Wordfeud League of Honour

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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
1Hammurabi 7 6013428 - 322919912
2Lars-Riis 7 5112661 - 237029111
3Grethes Word 7 5023503 - 301349010
4lyhnet 7 4032933 - 2870638
5TUR66 7 3043091 - 3236-1456
6verdensende 7 2053274 - 3466-1924
7Kvistian 7 1152344 - 2511-1673Middelfart
8Conyster 7 1061868 - 2407-5392
1Hammurabi+19912
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 3428 - 3229
2Lars-Riis+29111
Spilt: 7
Seier: 5
Uavgjort: 1
Tap: 1
Score: 2661 - 2370
3Grethes Word+49010
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 3503 - 3013
4lyhnet+638
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2933 - 2870
5TUR66-1456
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 3091 - 3236
6verdensende-1924
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 3274 - 3466
7Kvistian-1673
Spilt: 7
Seier: 1
Uavgjort: 1
Tap: 5
Score: 2344 - 2511
Fra: Middelfart
8Conyster-5392
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 1868 - 2407

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Comments

The secret link
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Navn Melding Tid
LoBotWe have the final results from Season 302, Div 7, Group 51. The group had a couple of bigger favourites, for instance Conyster, but in the end, Hammurabi was strongest. Congratulations! 26/12 2023 22:20:05
LoBotAnd then Kvistian plunges down from Season 302, Div 7, Group 51. This is not surprising at all, the surprise is that the player was on this level in the first place. 26/12 2023 22:20:05
LoBotLook at these players! This is an intelligent bunch! HAMMURABI is the player here who has won most groups, with a total of 42 victories. GRETHES WORD is number 10 on the all time table of division six in WLoH. CONYSTER is the most frequent winner in the group counting the last 25 seasons, with a frequency of 1.57 victories per loss. VERDENSENDE is the player with the highest average score in a season (only counting the last 25 seasons), with 525 points per match (it happened in season 279 in division 8.) TUR66 is a amazeballs opponent who was number 3 on this level last season. KVISTIAN is a magic player who has been number 7 in division 5 in season 86. LYHNET is a talented opponent who was number 6 on this level last season. LARS-RIIS is a splendid player who has been number 8 in division 6 in season 295.

The winner gets promoted, the two last players will be relegated. I feel pretty confident that Conyster ends up as the winner here.

12/12 2023 23:53:16

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Matches

Kamp Resultat
CONYSTER
Conyster – Grethes Word424 – 499
Conyster – Hammurabi438 – 466
Conyster – Lars-Riis0 – 160
Conyster – verdensende582 – 473
Conyster – TUR66424 – 489
Conyster – lyhnet0 – 160
Conyster – Kvistian0 – 160
GRETHES WORD
Grethes Word – Conyster499 – 424
Grethes Word – Hammurabi503 – 521
Grethes Word – Lars-Riis507 – 514
Grethes Word – verdensende479 – 455
Grethes Word – TUR66434 – 308
Grethes Word – lyhnet510 – 432
Grethes Word – Kvistian571 – 359
HAMMURABI
Hammurabi – Conyster466 – 438
Hammurabi – Grethes Word521 – 503
Hammurabi – Lars-Riis414 – 500
Hammurabi – verdensende504 – 466
Hammurabi – TUR66526 – 400
Hammurabi – lyhnet459 – 413
Hammurabi – Kvistian538 – 509
LARS-RIIS
Lars-Riis – Conyster160 – 0
Lars-Riis – Grethes Word514 – 507
Lars-Riis – Hammurabi500 – 414
Lars-Riis – verdensende512 – 484
Lars-Riis – TUR66436 – 542
Lars-Riis – lyhnet539 – 423
Lars-Riis – Kvistian0 – 0
VERDENSENDE
verdensende – Conyster473 – 582
verdensende – Grethes Word455 – 479
verdensende – Hammurabi466 – 504
verdensende – Lars-Riis484 – 512
verdensende – TUR66486 – 422
verdensende – lyhnet426 – 536
verdensende – Kvistian484 – 431
TUR66
TUR66 – Conyster489 – 424
TUR66 – Grethes Word308 – 434
TUR66 – Hammurabi400 – 526
TUR66 – Lars-Riis542 – 436
TUR66 – verdensende422 – 486
TUR66 – lyhnet480 – 501
TUR66 – Kvistian450 – 429
LYHNET
lyhnet – Conyster160 – 0
lyhnet – Grethes Word432 – 510
lyhnet – Hammurabi413 – 459
lyhnet – Lars-Riis423 – 539
lyhnet – verdensende536 – 426
lyhnet – TUR66501 – 480
lyhnet – Kvistian468 – 456
KVISTIAN
Kvistian – Conyster160 – 0
Kvistian – Grethes Word359 – 571
Kvistian – Hammurabi509 – 538
Kvistian – Lars-Riis0 – 0
Kvistian – verdensende431 – 484
Kvistian – TUR66429 – 450
Kvistian – lyhnet456 – 468
CONYSTER
Conyster424
Grethes Word499
Conyster438
Hammurabi466
Conyster0
Lars-Riis160
Conyster582
verdensende473
Conyster424
TUR66489
Conyster0
lyhnet160
Conyster0
Kvistian160
GRETHES WORD
Grethes Word499
Conyster424
Grethes Word503
Hammurabi521
Grethes Word507
Lars-Riis514
Grethes Word479
verdensende455
Grethes Word434
TUR66308
Grethes Word510
lyhnet432
Grethes Word571
Kvistian359
HAMMURABI
Hammurabi466
Conyster438
Hammurabi521
Grethes Word503
Hammurabi414
Lars-Riis500
Hammurabi504
verdensende466
Hammurabi526
TUR66400
Hammurabi459
lyhnet413
Hammurabi538
Kvistian509
LARS-RIIS
Lars-Riis160
Conyster0
Lars-Riis514
Grethes Word507
Lars-Riis500
Hammurabi414
Lars-Riis512
verdensende484
Lars-Riis436
TUR66542
Lars-Riis539
lyhnet423
Lars-Riis0
Kvistian0
VERDENSENDE
verdensende473
Conyster582
verdensende455
Grethes Word479
verdensende466
Hammurabi504
verdensende484
Lars-Riis512
verdensende486
TUR66422
verdensende426
lyhnet536
verdensende484
Kvistian431
TUR66
TUR66489
Conyster424
TUR66308
Grethes Word434
TUR66400
Hammurabi526
TUR66542
Lars-Riis436
TUR66422
verdensende486
TUR66480
lyhnet501
TUR66450
Kvistian429
LYHNET
lyhnet160
Conyster0
lyhnet432
Grethes Word510
lyhnet413
Hammurabi459
lyhnet423
Lars-Riis539
lyhnet536
verdensende426
lyhnet501
TUR66480
lyhnet468
Kvistian456
KVISTIAN
Kvistian160
Conyster0
Kvistian359
Grethes Word571
Kvistian509
Hammurabi538
Kvistian0
Lars-Riis0
Kvistian431
verdensende484
Kvistian429
TUR66450
Kvistian456
lyhnet468

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