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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
1kent.eklov 9 8012964 - 1560140416
2pspudding 9 540959 - 35460514
3peronie 9 441989 - 50848112
4sussie111 9 441963 - 48547812
5Sanbesi 9 441890 - 43945112
6Monkyindex 9 441759 - 57818112
7Mambolina1 9 0360 - 900-9003
8Sophsophsoph 9 0360 - 900-9003
9Axel liten 9 0360 - 900-9003
10badtunna 9 0360 - 900-9003
1kent.eklov+140416
Spilt: 9
Seier: 8
Uavgjort: 0
Tap: 1
Score: 2964 - 1560
2pspudding+60514
Spilt: 9
Seier: 5
Uavgjort: 4
Tap: 0
Score: 959 - 354
3peronie+48112
Spilt: 9
Seier: 4
Uavgjort: 4
Tap: 1
Score: 989 - 508
4sussie111+47812
Spilt: 9
Seier: 4
Uavgjort: 4
Tap: 1
Score: 963 - 485
5Sanbesi+45112
Spilt: 9
Seier: 4
Uavgjort: 4
Tap: 1
Score: 890 - 439
6Monkyindex+18112
Spilt: 9
Seier: 4
Uavgjort: 4
Tap: 1
Score: 759 - 578
7Mambolina1-9003
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 900
8Sophsophsoph-9003
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 900
9Axel liten-9003
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 900
10badtunna-9003
Spilt: 9
Seier: 0
Uavgjort: 3
Tap: 6
Score: 0 - 900

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotRoumors has it kent.eklov has won Säsong 116 Div 10, Grupp 14! Congratulations to kent.eklov, now let us see how you will manage on a level where it is possible to be relegated. 30/11 2016 15:10:12
LoBotNågra tips: Om motståndaren ger upp (resignar) antingen som ett aktivt val efter genom att inte lägga på 72 timmar, registrerar man 150-0 alternativt drar av 50p från motståndarens resultat. Om matcher inte kommer igång eller inte blir klara i tid, ska man inte registrera någonting alls. Systemet sätter automatiska resultat vid säsongsslut och då kommer den spelare med flest registrerade matcher att dömas som vinnare. Men man kan inte flyttas upp eller undgå nerflyttning genom att inte spela klart. Ibland kan detta slå fel om det är motståndaren som är långsam och då bör man skriva ett meddelande i forumet för gruppen så nära inpå deadline man har möjlighet till och där ange aktuell ställning. 29/11 2016 06:02:23
kent.eklovJag får inte påminnelse-funktionen att fungera (felmeddelande: maximum request length exceeded). I vilket fall får jag inget svar på min inbjudan till match till "Axel liten" och "Mambolina1", och "badtunna" går inte ens att hitta i Wordfeud-appen. Någon annan i gruppen som vet något om dessa spelare? 18/11 2016 04:33:44
LoBotWe have ourselves a brainy group! KENT.EKLOV, AXEL LITEN, BADTUNNA, MONKYINDEX and PERONIE are all undefeated in WLoH, of course some of the reason is that this is their debut season. PSPUDDING is the most experienced player here, with 157 games in the league. MAMBOLINA1 is the one who most recently won a group on a decent level, the player won division 10 back in season 113. SANBESI is the player here who most recently went undefeated through an entire season, it happened in 10. division in season 114. SOPHSOPHSOPH is a fabulous player who has been number 7 in division 10 in season 115. SUSSIE111 is a skilful opponent who was number 6 on this level last season.

I feel pretty confident that Mambolina1 ends up as the winner here.

