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
1foxyb30 7 5022607 - 246214510
2nn1967 7 5022746 - 261013610Tennessee
3SJcali 7 4122331 - 2247849
4katsavinamy 7 4032741 - 24592828
5amagnetforis 7 4032638 - 23672718Texas
6geckopin 7 3042365 - 2552-1876Florida
7Py_thagoras 7 1151951 - 2320-3693
8JCARDS727 7 1062293 - 2655-3622
1foxyb30+14510
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2607 - 2462
2nn1967+13610
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2746 - 2610
Fra: Tennessee
3SJcali+849
Spilt: 7
Seier: 4
Uavgjort: 1
Tap: 2
Score: 2331 - 2247
4katsavinamy+2828
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2741 - 2459
5amagnetforis+2718
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2638 - 2367
Fra: Texas
6geckopin-1876
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2365 - 2552
Fra: Florida
7Py_thagoras-3693
Spilt: 7
Seier: 1
Uavgjort: 1
Tap: 5
Score: 1951 - 2320
8JCARDS727-3622
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 2293 - 2655

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotIn Season 137, Div 7, Group 55 , foxyb30 has crushed all opposition! I do not believe the big names in the group, such as amagnetforis, had expected this. Congratulations, foxyb30! 8/09 2017 11:24:19
LoBotThe season is close to its end, and foxyb30 is ahead. But if the last games are not finished, I will set some automatic results at deadline, and as it looks right now, SJcali may get the victory. The rules say that if you don´t finish the games, you may lose your promotion, the table judge may edit this group and may give the promotion to foxyb30 anyway. If you are SJcali and care about the promotion, I recommend either finish all games, or, if impossible, report current score in this comment field before deadline. 7/09 2017 02:11:49
geckopinThank you! You all were quick players! 3/09 2017 05:07:17
amagnetforisCongrats to Geckopin for being the first to finish all 7 games! 31/08 2017 12:34:32
LoBotNo. I cant believe this. It is an excellent lot! FOXYB30 is the most experienced player here, with 813 games in the league of honour. That´s a lot of honour. KATSAVINAMY is the player here who has won most groups, with a total of 11 victories. SJCALI is the most frequent winner in the lot in the last 5 seasons, with a frequency of 1.33 victories per loss. NN1967 is a intelligent player who has been number 4 in division 6 in season 130. AMAGNETFORIS is the one who most recently won a group on a decent level, the player won division 7 back in season 131. GECKOPIN is a outstanding player who has been number 2 in division 7 in season 131. JCARDS727 is a first-rate opponent who was number 5 on this level last season. PY_THAGORAS is the player here who most recently went undefeated through an entire season, it happened in 8. division in season 136.

SJCALI, KATSAVINAMY and NN1967 are tresourous people of a kind you would not believe existed, people who out of their pure generousity donate to WLoH and keep the site running.

The winner gets promoted, the two last players will be relegated. I feel pretty confident that amagnetforis wins this group.

