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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
1RW02 8 8002197 - 1080111716
2Pedrito2710 8 7012074 - 149657814
3nad07 8 6021711 - 87483712
4j.t.k.113 8 413716 - 4892279
5cricricricri52 8 4131168 - 10491199
6john~matrix 8 305834 - 1012-1786
7Lahoussette 8 0260 - 900-9002
8Benaud28 8 0260 - 900-9002
9benosbenos2017 8 0260 - 900-9002
1RW02+111716
Spilt: 8
Seier: 8
Uavgjort: 0
Tap: 0
Score: 2197 - 1080
2Pedrito2710+57814
Spilt: 8
Seier: 7
Uavgjort: 0
Tap: 1
Score: 2074 - 1496
3nad07+83712
Spilt: 8
Seier: 6
Uavgjort: 0
Tap: 2
Score: 1711 - 874
4j.t.k.113+2279
Spilt: 8
Seier: 4
Uavgjort: 1
Tap: 3
Score: 716 - 489
5cricricricri52+1199
Spilt: 8
Seier: 4
Uavgjort: 1
Tap: 3
Score: 1168 - 1049
6john~matrix-1786
Spilt: 8
Seier: 3
Uavgjort: 0
Tap: 5
Score: 834 - 1012
7Lahoussette-9002
Spilt: 8
Seier: 0
Uavgjort: 2
Tap: 6
Score: 0 - 900
8Benaud28-9002
Spilt: 8
Seier: 0
Uavgjort: 2
Tap: 6
Score: 0 - 900
9benosbenos2017-9002
Spilt: 8
Seier: 0
Uavgjort: 2
Tap: 6
Score: 0 - 900

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotGosh, this is a good group! LAHOUSSETTE is the most mature player in this lot, with 32 games in WLoH. BENAUD28 is the secondmost experienced player in the group, and has played continously since the debut in season 115. JOHN~MATRIX is a gifted player who has been number 6 in division 8 in season 116. CRICRICRICRI52 is a talented opponent who was number 5 on this level last season. BENOSBENOS2017 is a supercalifragilisticexpialidocious opponent who was number 9 on this level last season. RW02 is the player here who most recently went undefeated through an entire season, it happened in 8. division in season 116. NAD07 is a supernatural opponent who was number 3 on this level last season. PEDRITO2710 is the most frequent winner in the selection in the last 10 seasons, with a frequency of 7.0 victories per loss. J.T.K.113 is the tactically strongest player of the last 10 seasons, the opponents have merely scored the humble average of 61 points per game.

I feel pretty confident that RW02 wins the season.

24/06 2017 07:32:04
LoBotRoumors have it RW02 has won Saison 116, Div 8, Groupe 3! Congratulations to RW02, now let us see how you will manage on a level where it is possible to be relegated. 24/06 2017 07:20:24
LoBotLook at these players! This is a superior selection! CRICRICRICRI52, BENOSBENOS2017, RW02, NAD07, PEDRITO2710 and J.T.K.113 are new players in the league, welcome to you all! LAHOUSSETTE is the player here who most recently went undefeated through an entire season, it happened in 8. division in season 113. BENAUD28 is the secondmost experienced player in the group, and has played continously since the debut in season 115. JOHN~MATRIX is a supercalifragilisticexpialidocious player who has been number 7 in division 8 in season 115.

With this many awesome players it is hard to tell you who wins, but I guess Lahoussette ends up as the winner here.