16/11 2016 13:42:31

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
MAMBOLINA1
Mambolina1 – Sanbesi0 – 150
Mambolina1 – pspudding0 – 150
Mambolina1 – sussie1110 – 150
Mambolina1 – Sophsophsoph0 – 0
Mambolina1 – kent.eklov0 – 150
Mambolina1 – Axel liten0 – 0
Mambolina1 – badtunna0 – 0
Mambolina1 – Monkyindex0 – 150
Mambolina1 – peronie0 – 150
SANBESI
Sanbesi – Mambolina1150 – 0
Sanbesi – pspudding0 – 0
Sanbesi – sussie1110 – 0
Sanbesi – Sophsophsoph150 – 0
Sanbesi – kent.eklov290 – 439
Sanbesi – Axel liten150 – 0
Sanbesi – badtunna150 – 0
Sanbesi – Monkyindex0 – 0
Sanbesi – peronie0 – 0
PSPUDDING
pspudding – Mambolina1150 – 0
pspudding – Sanbesi0 – 0
pspudding – sussie1110 – 0
pspudding – Sophsophsoph150 – 0
pspudding – kent.eklov359 – 354
pspudding – Axel liten150 – 0
pspudding – badtunna150 – 0
pspudding – Monkyindex0 – 0
pspudding – peronie0 – 0
SUSSIE111
sussie111 – Mambolina1150 – 0
sussie111 – Sanbesi0 – 0
sussie111 – pspudding0 – 0
sussie111 – Sophsophsoph150 – 0
sussie111 – kent.eklov363 – 485
sussie111 – Axel liten150 – 0
sussie111 – badtunna150 – 0
sussie111 – Monkyindex0 – 0
sussie111 – peronie0 – 0
SOPHSOPHSOPH
Sophsophsoph – Mambolina10 – 0
Sophsophsoph – Sanbesi0 – 150
Sophsophsoph – pspudding0 – 150
Sophsophsoph – sussie1110 – 150
Sophsophsoph – kent.eklov0 – 150
Sophsophsoph – Axel liten0 – 0
Sophsophsoph – badtunna0 – 0
Sophsophsoph – Monkyindex0 – 150
Sophsophsoph – peronie0 – 150
KENT.EKLOV
kent.eklov – Mambolina1150 – 0
kent.eklov – Sanbesi439 – 290
kent.eklov – pspudding354 – 359
kent.eklov – sussie111485 – 363
kent.eklov – Sophsophsoph150 – 0
kent.eklov – Axel liten150 – 0
kent.eklov – badtunna150 – 0
kent.eklov – Monkyindex578 – 159
kent.eklov – peronie508 – 389
AXEL LITEN
Axel liten – Mambolina10 – 0
Axel liten – Sanbesi0 – 150
Axel liten – pspudding0 – 150
Axel liten – sussie1110 – 150
Axel liten – Sophsophsoph0 – 0
Axel liten – kent.eklov0 – 150
Axel liten – badtunna0 – 0
Axel liten – Monkyindex0 – 150
Axel liten – peronie0 – 150
BADTUNNA
badtunna – Mambolina10 – 0
badtunna – Sanbesi0 – 150
badtunna – pspudding0 – 150
badtunna – sussie1110 – 150
badtunna – Sophsophsoph0 – 0
badtunna – kent.eklov0 – 150
badtunna – Axel liten0 – 0
badtunna – Monkyindex0 – 150
badtunna – peronie0 – 150
MONKYINDEX
Monkyindex – Mambolina1150 – 0
Monkyindex – Sanbesi0 – 0
Monkyindex – pspudding0 – 0
Monkyindex – sussie1110 – 0
Monkyindex – Sophsophsoph150 – 0
Monkyindex – kent.eklov159 – 578
Monkyindex – Axel liten150 – 0
Monkyindex – badtunna150 – 0
Monkyindex – peronie0 – 0
PERONIE
peronie – Mambolina1150 – 0
peronie – Sanbesi0 – 0
peronie – pspudding0 – 0
peronie – sussie1110 – 0
peronie – Sophsophsoph150 – 0
peronie – kent.eklov389 – 508
peronie – Axel liten150 – 0
peronie – badtunna150 – 0
peronie – Monkyindex0 – 0
MAMBOLINA1
Mambolina10
Sanbesi150
Mambolina10
pspudding150
Mambolina10
sussie111150
Mambolina10
Sophsophsoph0
Mambolina10
kent.eklov150
Mambolina10
Axel liten0
Mambolina10
badtunna0
Mambolina10
Monkyindex150
Mambolina10
peronie150
SANBESI
Sanbesi150
Mambolina10
Sanbesi0
pspudding0
Sanbesi0
sussie1110
Sanbesi150
Sophsophsoph0
Sanbesi290
kent.eklov439
Sanbesi150
Axel liten0
Sanbesi150
badtunna0
Sanbesi0
Monkyindex0
Sanbesi0
peronie0
PSPUDDING
pspudding150
Mambolina10
pspudding0
Sanbesi0
pspudding0
sussie1110
pspudding150
Sophsophsoph0
pspudding359
kent.eklov354
pspudding150
Axel liten0
pspudding150
badtunna0
pspudding0
Monkyindex0
pspudding0
peronie0
SUSSIE111
sussie111150
Mambolina10
sussie1110
Sanbesi0
sussie1110
pspudding0
sussie111150
Sophsophsoph0
sussie111363
kent.eklov485
sussie111150
Axel liten0
sussie111150
badtunna0
sussie1110
Monkyindex0
sussie1110
peronie0
SOPHSOPHSOPH
Sophsophsoph0
Mambolina10
Sophsophsoph0
Sanbesi150
Sophsophsoph0
pspudding150
Sophsophsoph0
sussie111150
Sophsophsoph0
kent.eklov150
Sophsophsoph0
Axel liten0
Sophsophsoph0
badtunna0
Sophsophsoph0
Monkyindex150
Sophsophsoph0
peronie150
KENT.EKLOV
kent.eklov150
Mambolina10
kent.eklov439
Sanbesi290
kent.eklov354
pspudding359
kent.eklov485
sussie111363
kent.eklov150
Sophsophsoph0
kent.eklov150
Axel liten0
kent.eklov150
badtunna0
kent.eklov578
Monkyindex159
kent.eklov508
peronie389
AXEL LITEN
Axel liten0
Mambolina10
Axel liten0
Sanbesi150
Axel liten0
pspudding150
Axel liten0
sussie111150
Axel liten0
Sophsophsoph0
Axel liten0
kent.eklov150
Axel liten0
badtunna0
Axel liten0
Monkyindex150
Axel liten0
peronie150
BADTUNNA
badtunna0
Mambolina10
badtunna0
Sanbesi150
badtunna0
pspudding150
badtunna0
sussie111150
badtunna0
Sophsophsoph0
badtunna0
kent.eklov150
badtunna0
Axel liten0
badtunna0
Monkyindex150
badtunna0
peronie150
MONKYINDEX
Monkyindex150
Mambolina10
Monkyindex0
Sanbesi0
Monkyindex0
pspudding0
Monkyindex0
sussie1110
Monkyindex150
Sophsophsoph0
Monkyindex159
kent.eklov578
Monkyindex150
Axel liten0
Monkyindex150
badtunna0
Monkyindex0
peronie0
PERONIE
peronie150
Mambolina10
peronie0
Sanbesi0
peronie0
pspudding0
peronie0
sussie1110
peronie150
Sophsophsoph0
peronie389
kent.eklov508
peronie150
Axel liten0
peronie150
badtunna0
peronie0
Monkyindex0