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Table:
League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1AnneMTT 10 10003701 - 294475720
2Stokvis12 10 8024423 - 361980416
3Mathijsstrobel 10 7034127 - 390322414
4G0NZ0 10 6133294 - 319110313
5Dnav89 10 5053727 - 36893810
6RJAKo461105 10 4152869 - 27171529
7buffalo15 10 3252894 - 2815798
8kingarthur101 10 3162671 - 3043-3727
91932gerda 10 2173326 - 3536-2105
10suver52 10 2083151 - 3731-5804
11Ququelequ 10 2081360 - 2355-9954
1AnneMTT+75720
Spilt: 10
Seier: 10
Uavgjort: 0
Tap: 0
Score: 3701 - 2944
2Stokvis12+80416
Spilt: 10
Seier: 8
Uavgjort: 0
Tap: 2
Score: 4423 - 3619
3Mathijsstrobel+22414
Spilt: 10
Seier: 7
Uavgjort: 0
Tap: 3
Score: 4127 - 3903
4G0NZ0+10313
Spilt: 10
Seier: 6
Uavgjort: 1
Tap: 3
Score: 3294 - 3191
5Dnav89+3810
Spilt: 10
Seier: 5
Uavgjort: 0
Tap: 5
Score: 3727 - 3689
6RJAKo461105+1529
Spilt: 10
Seier: 4
Uavgjort: 1
Tap: 5
Score: 2869 - 2717
7buffalo15+798
Spilt: 10
Seier: 3
Uavgjort: 2
Tap: 5
Score: 2894 - 2815
8kingarthur101-3727
Spilt: 10
Seier: 3
Uavgjort: 1
Tap: 6
Score: 2671 - 3043
91932gerda-2105
Spilt: 10
Seier: 2
Uavgjort: 1
Tap: 7
Score: 3326 - 3536
10suver52-5804
Spilt: 10
Seier: 2
Uavgjort: 0
Tap: 8
Score: 3151 - 3731
11Ququelequ-9954
Spilt: 10
Seier: 2
Uavgjort: 0
Tap: 8
Score: 1360 - 2355

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Comments

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Navn Melding Tid
LoBotWe have the final results from Seizoen 352, Div 10, Groep 127. The group had a couple of bigger favourites, for instance Mathijsstrobel, but in the end, AnneMTT was strongest. Congratulations! It is the 7. time that AnneMTT wins a group at this level. 3/12 2025 19:44:29
Stokvis12Wat nu dan? Ga je automatisch divisie hoger bij plek 1 en meer?

3/12 2025 19:24:23
jpmkraZin om mee te doen aan het jaarlijkse (eerder uitgestelde) OFFline NK Wordfeud-Wedstrijdscrabble op zaterdag 13 december 2025 in Apeldoorn?

We hebben al tientallen deelnemers waaronder veel Wordfeud-spelers!

Doe mee en schrijf je in op www.scrabblebond.nl

Met vriendelijke groet,

Jeroen Kramer

Secretaris Scrabblebond Nederland

27/11 2025 22:59:08
LoBotMan, that is an amazeballs group! DNAV89 is the player here who has won most groups, with a total of 27 victories. 1932GERDA is a fabulous opponent who was number 6 on this level last season. KINGARTHUR101 is in divine form and was just promoted from division 11. BUFFALO15 is a tremendous player who has been number 5 in division 9 in season 342. ANNEMTT is number 1 on the list of highest score in a single game on this website. SUVER52 is a splendid player who has been number 3 in division 9 in season 110. QUQUELEQU is a intelligent player who has been number 6 in division 9 in season 248. G0NZ0 is a supernatural player who has been number 7 in division 9 in season 333. RJAKO461105 is the one who most recently won a group on a decent level, the player won division 10 back in season 350. MATHIJSSTROBEL is the most frequent winner in the bunch counting the last 25 seasons, with a frequency of 5.67 victories per loss. STOKVIS12 is the tactically strongest player of the last 25 seasons, the opponents have merely scored the humble average of 97 points per game.

G0NZ0 has clicked the donation button and supports the fun for all of you.

I feel pretty confident that Mathijsstrobel wins this group.

