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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
1kwesite 10 10003489 - 2466102320Ghana
2jossie55 10 8023767 - 292284516USA
3mattspur1882 10 8023372 - 279058216
4CP-3O 10 7032834 - 217565914
5smurphy 1 10 6043041 - 250753412
6dellyb 10 4151719 - 1909-1909Uk
7arfi02 10 4062932 - 2878548Germany
8Malan1410 10 4062263 - 2489-2268
9tyl3r.tt 10 2171259 - 1952-6935England
10DOdom4 10 109254 - 1342-10882
11Cyprus N. S 10 00100 - 1500-15000
1kwesite+102320
Spilt: 10
Seier: 10
Uavgjort: 0
Tap: 0
Score: 3489 - 2466
Fra: Ghana
2jossie55+84516
Spilt: 10
Seier: 8
Uavgjort: 0
Tap: 2
Score: 3767 - 2922
Fra: USA
3mattspur1882+58216
Spilt: 10
Seier: 8
Uavgjort: 0
Tap: 2
Score: 3372 - 2790
4CP-3O+65914
Spilt: 10
Seier: 7
Uavgjort: 0
Tap: 3
Score: 2834 - 2175
5smurphy 1+53412
Spilt: 10
Seier: 6
Uavgjort: 0
Tap: 4
Score: 3041 - 2507
6dellyb-1909
Spilt: 10
Seier: 4
Uavgjort: 1
Tap: 5
Score: 1719 - 1909
Fra: Uk
7arfi02+548
Spilt: 10
Seier: 4
Uavgjort: 0
Tap: 6
Score: 2932 - 2878
Fra: Germany
8Malan1410-2268
Spilt: 10
Seier: 4
Uavgjort: 0
Tap: 6
Score: 2263 - 2489
9tyl3r.tt-6935
Spilt: 10
Seier: 2
Uavgjort: 1
Tap: 7
Score: 1259 - 1952
Fra: England
10DOdom4-10882
Spilt: 10
Seier: 1
Uavgjort: 0
Tap: 9
Score: 254 - 1342
11Cyprus N. S-15000
Spilt: 10
Seier: 0
Uavgjort: 0
Tap: 10
Score: 0 - 1500

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Comments

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Navn Melding Tid
LoBotRoumors have it kwesite has won Season 167, Div 8, Group 40! Congratulations to kwesite, now let us see how you will manage on a level where it is possible to be relegated. 27/10 2018 10:08:06
LoBotThe season is close to its end, and jossie55 is ahead. But if the last games are not finished, I will set some automatic results at deadline, and as it looks right now, kwesite 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 jossie55 anyway. If you are kwesite and care about the promotion, I recommend either finish all games, or, if impossible, report current score in this comment field before deadline. 26/10 2018 00:28:12
LoBotA magic selection! MATTSPUR1882 is the most frequent winner in the pack, with a frequency of 1.68 victories per loss. CP-3O is a erudite player who has been number 3 in division 7 in season 122. DELLYB is a supernatural opponent who was number 6 on this level last season. MALAN1410 is a divine opponent who was number 10 on this level last season. SMURPHY 1 is a intelligent player who has been number 2 in division 7 in season 146. ARFI02 is a supernatural player who has been number 3 in division 7 in season 147. TYL3R.TT is a good player who has been number 2 in division 7 in season 78. DODOM4 is the tactically strongest player, the opponents have merely scored the humble average of 128 points per game. CYPRUS N. S is a splendid player who recently was number 10 in division 7 in season 166. KWESITE is the one who most recently won a group on a decent level, the player won division 8 back in season 166. JOSSIE55 is a brainy multitalent and does also demolish opponents in division 5 in Wordfeud US English while playing here.

CP-3O has clicked the donation button and supports the fun for all of you.

The winner gets promoted. Additionally, if you finish second, you have a 33% chance of promotion. It is determined by points and spread compared to players in the other groups in the same division. I feel pretty confident that jossie55 wins this group.

