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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
1Applepie136 6 4021881 - 14913908
2haz_69 6 4021435 - 10663698
3Mathigol 6 3211058 - 8801788
4Cecitran 6 3211008 - 931778
5tripple15 6 222799 - 836-376
6senan 6 2041793 - 1870-774
7Madame Cat 6 0060 - 900-9000
1Applepie136+3908
Spilt: 6
Seier: 4
Uavgjort: 0
Tap: 2
Score: 1881 - 1491
2haz_69+3698
Spilt: 6
Seier: 4
Uavgjort: 0
Tap: 2
Score: 1435 - 1066
3Mathigol+1788
Spilt: 6
Seier: 3
Uavgjort: 2
Tap: 1
Score: 1058 - 880
4Cecitran+778
Spilt: 6
Seier: 3
Uavgjort: 2
Tap: 1
Score: 1008 - 931
5tripple15-376
Spilt: 6
Seier: 2
Uavgjort: 2
Tap: 2
Score: 799 - 836
6senan-774
Spilt: 6
Seier: 2
Uavgjort: 0
Tap: 4
Score: 1793 - 1870
7Madame Cat-9000
Spilt: 6
Seier: 0
Uavgjort: 0
Tap: 6
Score: 0 - 900

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotRoumors have it Applepie136 has won Säsong 160 Div 10, Grupp 145! Congratulations to Applepie136, now let us see how you will manage on a level where it is possible to be relegated. 8/08 2018 13:13:41
LoBotHere we have a virtuoso cluster of smartness! SENAN is undefeated in WLoH, pretty much because this is the debut season. HAZ_69 is the player here who has won most groups, with a total of 6 victories. APPLEPIE136 is the player here who most recently went undefeated through an entire season, it happened in 10. division in season 152. CECITRAN is a amazeballs player who has been number 6 in division 9 in season 136. MATHIGOL is the most frequent winner in the gang, with a frequency of 0.90 victories per loss. TRIPPLE15 is a wonderful player who has been number 6 in division 10 in season 159. MADAME CAT is a brilliant player who has been number 6 in division 10 in season 159.

With this many gifted players it is hard to tell you who wins, but I guess Mathigol wins the season.

25/07 2018 22:15:20

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Matches

Kamp Resultat
MATHIGOL
Mathigol – haz_690 – 150
Mathigol – Applepie136484 – 382
Mathigol – Cecitran0 – 0
Mathigol – tripple150 – 0
Mathigol – Madame Cat150 – 0
Mathigol – senan424 – 348
HAZ_69
haz_69 – Mathigol150 – 0
haz_69 – Applepie136276 – 410
haz_69 – Cecitran150 – 0
haz_69 – tripple15330 – 337
haz_69 – Madame Cat150 – 0
haz_69 – senan379 – 319
APPLEPIE136
Applepie136 – Mathigol382 – 484
Applepie136 – haz_69410 – 276
Applepie136 – Cecitran445 – 447
Applepie136 – tripple15150 – 0
Applepie136 – Madame Cat150 – 0
Applepie136 – senan344 – 284
CECITRAN
Cecitran – Mathigol0 – 0
Cecitran – haz_690 – 150
Cecitran – Applepie136447 – 445
Cecitran – tripple150 – 0
Cecitran – Madame Cat150 – 0
Cecitran – senan411 – 336
TRIPPLE15
tripple15 – Mathigol0 – 0
tripple15 – haz_69337 – 330
tripple15 – Applepie1360 – 150
tripple15 – Cecitran0 – 0
tripple15 – Madame Cat150 – 0
tripple15 – senan312 – 356
MADAME CAT
Madame Cat – Mathigol0 – 150
Madame Cat – haz_690 – 150
Madame Cat – Applepie1360 – 150
Madame Cat – Cecitran0 – 150
Madame Cat – tripple150 – 150
Madame Cat – senan0 – 150
SENAN
senan – Mathigol348 – 424
senan – haz_69319 – 379
senan – Applepie136284 – 344
senan – Cecitran336 – 411
senan – tripple15356 – 312
senan – Madame Cat150 – 0
MATHIGOL
Mathigol0
haz_69150
Mathigol484
Applepie136382
Mathigol0
Cecitran0
Mathigol0
tripple150
Mathigol150
Madame Cat0
Mathigol424
senan348
HAZ_69
haz_69150
Mathigol0
haz_69276
Applepie136410
haz_69150
Cecitran0
haz_69330
tripple15337
haz_69150
Madame Cat0
haz_69379
senan319
APPLEPIE136
Applepie136382
Mathigol484
Applepie136410
haz_69276
Applepie136445
Cecitran447
Applepie136150
tripple150
Applepie136150
Madame Cat0
Applepie136344
senan284
CECITRAN
Cecitran0
Mathigol0
Cecitran0
haz_69150
Cecitran447
Applepie136445
Cecitran0
tripple150
Cecitran150
Madame Cat0
Cecitran411
senan336
TRIPPLE15
tripple150
Mathigol0
tripple15337
haz_69330
tripple150
Applepie136150
tripple150
Cecitran0
tripple15150
Madame Cat0
tripple15312
senan356
MADAME CAT
Madame Cat0
Mathigol150
Madame Cat0
haz_69150
Madame Cat0
Applepie136150
Madame Cat0
Cecitran150
Madame Cat0
tripple15150
Madame Cat0
senan150
SENAN
senan348
Mathigol424
senan319
haz_69379
senan284
Applepie136344
senan336
Cecitran411
senan356
tripple15312
senan150
Madame Cat0