20/11 2025 04:11:50

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
MATHIJSSTROBEL
Mathijsstrobel – RJAKo461105419 – 380
Mathijsstrobel – AnneMTT421 – 438
Mathijsstrobel – Dnav89365 – 438
Mathijsstrobel – buffalo15398 – 362
Mathijsstrobel – G0NZ0444 – 340
Mathijsstrobel – Ququelequ402 – 507
Mathijsstrobel – 1932gerda425 – 350
Mathijsstrobel – suver52462 – 399
Mathijsstrobel – kingarthur101394 – 317
Mathijsstrobel – Stokvis12397 – 372
RJAKO461105
RJAKo461105 – Mathijsstrobel380 – 419
RJAKo461105 – AnneMTT0 – 160
RJAKo461105 – Dnav89506 – 314
RJAKo461105 – buffalo150 – 0
RJAKo461105 – G0NZ0315 – 353
RJAKo461105 – Ququelequ160 – 0
RJAKo461105 – 1932gerda357 – 341
RJAKo461105 – suver52410 – 275
RJAKo461105 – kingarthur101343 – 407
RJAKo461105 – Stokvis12398 – 448
ANNEMTT
AnneMTT – Mathijsstrobel438 – 421
AnneMTT – RJAKo461105160 – 0
AnneMTT – Dnav89454 – 337
AnneMTT – buffalo15402 – 395
AnneMTT – G0NZ0433 – 401
AnneMTT – Ququelequ150 – 0
AnneMTT – 1932gerda385 – 358
AnneMTT – suver52394 – 341
AnneMTT – kingarthur101434 – 397
AnneMTT – Stokvis12451 – 294
DNAV89
Dnav89 – Mathijsstrobel438 – 365
Dnav89 – RJAKo461105314 – 506
Dnav89 – AnneMTT337 – 454
Dnav89 – buffalo15339 – 408
Dnav89 – G0NZ0410 – 463
Dnav89 – Ququelequ150 – 0
Dnav89 – 1932gerda487 – 319
Dnav89 – suver52466 – 294
Dnav89 – kingarthur101404 – 346
Dnav89 – Stokvis12382 – 534
BUFFALO15
buffalo15 – Mathijsstrobel362 – 398
buffalo15 – RJAKo4611050 – 0
buffalo15 – AnneMTT395 – 402
buffalo15 – Dnav89408 – 339
buffalo15 – G0NZ0393 – 430
buffalo15 – Ququelequ160 – 0
buffalo15 – 1932gerda278 – 411
buffalo15 – suver52416 – 346
buffalo15 – kingarthur1010 – 0
buffalo15 – Stokvis12482 – 489
G0NZ0
G0NZ0 – Mathijsstrobel340 – 444
G0NZ0 – RJAKo461105353 – 315
G0NZ0 – AnneMTT401 – 433
G0NZ0 – Dnav89463 – 410
G0NZ0 – buffalo15430 – 393
G0NZ0 – Ququelequ150 – 0
G0NZ0 – 1932gerda0 – 0
G0NZ0 – suver52397 – 360
G0NZ0 – kingarthur101434 – 333
G0NZ0 – Stokvis12326 – 503
QUQUELEQU
Ququelequ – Mathijsstrobel507 – 402
Ququelequ – RJAKo4611050 – 160
Ququelequ – AnneMTT0 – 150
Ququelequ – Dnav890 – 150
Ququelequ – buffalo150 – 160
Ququelequ – G0NZ00 – 150
Ququelequ – 1932gerda405 – 355
Ququelequ – suver52238 – 355
Ququelequ – kingarthur1010 – 160
Ququelequ – Stokvis12210 – 313
1932GERDA
1932gerda – Mathijsstrobel350 – 425
1932gerda – RJAKo461105341 – 357
1932gerda – AnneMTT358 – 385
1932gerda – Dnav89319 – 487
1932gerda – buffalo15411 – 278
1932gerda – G0NZ00 – 0
1932gerda – Ququelequ355 – 405
1932gerda – suver52435 – 319
1932gerda – kingarthur101390 – 407
1932gerda – Stokvis12367 – 473
SUVER52
suver52 – Mathijsstrobel399 – 462
suver52 – RJAKo461105275 – 410
suver52 – AnneMTT341 – 394
suver52 – Dnav89294 – 466
suver52 – buffalo15346 – 416
suver52 – G0NZ0360 – 397
suver52 – Ququelequ355 – 238
suver52 – 1932gerda319 – 435