13/10 2018 10:45:26

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
JOSSIE55
jossie55 – kwesite420 – 440
jossie55 – smurphy 1393 – 375
jossie55 – mattspur1882455 – 358
jossie55 – dellyb432 – 340
jossie55 – arfi02475 – 353
jossie55 – Cyprus N. S150 – 0
jossie55 – CP-3O385 – 395
jossie55 – tyl3r.tt475 – 353
jossie55 – Malan1410432 – 308
jossie55 – DOdom4150 – 0
KWESITE
kwesite – jossie55440 – 420
kwesite – smurphy 1486 – 301
kwesite – mattspur1882445 – 359
kwesite – dellyb150 – 0
kwesite – arfi02420 – 373
kwesite – Cyprus N. S150 – 0
kwesite – CP-3O380 – 351
kwesite – tyl3r.tt425 – 275
kwesite – Malan1410451 – 283
kwesite – DOdom4142 – 104
SMURPHY 1
smurphy 1 – jossie55375 – 393
smurphy 1 – kwesite301 – 486
smurphy 1 – mattspur1882330 – 371
smurphy 1 – dellyb348 – 391
smurphy 1 – arfi02431 – 269
smurphy 1 – Cyprus N. S150 – 0
smurphy 1 – CP-3O419 – 339
smurphy 1 – tyl3r.tt150 – 0
smurphy 1 – Malan1410387 – 258
smurphy 1 – DOdom4150 – 0
MATTSPUR1882
mattspur1882 – jossie55358 – 455
mattspur1882 – kwesite359 – 445
mattspur1882 – smurphy 1371 – 330
mattspur1882 – dellyb398 – 346
mattspur1882 – arfi02400 – 361
mattspur1882 – Cyprus N. S150 – 0
mattspur1882 – CP-3O354 – 346
mattspur1882 – tyl3r.tt408 – 210
mattspur1882 – Malan1410424 – 297
mattspur1882 – DOdom4150 – 0
DELLYB
dellyb – jossie55340 – 432
dellyb – kwesite0 – 150
dellyb – smurphy 1391 – 348
dellyb – mattspur1882346 – 398
dellyb – arfi02342 – 281
dellyb – Cyprus N. S150 – 0
dellyb – CP-3O0 – 150
dellyb – tyl3r.tt0 – 0
dellyb – Malan14100 – 150
dellyb – DOdom4150 – 0
ARFI02
arfi02 – jossie55353 – 475
arfi02 – kwesite373 – 420
arfi02 – smurphy 1269 – 431
arfi02 – mattspur1882361 – 400
arfi02 – dellyb281 – 342
arfi02 – Cyprus N. S150 – 0
arfi02 – CP-3O397 – 412
arfi02 – tyl3r.tt194 – 121
arfi02 – Malan1410404 – 277
arfi02 – DOdom4150 – 0
CYPRUS N. S
Cyprus N. S – jossie550 – 150
Cyprus N. S – kwesite0 – 150
Cyprus N. S – smurphy 10 – 150
Cyprus N. S – mattspur18820 – 150
Cyprus N. S – dellyb0 – 150
Cyprus N. S – arfi020 – 150
Cyprus N. S – CP-3O0 – 150
Cyprus N. S – tyl3r.tt0 – 150
Cyprus N. S – Malan14100 – 150
Cyprus N. S – DOdom40 – 150
CP-3O
CP-3O – jossie55395 – 385
CP-3O – kwesite351 – 380
CP-3O – smurphy 1339 – 419
CP-3O – mattspur1882346 – 354
CP-3O – dellyb150 – 0
CP-3O – arfi02412 – 397
CP-3O – Cyprus N. S150 – 0
CP-3O – tyl3r.tt150 – 0
CP-3O – Malan1410391 – 240
CP-3O – DOdom4150 – 0
TYL3R.TT
tyl3r.tt – jossie55353 – 475
tyl3r.tt – kwesite275 – 425
tyl3r.tt – smurphy 10 – 150
tyl3r.tt – mattspur1882210 – 408
tyl3r.tt – dellyb0 – 0
tyl3r.tt – arfi02121 – 194
tyl3r.tt – Cyprus N. S150 – 0
tyl3r.tt – CP-3O0 – 150
tyl3r.tt – Malan14100 – 150
tyl3r.tt – DOdom4150 – 0
MALAN1410
Malan1410 – jossie55308 – 432
Malan1410 – kwesite283 – 451
Malan1410 – smurphy 1258 – 387
Malan1410 – mattspur1882297 – 424
Malan1410 – dellyb150 – 0
Malan1410 – arfi02277 – 404
Malan1410 – Cyprus N. S150 – 0
Malan1410 – CP-3O240 – 391
