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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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CemKaraca vinner sin 135. tittel: Et eksepsjonelt mesterskap i sesong 344! Les mer
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Table:
League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1Underberg 7 7002845 - 208975614
2Solving 7 5022627 - 219043710
3Tpcc67 7 5022496 - 230918710Sävsjö
4Martin000 7 4032428 - 22391898
5man,myt,legend 7 3132005 - 1976297
6obblis 7 2141974 - 2053-795
7ingerå 7 1061976 - 2445-4692
8Peterljunggren 7 0070 - 1050-10500
1Underberg+75614
Spilt: 7
Seier: 7
Uavgjort: 0
Tap: 0
Score: 2845 - 2089
2Solving+43710
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2627 - 2190
3Tpcc67+18710
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2496 - 2309
Fra: Sävsjö
4Martin000+1898
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 2428 - 2239
5man,myt,legend+297
Spilt: 7
Seier: 3
Uavgjort: 1
Tap: 3
Score: 2005 - 1976
6obblis-795
Spilt: 7
Seier: 2
Uavgjort: 1
Tap: 4
Score: 1974 - 2053
7ingerå-4692
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 1976 - 2445
8Peterljunggren-10500
Spilt: 7
Seier: 0
Uavgjort: 0
Tap: 7
Score: 0 - 1050

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotCongratulations to Clorre who has won Säsong 144 Div 9, Grupp 163! This comes as no surprise to me, Clorre is a magnificent player. It is the 2. time that Clorre wins a group at this level. 27/12 2017 17:57:20
ClorreSolving - din match mot peterljunggren ska inte registreras. Resultatet sätts av LoBot automatiskt. 27/12 2017 04:22:33
LoBotThe virtuoso Solving has finished all the matches of the season and is awarded 12 Wlohty. That means Solving now owns a total of 12 Wlohty. 26/12 2017 04:39:21
LoBotDen 1 januari startar den 29:e upplagan av Wloh-cupen. 256 platser, först till kvarn. Fri lottning. För anmälan och mer info om upplägg och regler gå till: http://challonge.com/wlohsvenskcup29 20/12 2017 23:00:28
LoBotThe fine Tpcc58 is the first player in this group to reach 5 matches, and gets the price of 5 Wlohty. 16/12 2017 03:01:14
LoBotThe magic Tpcc58 is the first player in this group to reach 3 matches, and gets the price of 3 Wlohty. That means Tpcc58 now possesses 64 Wl. 15/12 2017 02:49:27
LoBotWow. Seriously. I don´t think I have ever seen such a first-rate party! MAN,MYT,LEGEND is the most mature player in this lot, with 50 seasons in this tournament. OBBLIS is the secondmost experienced player in the group, and has played continously since the debut in season 101. MARTIN000 is the player here who has won most groups, with a total of 7 victories. INGERÅ is a supernatural player who has been number 8 in division 8 in season 130. TPCC58 is the player with the highest average score in a season (only counting the last 30 seasons), with 436 points per match (it happened in season 133 in division 9.) CLORRE is the one who most recently won a group on a decent level, the player won division 9 back in season 142. PETERLJUNGGREN is the tactically strongest player of the last 30 seasons, the opponents have merely scored the humble average of 223 points per game. SOLVING is the most frequent winner in the party in the last 30 seasons, with a frequency of 6.0 victories per loss.

I feel pretty confident that Clorre ends up as the winner here.

