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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
1AGIG 7 6012920 - 234757312
2claesberg 7 5023301 - 307522610
3Thomas L 7 4033088 - 3133-458
4klicjk 7 3132994 - 298867
5hasjod 7 3042612 - 2661-496
6special 1 7 3042986 - 3105-1196
7mildist 7 2143031 - 3077-465
8CataSmurf 7 1062162 - 2708-5462
1AGIG+57312
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2920 - 2347
2claesberg+22610
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 3301 - 3075
3Thomas L-458
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 3088 - 3133
4klicjk+67
Spilt: 7
Seier: 3
Uavgjort: 1
Tap: 3
Score: 2994 - 2988
5hasjod-496
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2612 - 2661
6special 1-1196
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2986 - 3105
7mildist-465
Spilt: 7
Seier: 2
Uavgjort: 1
Tap: 4
Score: 3031 - 3077
8CataSmurf-5462
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 2162 - 2708

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotIn Säsong 160 Div 6, Grupp 18 , AGIG has crushed all opposition! I do not believe the big names in the group, such as hasjod, had expected this. Congratulations, AGIG! 8/08 2018 13:13:45
LoBotWhen I entered the automatic results, the bottom of the table changed. The rule says that you can´t take advantage of not finising a game. So I have nominated hasjod to be relegated instead of mildist. 8/08 2018 11:10:26
LoBotAt the moment, CataSmurf[uLF] and hasjod is in the relegation spots. But in the games that are not finished, I will set some automatic results at deadline, and that may cause CataSmurf[uLF] and mildist to go down. The rules state that you cannot get an advantage simply by not finishing your games, so the table judge may edit this group with respect to relegation. If you have intel on unfinished games (current score, reason for delay) that the judge ought to know, I recommend posting the information here before deadline. 7/08 2018 00:56:51
LoBotThe clever claesberg is the first player in this group to reach 5 matches, and gets the price of 5 Wlohty. You earn Wlohty by finishing all your games, playing fast, or ending top six in the table. The Wlohty is a worthless crypto currency which may become useful when we start a Team League. 29/07 2018 00:15:11
LoBotWe have ourselves a clever group! HASJOD is the player here who has won most groups, with a total of 15 victories. CATASMURF[ULF] is the most frequent winner in the selection in the last 20 seasons, with a frequency of 1.48 victories per loss. SPECIAL 1 is a marvellous player who recently was number 7 in division 6 in season 158. MILDIST is a amazing player who has been number 8 in division 3 in season 146. THOMAS L is a fine opponent who was number 2 on this level last season. CLAESBERG is a fabulous player who has been number 4 in division 4 in season 151. KLICJK is the player with the highest average score in a season (only counting the last 20 seasons), with 489 points per match (it happened in season 140 in division 8.) AGIG is the player here who most recently went undefeated through an entire season, it happened in 7. division in season 152.

THOMAS L, CLAESBERG, SPECIAL 1 and AGIG is among these few heartwarm samaritans who sacrifice some of their own money, earned through suffering and pain, to pay for the fun for all of us.

I feel pretty confident that hasjod wins this group.

26/07 2018 02:28:22

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Matches

Kamp Resultat
HASJOD
hasjod – Thomas L430 – 436
hasjod – claesberg367 – 603
hasjod – mildist456 – 392
hasjod – special 1386 – 455
hasjod – AGIG410 – 427
hasjod – klicjk413 – 348
hasjod – CataSmurf150 – 0
THOMAS L
Thomas L – hasjod436 – 430
Thomas L – claesberg482 – 493
Thomas L – mildist388 – 436
Thomas L – special 1492 – 488
Thomas L – AGIG301 – 485
Thomas L – klicjk520 – 372
Thomas L – CataSmurf469 – 429
CLAESBERG
claesberg – hasjod603 – 367
claesberg – Thomas L493 – 482
claesberg – mildist469 – 433
claesberg – special 1404 – 432
claesberg – AGIG447 – 399
claesberg – klicjk375 – 459
claesberg – CataSmurf510 – 503
MILDIST
mildist – hasjod392 – 456
mildist – Thomas L436 – 388
mildist – claesberg433 – 469
mildist – special 1516 – 378
mildist – AGIG400 – 444
mildist – klicjk440 – 440
mildist – CataSmurf414 – 502
SPECIAL 1
special 1 – hasjod455 – 386
special 1 – Thomas L488 – 492
special 1 – claesberg432 – 404
special 1 – mildist378 – 516
special 1 – AGIG382 – 512
special 1 – klicjk340 – 464
special 1 – CataSmurf511 – 331
AGIG
AGIG – hasjod427 – 410
AGIG – Thomas L485 – 301
AGIG – claesberg399 – 447
AGIG – mildist444 – 400
AGIG – special 1512 – 382
AGIG – klicjk503 – 407
AGIG – CataSmurf150 – 0
KLICJK
klicjk – hasjod348 – 413
klicjk – Thomas L372 – 520
klicjk – claesberg459 – 375
klicjk – mildist440 – 440
klicjk – special 1464 – 340
klicjk – AGIG407 – 503
klicjk – CataSmurf504 – 397
CATASMURF
CataSmurf – hasjod0 – 150
CataSmurf – Thomas L429 – 469
CataSmurf – claesberg503 – 510
CataSmurf – mildist502 – 414
CataSmurf – special 1331 – 511
CataSmurf – AGIG0 – 150
CataSmurf – klicjk397 – 504
HASJOD
hasjod430
Thomas L436
hasjod367
claesberg603
hasjod456
mildist392
hasjod386
special 1455
hasjod410
AGIG427
hasjod413
klicjk348
hasjod150
CataSmurf0
THOMAS L
Thomas L436
hasjod430
Thomas L482
claesberg493
Thomas L388
mildist436
Thomas L492
special 1488
Thomas L301
AGIG485
Thomas L520
klicjk372
Thomas L469
CataSmurf429
CLAESBERG
claesberg603
hasjod367
claesberg493
Thomas L482
claesberg469
mildist433
claesberg404
special 1432
claesberg447
AGIG399
claesberg375
klicjk459
claesberg510
CataSmurf503
MILDIST
mildist392
hasjod456
mildist436
Thomas L388
mildist433
claesberg469
mildist516
special 1378
mildist400
AGIG444
mildist440
klicjk440
mildist414
CataSmurf502
SPECIAL 1
special 1455
hasjod386
special 1488
Thomas L492
special 1432
claesberg404
special 1378
mildist516
special 1382
AGIG512
special 1340
klicjk464
special 1511
CataSmurf331
AGIG
AGIG427
hasjod410
AGIG485
Thomas L301
AGIG399
claesberg447
AGIG444
mildist400
AGIG512
special 1382
AGIG503
klicjk407
AGIG150
CataSmurf0
KLICJK
klicjk348
hasjod413
klicjk372
Thomas L520
klicjk459
claesberg375
klicjk440
mildist440
klicjk464
special 1340
klicjk407
AGIG503
klicjk504
CataSmurf397
CATASMURF
CataSmurf0
hasjod150
CataSmurf429
Thomas L469
CataSmurf503
claesberg510
CataSmurf502
mildist414
CataSmurf331
special 1511
CataSmurf0
AGIG150
CataSmurf397
klicjk504