Malan1410 – tyl3r.tt150 – 0
Malan1410 – DOdom4150 – 0
DODOM4
DOdom4 – jossie550 – 150
DOdom4 – kwesite104 – 142
DOdom4 – smurphy 10 – 150
DOdom4 – mattspur18820 – 150
DOdom4 – dellyb0 – 150
DOdom4 – arfi020 – 150
DOdom4 – Cyprus N. S150 – 0
DOdom4 – CP-3O0 – 150
DOdom4 – tyl3r.tt0 – 150
DOdom4 – Malan14100 – 150
JOSSIE55
jossie55420
kwesite440
jossie55393
smurphy 1375
jossie55455
mattspur1882358
jossie55432
dellyb340
jossie55475
arfi02353
jossie55150
Cyprus N. S0
jossie55385
CP-3O395
jossie55475
tyl3r.tt353
jossie55432
Malan1410308
jossie55150
DOdom40
KWESITE
kwesite440
jossie55420
kwesite486
smurphy 1301
kwesite445
mattspur1882359
kwesite150
dellyb0
kwesite420
arfi02373
kwesite150
Cyprus N. S0
kwesite380
CP-3O351
kwesite425
tyl3r.tt275
kwesite451
Malan1410283
kwesite142
DOdom4104
SMURPHY 1
smurphy 1375
jossie55393
smurphy 1301
kwesite486
smurphy 1330
mattspur1882371
smurphy 1348
dellyb391
smurphy 1431
arfi02269
smurphy 1150
Cyprus N. S0
smurphy 1419
CP-3O339
smurphy 1150
tyl3r.tt0
smurphy 1387
Malan1410258
smurphy 1150
DOdom40
MATTSPUR1882
mattspur1882358
jossie55455
mattspur1882359
kwesite445
mattspur1882371
smurphy 1330
mattspur1882398
dellyb346
mattspur1882400
arfi02361
mattspur1882150
Cyprus N. S0
mattspur1882354
CP-3O346
mattspur1882408
tyl3r.tt210
mattspur1882424
Malan1410297
mattspur1882150
DOdom40
DELLYB
dellyb340
jossie55432
dellyb0
kwesite150
dellyb391
smurphy 1348
dellyb346
mattspur1882398
dellyb342
arfi02281
dellyb150
Cyprus N. S0
dellyb0
CP-3O150
dellyb0
tyl3r.tt0
dellyb0
Malan1410150
dellyb150
DOdom40
ARFI02
arfi02353
jossie55475
arfi02373
kwesite420
arfi02269
smurphy 1431
arfi02361
mattspur1882400
arfi02281
dellyb342
arfi02150
Cyprus N. S0
arfi02397
CP-3O412
arfi02194
tyl3r.tt121
arfi02404
Malan1410277
arfi02150
DOdom40
CYPRUS N. S
Cyprus N. S0
jossie55150
Cyprus N. S0
kwesite150
Cyprus N. S0
smurphy 1150
Cyprus N. S0
mattspur1882150
Cyprus N. S0
dellyb150
Cyprus N. S0
arfi02150
Cyprus N. S0
CP-3O150
Cyprus N. S0
tyl3r.tt150
Cyprus N. S0
Malan1410150
Cyprus N. S0
DOdom4150
CP-3O
CP-3O395
jossie55385
CP-3O351
kwesite380
CP-3O339
smurphy 1419
CP-3O346
mattspur1882354
CP-3O150
dellyb0
CP-3O412
arfi02397
CP-3O150
Cyprus N. S0
CP-3O150
tyl3r.tt0
CP-3O391
Malan1410240
CP-3O150
DOdom40
TYL3R.TT
tyl3r.tt353
jossie55475
tyl3r.tt275
kwesite425
tyl3r.tt0
smurphy 1150
tyl3r.tt210
mattspur1882408
tyl3r.tt0
dellyb0
tyl3r.tt121
arfi02194
tyl3r.tt150
Cyprus N. S0
tyl3r.tt0
CP-3O150
tyl3r.tt0
Malan1410150
tyl3r.tt150
DOdom40
MALAN1410
Malan1410308
jossie55432
Malan1410283
kwesite451
Malan1410258
smurphy 1387
Malan1410297
mattspur1882424
Malan1410150
dellyb0
Malan1410277
arfi02404
Malan1410150
Cyprus N. S0
Malan1410240
CP-3O391
Malan1410150
tyl3r.tt0
Malan1410150
DOdom40
DODOM4
DOdom40
jossie55150
DOdom4104
kwesite142
DOdom40
smurphy 1150
DOdom40
mattspur1882150
DOdom40
dellyb150
DOdom40
arfi02150
DOdom4150
Cyprus N. S0
DOdom40
CP-3O150
DOdom40
tyl3r.tt150
DOdom40
Malan1410150