8/06 2017 18:11:48

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Matches

Kamp Resultat
LAHOUSSETTE
Lahoussette – Benaud280 – 0
Lahoussette – john~matrix0 – 150
Lahoussette – cricricricri520 – 150
Lahoussette – benosbenos20170 – 0
Lahoussette – RW020 – 150
Lahoussette – nad070 – 150
Lahoussette – Pedrito27100 – 150
Lahoussette – j.t.k.1130 – 150
BENAUD28
Benaud28 – Lahoussette0 – 0
Benaud28 – john~matrix0 – 150
Benaud28 – cricricricri520 – 150
Benaud28 – benosbenos20170 – 0
Benaud28 – RW020 – 150
Benaud28 – nad070 – 150
Benaud28 – Pedrito27100 – 150
Benaud28 – j.t.k.1130 – 150
JOHN~MATRIX
john~matrix – Lahoussette150 – 0
john~matrix – Benaud28150 – 0
john~matrix – cricricricri520 – 150
john~matrix – benosbenos2017150 – 0
john~matrix – RW020 – 150
john~matrix – nad070 – 150
john~matrix – Pedrito2710384 – 412
john~matrix – j.t.k.1130 – 150
CRICRICRICRI52
cricricricri52 – Lahoussette150 – 0
cricricricri52 – Benaud28150 – 0
cricricricri52 – john~matrix150 – 0
cricricricri52 – benosbenos2017150 – 0
cricricricri52 – RW02297 – 537
cricricricri52 – nad070 – 150
cricricricri52 – Pedrito2710271 – 362
cricricricri52 – j.t.k.1130 – 0
BENOSBENOS2017
benosbenos2017 – Lahoussette0 – 0
benosbenos2017 – Benaud280 – 0
benosbenos2017 – john~matrix0 – 150
benosbenos2017 – cricricricri520 – 150
benosbenos2017 – RW020 – 150
benosbenos2017 – nad070 – 150
benosbenos2017 – Pedrito27100 – 150
benosbenos2017 – j.t.k.1130 – 150
RW02
RW02 – Lahoussette150 – 0
RW02 – Benaud28150 – 0
RW02 – john~matrix150 – 0
RW02 – cricricricri52537 – 297
RW02 – benosbenos2017150 – 0
RW02 – nad07456 – 385
RW02 – Pedrito2710469 – 324
RW02 – j.t.k.113135 – 74
NAD07
nad07 – Lahoussette150 – 0
nad07 – Benaud28150 – 0
nad07 – john~matrix150 – 0
nad07 – cricricricri52150 – 0
nad07 – benosbenos2017150 – 0
nad07 – RW02385 – 456
nad07 – Pedrito2710372 – 376
nad07 – j.t.k.113204 – 42
PEDRITO2710
Pedrito2710 – Lahoussette150 – 0
Pedrito2710 – Benaud28150 – 0
Pedrito2710 – john~matrix412 – 384
Pedrito2710 – cricricricri52362 – 271
Pedrito2710 – benosbenos2017150 – 0
Pedrito2710 – RW02324 – 469
Pedrito2710 – nad07376 – 372
Pedrito2710 – j.t.k.113150 – 0
J.T.K.113
j.t.k.113 – Lahoussette150 – 0
j.t.k.113 – Benaud28150 – 0
j.t.k.113 – john~matrix150 – 0
j.t.k.113 – cricricricri520 – 0
j.t.k.113 – benosbenos2017150 – 0
j.t.k.113 – RW0274 – 135
j.t.k.113 – nad0742 – 204
j.t.k.113 – Pedrito27100 – 150
LAHOUSSETTE
Lahoussette0
Benaud280
Lahoussette0
john~matrix150
Lahoussette0
cricricricri52150
Lahoussette0
benosbenos20170
Lahoussette0
RW02150
Lahoussette0
nad07150
Lahoussette0
Pedrito2710150
Lahoussette0
j.t.k.113150
BENAUD28
Benaud280
Lahoussette0
Benaud280
john~matrix150
Benaud280
cricricricri52150
Benaud280
benosbenos20170
Benaud280
RW02150
Benaud280
nad07150
Benaud280
Pedrito2710150
Benaud280
j.t.k.113150
JOHN~MATRIX
john~matrix150
Lahoussette0
john~matrix150
Benaud280
john~matrix0
cricricricri52150
john~matrix150
benosbenos20170
john~matrix0
RW02150
john~matrix0
nad07150
john~matrix384
Pedrito2710412
john~matrix0
j.t.k.113150
CRICRICRICRI52
cricricricri52150
Lahoussette0
cricricricri52150
Benaud280
cricricricri52150
john~matrix0
cricricricri52150
benosbenos20170
cricricricri52297
RW02537
cricricricri520
nad07150
cricricricri52271
Pedrito2710362
cricricricri520
j.t.k.1130
BENOSBENOS2017
benosbenos20170
Lahoussette0
benosbenos20170
Benaud280
benosbenos20170
john~matrix150
benosbenos20170
cricricricri52150
benosbenos20170
RW02150
benosbenos20170
nad07150
benosbenos20170
Pedrito2710150
benosbenos20170
j.t.k.113150
RW02
RW02150
Lahoussette0
RW02150
Benaud280
RW02150
john~matrix0
RW02537
cricricricri52297
RW02150
benosbenos20170
RW02456
nad07385
RW02469
Pedrito2710324
RW02135
j.t.k.11374
NAD07
nad07150
Lahoussette0
nad07150
Benaud280
nad07150
john~matrix0
nad07150
cricricricri520
nad07150
benosbenos20170
nad07385
RW02456
nad07372
Pedrito2710376
nad07204
j.t.k.11342
PEDRITO2710
Pedrito2710150
Lahoussette0
Pedrito2710150
Benaud280
Pedrito2710412
john~matrix384
Pedrito2710362
cricricricri52271
Pedrito2710150
benosbenos20170
Pedrito2710324
RW02469
Pedrito2710376
nad07372
Pedrito2710150
j.t.k.1130
J.T.K.113
j.t.k.113150
Lahoussette0
j.t.k.113150
Benaud280
j.t.k.113150
john~matrix0
j.t.k.1130
cricricricri520
j.t.k.113150
benosbenos20170
j.t.k.11374
RW02135
j.t.k.11342
nad07204
j.t.k.1130
Pedrito2710150