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
1Dandelion! 7 6012984 - 260637812
2Schinkenbrot 7 6012801 - 264715412
3saramarythecat 7 4032585 - 22593268
4Lord_2018 7 3042766 - 26311356Berlin
5pdq_bach 7 3042750 - 2763-136Urdenbach
6Andreas_1982 7 3042580 - 2673-936Baden-Württemberg
7kassel73 7 2052357 - 2642-2854
8irecb 7 1062364 - 2966-6022
1Dandelion!+37812
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2984 - 2606
2Schinkenbrot+15412
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2801 - 2647
3saramarythecat+3268
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2585 - 2259
4Lord_2018+1356
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2766 - 2631
Fra: Berlin
5pdq_bach-136
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2750 - 2763
Fra: Urdenbach
6Andreas_1982-936
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2580 - 2673
Fra: Baden-Württemberg
7kassel73-2854
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 2357 - 2642
8irecb-6022
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 2364 - 2966

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Comments

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Navn Melding Tid
LoBotThese outstanding players have been awarded Wlohty for their performance this season: Dandelion! 24, Schinkenbrot 18, saramarythecat 16, Lord_2018 15, pdq_bach 14, Andreas_1982 14. The Wlohty is the currency previously known as Glory, that you have silenty collected for a couple of years. For the time being, it is as useful for you as bicycles are for fish, but that may change when we start the Team League. 15/03 2024 23:00:01
LoBotIt is great to see Dandelion! rise towards old heights. The magnificent victory in Saison 291, Div 4, Gruppe 7 is not the first time Dandelion! has topped the podium, as we all remember Dandelion! also has won the 2.division 2 times. It is the 16. time that Dandelion! wins a group at this level. 13/03 2024 13:48:37
LoBotThe splendid irecb has finished all the matches of the season and is awarded 12 Wlohty. That means irecb now owns a total of 3525 Wlohty. You collect 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. 8/03 2024 20:29:06
LoBotMan, that is an excellent selection! IRECB is number 2 on the all time table of the fifth division on this website. DANDELION! is the player here who has won most groups, with a total of 39 victories. PDQ_BACH is number 4 on the all time table of our fourth division in the league of honour. SARAMARYTHECAT is the player here who most recently went undefeated through an entire season, it happened in 5. division in season 290. LORD_2018 is the one who most recently won a group on a decent level, the player won division 4 back in season 288. KASSEL73 is a first-rate opponent who was number 6 on this level last season. ANDREAS_1982 is the player with the highest average score in a season (only counting the last 10 seasons), with 447 points per match (it happened in season 290 in division 5.) SCHINKENBROT is a outstanding player who has been number 2 in division 4 in season 282.

PDQ_BACH, SCHINKENBROT and DANDELION! 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.

Der Gewinner steigt auf, die zwei Letzten steigen ab. We have so many magic players here that it is difficult to pick a winner, but my guess is that Lord_2018 wins the season.