13/12 2017 17:27:12

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Matches

Kamp Resultat
UNDERBERG
Underberg – man,myt,legend446 – 345
Underberg – Tpcc67443 – 415
Underberg – Peterljunggren150 – 0
Underberg – Martin000430 – 352
Underberg – Solving436 – 334
Underberg – ingerå446 – 301
Underberg – obblis494 – 342
MAN,MYT,LEGEND
man,myt,legend – Underberg345 – 446
man,myt,legend – Tpcc67360 – 390
man,myt,legend – Peterljunggren150 – 0
man,myt,legend – Martin000467 – 354
man,myt,legend – Solving347 – 465
man,myt,legend – ingerå336 – 321
man,myt,legend – obblis0 – 0
TPCC67
Tpcc67 – Underberg415 – 443
Tpcc67 – man,myt,legend390 – 360
Tpcc67 – Peterljunggren150 – 0
Tpcc67 – Martin000349 – 346
Tpcc67 – Solving303 – 451
Tpcc67 – ingerå489 – 323
Tpcc67 – obblis400 – 386
PETERLJUNGGREN
Peterljunggren – Underberg0 – 150
Peterljunggren – man,myt,legend0 – 150
Peterljunggren – Tpcc670 – 150
Peterljunggren – Martin0000 – 150
Peterljunggren – Solving0 – 150
Peterljunggren – ingerå0 – 150
Peterljunggren – obblis0 – 150
MARTIN000
Martin000 – Underberg352 – 430
Martin000 – man,myt,legend354 – 467
Martin000 – Tpcc67346 – 349
Martin000 – Peterljunggren150 – 0
Martin000 – Solving435 – 342
Martin000 – ingerå366 – 321
Martin000 – obblis425 – 330
SOLVING
Solving – Underberg334 – 436
Solving – man,myt,legend465 – 347
Solving – Tpcc67451 – 303
Solving – Peterljunggren150 – 0
Solving – Martin000342 – 435
Solving – ingerå409 – 302
Solving – obblis476 – 367
INGERÅ
ingerå – Underberg301 – 446
ingerå – man,myt,legend321 – 336
ingerå – Tpcc67323 – 489
ingerå – Peterljunggren150 – 0
ingerå – Martin000321 – 366
ingerå – Solving302 – 409
ingerå – obblis258 – 399
OBBLIS
obblis – Underberg342 – 494
obblis – man,myt,legend0 – 0
obblis – Tpcc67386 – 400
obblis – Peterljunggren150 – 0
obblis – Martin000330 – 425
obblis – Solving367 – 476
obblis – ingerå399 – 258
UNDERBERG
Underberg446
man,myt,legend345
Underberg443
Tpcc67415
Underberg150
Peterljunggren0
Underberg430
Martin000352
Underberg436
Solving334
Underberg446
ingerå301
Underberg494
obblis342
MAN,MYT,LEGEND
man,myt,legend345
Underberg446
man,myt,legend360
Tpcc67390
man,myt,legend150
Peterljunggren0
man,myt,legend467
Martin000354
man,myt,legend347
Solving465
man,myt,legend336
ingerå321
man,myt,legend0
obblis0
TPCC67
Tpcc67415
Underberg443
Tpcc67390
man,myt,legend360
Tpcc67150
Peterljunggren0
Tpcc67349
Martin000346
Tpcc67303
Solving451
Tpcc67489
ingerå323
Tpcc67400
obblis386
PETERLJUNGGREN
Peterljunggren0
Underberg150
Peterljunggren0
man,myt,legend150
Peterljunggren0
Tpcc67150
Peterljunggren0
Martin000150
Peterljunggren0
Solving150
Peterljunggren0
ingerå150
Peterljunggren0
obblis150
MARTIN000
Martin000352
Underberg430
Martin000354
man,myt,legend467
Martin000346
Tpcc67349
Martin000150
Peterljunggren0
Martin000435
Solving342
Martin000366
ingerå321
Martin000425
obblis330
SOLVING
Solving334
Underberg436
Solving465
man,myt,legend347
Solving451
Tpcc67303
Solving150
Peterljunggren0
Solving342
Martin000435
Solving409
ingerå302
Solving476
obblis367
INGERÅ
ingerå301
Underberg446
ingerå321
man,myt,legend336
ingerå323
Tpcc67489
ingerå150
Peterljunggren0
ingerå321
Martin000366
ingerå302
Solving409
ingerå258
obblis399
OBBLIS
obblis342
Underberg494
obblis0
man,myt,legend0
obblis386
Tpcc67400
obblis150
Peterljunggren0
obblis330
Martin000425
obblis367
Solving476
obblis399
ingerå258