456 – Orlanda70 – 160
Dirk456 – Nicolle0 – 0
HESSELK10
hesselk10 – Inkie1963350 – 419
hesselk10 – happinez0 – 160
hesselk10 – us 3 nu0 – 0
hesselk10 – Guest4568195160 – 0
hesselk10 – Dirk456160 – 0
hesselk10 – Bobbie.ei160 – 0
hesselk10 – DonnieB900 – 160
hesselk10 – Orlanda70 – 160
hesselk10 – Nicolle160 – 0
BOBBIE.EI
Bobbie.ei – Inkie19630 – 160
Bobbie.ei – happinez0 – 160
Bobbie.ei – us 3 nu0 – 160
Bobbie.ei – Guest45681950 – 0
Bobbie.ei – Dirk4560 – 0
Bobbie.ei – hesselk100 – 160
Bobbie.ei – DonnieB900 – 160
Bobbie.ei – Orlanda70 – 160
Bobbie.ei – Nicolle0 – 0
DONNIEB90
DonnieB90 – Inkie1963435 – 333
DonnieB90 – happinez641 – 168
DonnieB90 – us 3 nu413 – 286
DonnieB90 – Guest4568195160 – 0
DonnieB90 – Dirk456160 – 0
DonnieB90 – hesselk10160 – 0
DonnieB90 – Bobbie.ei160 – 0
DonnieB90 – Orlanda7456 – 425
DonnieB90 – Nicolle160 – 0
ORLANDA7
Orlanda7 – Inkie1963377 – 518
Orlanda7 – happinez0 – 0
Orlanda7 – us 3 nu160 – 0
Orlanda7 – Guest4568195160 – 0
Orlanda7 – Dirk456160 – 0
Orlanda7 – hesselk10160 – 0
Orlanda7 – Bobbie.ei160 – 0
Orlanda7 – DonnieB90425 – 456
Orlanda7 – Nicolle160 – 0
NICOLLE
Nicolle – Inkie19630 – 160
Nicolle – happinez0 – 160
Nicolle – us 3 nu0 – 160
Nicolle – Guest45681950 – 0
Nicolle – Dirk4560 – 0
Nicolle – hesselk100 – 160
Nicolle – Bobbie.ei0 – 0
Nicolle – DonnieB900 – 160
Nicolle – Orlanda70 – 160
INKIE1963
Inkie1963418
happinez272
Inkie1963160
us 3 nu0
Inkie1963160
Guest45681950
Inkie1963160
Dirk4560
Inkie1963419
hesselk10350
Inkie1963160
Bobbie.ei0
Inkie1963333
DonnieB90435
Inkie1963518
Orlanda7377
Inkie1963160
Nicolle0
HAPPINEZ
happinez272
Inkie1963418
happinez160
us 3 nu0
happinez160
Guest45681950
happinez160
Dirk4560
happinez160
hesselk100
happinez160
Bobbie.ei0
happinez168
DonnieB90641
happinez0
Orlanda70
happinez160
Nicolle0
US 3 NU
us 3 nu0
Inkie1963160
us 3 nu0
happinez160
us 3 nu160
Guest45681950
us 3 nu160
Dirk4560
us 3 nu0
hesselk100
us 3 nu160
Bobbie.ei0
us 3 nu286
DonnieB90413
us 3 nu0
Orlanda7160
us 3 nu160
Nicolle0
GUEST4568195
Guest45681950
Inkie1963160
Guest45681950
happinez160
Guest45681950
us 3 nu160
Guest45681950
Dirk4560
Guest45681950
hesselk10160
Guest45681950
Bobbie.ei0
Guest45681950
DonnieB90160
Guest45681950
Orlanda7160
Guest45681950
Nicolle0
DIRK456
Dirk4560
Inkie1963160
Dirk4560
happinez160
Dirk4560
us 3 nu160
Dirk4560
Guest45681950
Dirk4560
hesselk10160
Dirk4560
Bobbie.ei0
Dirk4560
DonnieB90160
Dirk4560
Orlanda7160
Dirk4560
Nicolle0
HESSELK10
hesselk10350
Inkie1963419
hesselk100
happinez160
hesselk100
us 3 nu0
hesselk10160
Guest45681950
hesselk10160
Dirk4560
hesselk10160
Bobbie.ei0
hesselk100
DonnieB90160
hesselk100
Orlanda7160
hesselk10160
Nicolle0
BOBBIE.EI
Bobbie.ei0
Inkie1963160
Bobbie.ei0
happinez160
Bobbie.ei0
us 3 nu160
Bobbie.ei0
Guest45681950
Bobbie.ei0
Dirk4560
Bobbie.ei0
hesselk10160
Bobbie.ei0
DonnieB90160
Bobbie.ei0
Orlanda7160
Bobbie.ei0
Nicolle0
DONNIEB90
DonnieB90435
Inkie1963333
DonnieB90641
happinez168
DonnieB90413
us 3 nu286
DonnieB90160
Guest45681950
DonnieB90160
Dirk4560
DonnieB90160
hesselk100
DonnieB90160
Bobbie.ei0
DonnieB90456
Orlanda7425
DonnieB90160
Nicolle0
ORLANDA7
Orlanda7377
Inkie1963518
Orlanda70
happinez0
Orlanda7160
us 3 nu0
Orlanda7160
Guest45681950
Orlanda7160
Dirk4560
Orlanda7160
hesselk100
Orlanda7160
Bobbie.ei0
Orlanda7425
DonnieB90456
Orlanda7160
Nicolle0
NICOLLE
Nicolle0
Inkie1963160
Nicolle0
happinez160
Nicolle0
us 3 nu160
Nicolle0
Guest45681950
Nicolle0
Dirk4560
Nicolle0
hesselk10160
Nicolle0
Bobbie.ei0
Nicolle0
DonnieB90160
Nicolle0
Orlanda7160