5/03 2024 04:13:53

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
LORD_2018
Lord_2018 – pdq_bach430 – 343
Lord_2018 – Schinkenbrot460 – 471
Lord_2018 – Dandelion!426 – 435
Lord_2018 – Andreas_1982318 – 365
Lord_2018 – irecb387 – 300
Lord_2018 – kassel73469 – 375
Lord_2018 – saramarythecat276 – 342
PDQ_BACH
pdq_bach – Lord_2018343 – 430
pdq_bach – Schinkenbrot383 – 438
pdq_bach – Dandelion!375 – 443
pdq_bach – Andreas_1982416 – 328
pdq_bach – irecb442 – 340
pdq_bach – kassel73386 – 427
pdq_bach – saramarythecat405 – 357
SCHINKENBROT
Schinkenbrot – Lord_2018471 – 460
Schinkenbrot – pdq_bach438 – 383
Schinkenbrot – Dandelion!355 – 429
Schinkenbrot – Andreas_1982409 – 368
Schinkenbrot – irecb434 – 387
Schinkenbrot – kassel73335 – 295
Schinkenbrot – saramarythecat359 – 325
DANDELION!
Dandelion! – Lord_2018435 – 426
Dandelion! – pdq_bach443 – 375
Dandelion! – Schinkenbrot429 – 355
Dandelion! – Andreas_1982451 – 409
Dandelion! – irecb455 – 343
Dandelion! – kassel73441 – 331
Dandelion! – saramarythecat330 – 367
ANDREAS_1982
Andreas_1982 – Lord_2018365 – 318
Andreas_1982 – pdq_bach328 – 416
Andreas_1982 – Schinkenbrot368 – 409
Andreas_1982 – Dandelion!409 – 451
Andreas_1982 – irecb455 – 418
Andreas_1982 – kassel73372 – 297
Andreas_1982 – saramarythecat283 – 364
IRECB
irecb – Lord_2018300 – 387
irecb – pdq_bach340 – 442
irecb – Schinkenbrot387 – 434
irecb – Dandelion!343 – 455
irecb – Andreas_1982418 – 455
irecb – kassel73340 – 262
irecb – saramarythecat236 – 531
KASSEL73
kassel73 – Lord_2018375 – 469
kassel73 – pdq_bach427 – 386
kassel73 – Schinkenbrot295 – 335
kassel73 – Dandelion!331 – 441
kassel73 – Andreas_1982297 – 372
kassel73 – irecb262 – 340
kassel73 – saramarythecat370 – 299
SARAMARYTHECAT
saramarythecat – Lord_2018342 – 276
saramarythecat – pdq_bach357 – 405
saramarythecat – Schinkenbrot325 – 359
saramarythecat – Dandelion!367 – 330
saramarythecat – Andreas_1982364 – 283
saramarythecat – irecb531 – 236
saramarythecat – kassel73299 – 370
LORD_2018
Lord_2018430
pdq_bach343
Lord_2018460
Schinkenbrot471
Lord_2018426
Dandelion!435
Lord_2018318
Andreas_1982365
Lord_2018387
irecb300
Lord_2018469
kassel73375
Lord_2018276
saramarythecat342
PDQ_BACH
pdq_bach343
Lord_2018430
pdq_bach383
Schinkenbrot438
pdq_bach375
Dandelion!443
pdq_bach416
Andreas_1982328
pdq_bach442
irecb340
pdq_bach386
kassel73427
pdq_bach405
saramarythecat357
SCHINKENBROT
Schinkenbrot471
Lord_2018460
Schinkenbrot438
pdq_bach383
Schinkenbrot355
Dandelion!429
Schinkenbrot409
Andreas_1982368
Schinkenbrot434
irecb387
Schinkenbrot335
kassel73295
Schinkenbrot359
saramarythecat325
DANDELION!
Dandelion!435
Lord_2018426
Dandelion!443
pdq_bach375
Dandelion!429
Schinkenbrot355
Dandelion!451
Andreas_1982409
Dandelion!455
irecb343
Dandelion!441
kassel73331
Dandelion!330
saramarythecat367
ANDREAS_1982
Andreas_1982365
Lord_2018318
Andreas_1982328
pdq_bach416
Andreas_1982368
Schinkenbrot409
Andreas_1982409
Dandelion!451
Andreas_1982455
irecb418
Andreas_1982372
kassel73297
Andreas_1982283
saramarythecat364
IRECB
irecb300
Lord_2018387
irecb340
pdq_bach442
irecb387
Schinkenbrot434
irecb343
Dandelion!455
irecb418
Andreas_1982455
irecb340
kassel73262
irecb236
saramarythecat531
KASSEL73
kassel73375
Lord_2018469
kassel73427
pdq_bach386
kassel73295
Schinkenbrot335
kassel73331
Dandelion!441
kassel73297
Andreas_1982372
kassel73262
irecb340
kassel73370
saramarythecat299
SARAMARYTHECAT
saramarythecat342
Lord_2018276
saramarythecat357
pdq_bach405
saramarythecat325
Schinkenbrot359
saramarythecat367
Dandelion!330
saramarythecat364
Andreas_1982283
saramarythecat531
irecb236
saramarythecat299
kassel73370

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