25/08 2017 11:17:56

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
AMAGNETFORIS
amagnetforis – SJcali356 – 437
amagnetforis – Py_thagoras429 – 310
amagnetforis – katsavinamy341 – 351
amagnetforis – nn1967377 – 379
amagnetforis – JCARDS727388 – 276
amagnetforis – foxyb30395 – 295
amagnetforis – geckopin352 – 319
SJCALI
SJcali – amagnetforis437 – 356
SJcali – Py_thagoras0 – 0
SJcali – katsavinamy397 – 387
SJcali – nn1967405 – 402
SJcali – JCARDS727313 – 368
SJcali – foxyb30354 – 423
SJcali – geckopin425 – 311
PY_THAGORAS
Py_thagoras – amagnetforis310 – 429
Py_thagoras – SJcali0 – 0
Py_thagoras – katsavinamy280 – 359
Py_thagoras – nn1967337 – 435
Py_thagoras – JCARDS727370 – 357
Py_thagoras – foxyb30296 – 379
Py_thagoras – geckopin358 – 361
KATSAVINAMY
katsavinamy – amagnetforis351 – 341
katsavinamy – SJcali387 – 397
katsavinamy – Py_thagoras359 – 280
katsavinamy – nn1967384 – 386
katsavinamy – JCARDS727466 – 303
katsavinamy – foxyb30427 – 359
katsavinamy – geckopin367 – 393
NN1967
nn1967 – amagnetforis379 – 377
nn1967 – SJcali402 – 405
nn1967 – Py_thagoras435 – 337
nn1967 – katsavinamy386 – 384
nn1967 – JCARDS727381 – 357
nn1967 – foxyb30340 – 441
nn1967 – geckopin423 – 309
JCARDS727
JCARDS727 – amagnetforis276 – 388
JCARDS727 – SJcali368 – 313
JCARDS727 – Py_thagoras357 – 370
JCARDS727 – katsavinamy303 – 466
JCARDS727 – nn1967357 – 381
JCARDS727 – foxyb30337 – 378
JCARDS727 – geckopin295 – 359
FOXYB30
foxyb30 – amagnetforis295 – 395
foxyb30 – SJcali423 – 354
foxyb30 – Py_thagoras379 – 296
foxyb30 – katsavinamy359 – 427
foxyb30 – nn1967441 – 340
foxyb30 – JCARDS727378 – 337
foxyb30 – geckopin332 – 313
GECKOPIN
geckopin – amagnetforis319 – 352
geckopin – SJcali311 – 425
geckopin – Py_thagoras361 – 358
geckopin – katsavinamy393 – 367
geckopin – nn1967309 – 423
geckopin – JCARDS727359 – 295
geckopin – foxyb30313 – 332
AMAGNETFORIS
amagnetforis356
SJcali437
amagnetforis429
Py_thagoras310
amagnetforis341
katsavinamy351
amagnetforis377
nn1967379
amagnetforis388
JCARDS727276
amagnetforis395
foxyb30295
amagnetforis352
geckopin319
SJCALI
SJcali437
amagnetforis356
SJcali0
Py_thagoras0
SJcali397
katsavinamy387
SJcali405
nn1967402
SJcali313
JCARDS727368
SJcali354
foxyb30423
SJcali425
geckopin311
PY_THAGORAS
Py_thagoras310
amagnetforis429
Py_thagoras0
SJcali0
Py_thagoras280
katsavinamy359
Py_thagoras337
nn1967435
Py_thagoras370
JCARDS727357
Py_thagoras296
foxyb30379
Py_thagoras358
geckopin361
KATSAVINAMY
katsavinamy351
amagnetforis341
katsavinamy387
SJcali397
katsavinamy359
Py_thagoras280
katsavinamy384
nn1967386
katsavinamy466
JCARDS727303
katsavinamy427
foxyb30359
katsavinamy367
geckopin393
NN1967
nn1967379
amagnetforis377
nn1967402
SJcali405
nn1967435
Py_thagoras337
nn1967386
katsavinamy384
nn1967381
JCARDS727357
nn1967340
foxyb30441
nn1967423
geckopin309
JCARDS727
JCARDS727276
amagnetforis388
JCARDS727368
SJcali313
JCARDS727357
Py_thagoras370
JCARDS727303
katsavinamy466
JCARDS727357
nn1967381
JCARDS727337
foxyb30378
JCARDS727295
geckopin359
FOXYB30
foxyb30295
amagnetforis395
foxyb30423
SJcali354
foxyb30379
Py_thagoras296
foxyb30359
katsavinamy427
foxyb30441
nn1967340
foxyb30378
JCARDS727337
foxyb30332
geckopin313
GECKOPIN
geckopin319
amagnetforis352
geckopin311
SJcali425
geckopin361
Py_thagoras358
geckopin393
katsavinamy367
geckopin309
nn1967423
geckopin359
JCARDS727295
geckopin313
foxyb30332

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