suver52 – kingarthur101160 – 0
suver52 – Stokvis12302 – 513
KINGARTHUR101
kingarthur101 – Mathijsstrobel317 – 394
kingarthur101 – RJAKo461105407 – 343
kingarthur101 – AnneMTT397 – 434
kingarthur101 – Dnav89346 – 404
kingarthur101 – buffalo150 – 0
kingarthur101 – G0NZ0333 – 434
kingarthur101 – Ququelequ160 – 0
kingarthur101 – 1932gerda407 – 390
kingarthur101 – suver520 – 160
kingarthur101 – Stokvis12304 – 484
STOKVIS12
Stokvis12 – Mathijsstrobel372 – 397
Stokvis12 – RJAKo461105448 – 398
Stokvis12 – AnneMTT294 – 451
Stokvis12 – Dnav89534 – 382
Stokvis12 – buffalo15489 – 482
Stokvis12 – G0NZ0503 – 326
Stokvis12 – Ququelequ313 – 210
Stokvis12 – 1932gerda473 – 367
Stokvis12 – suver52513 – 302
Stokvis12 – kingarthur101484 – 304
MATHIJSSTROBEL
Mathijsstrobel419
RJAKo461105380
Mathijsstrobel421
AnneMTT438
Mathijsstrobel365
Dnav89438
Mathijsstrobel398
buffalo15362
Mathijsstrobel444
G0NZ0340
Mathijsstrobel402
Ququelequ507
Mathijsstrobel425
1932gerda350
Mathijsstrobel462
suver52399
Mathijsstrobel394
kingarthur101317
Mathijsstrobel397
Stokvis12372
RJAKO461105
RJAKo461105380
Mathijsstrobel419
RJAKo4611050
AnneMTT160
RJAKo461105506
Dnav89314
RJAKo4611050
buffalo150
RJAKo461105315
G0NZ0353
RJAKo461105160
Ququelequ0
RJAKo461105357
1932gerda341
RJAKo461105410
suver52275
RJAKo461105343
kingarthur101407
RJAKo461105398
Stokvis12448
ANNEMTT
AnneMTT438
Mathijsstrobel421
AnneMTT160
RJAKo4611050
AnneMTT454
Dnav89337
AnneMTT402
buffalo15395
AnneMTT433
G0NZ0401
AnneMTT150
Ququelequ0
AnneMTT385
1932gerda358
AnneMTT394
suver52341
AnneMTT434
kingarthur101397
AnneMTT451
Stokvis12294
DNAV89
Dnav89438
Mathijsstrobel365
Dnav89314
RJAKo461105506
Dnav89337
AnneMTT454
Dnav89339
buffalo15408
Dnav89410
G0NZ0463
Dnav89150
Ququelequ0
Dnav89487
1932gerda319
Dnav89466
suver52294
Dnav89404
kingarthur101346
Dnav89382
Stokvis12534
BUFFALO15
buffalo15362
Mathijsstrobel398
buffalo150
RJAKo4611050
buffalo15395
AnneMTT402
buffalo15408
Dnav89339
buffalo15393
G0NZ0430
buffalo15160
Ququelequ0
buffalo15278
1932gerda411
buffalo15416
suver52346
buffalo150
kingarthur1010
buffalo15482
Stokvis12489
G0NZ0
G0NZ0340
Mathijsstrobel444
G0NZ0353
RJAKo461105315
G0NZ0401
AnneMTT433
G0NZ0463
Dnav89410
G0NZ0430
buffalo15393
G0NZ0150
Ququelequ0
G0NZ00
1932gerda0
G0NZ0397
suver52360
G0NZ0434
kingarthur101333
G0NZ0326
Stokvis12503
QUQUELEQU
Ququelequ507
Mathijsstrobel402
Ququelequ0
RJAKo461105160
Ququelequ0
AnneMTT150
Ququelequ0
Dnav89150
Ququelequ0
buffalo15160
Ququelequ0
G0NZ0150
Ququelequ405
1932gerda355
Ququelequ238
suver52355
Ququelequ0
kingarthur101160
Ququelequ210
Stokvis12313
1932GERDA
1932gerda350
Mathijsstrobel425
1932gerda341
RJAKo461105357
1932gerda358
AnneMTT385
1932gerda319
Dnav89487
1932gerda411
buffalo15278
1932gerda0
G0NZ00
1932gerda355
Ququelequ405
1932gerda435
suver52319
1932gerda390
kingarthur101407
1932gerda367
Stokvis12473
SUVER52
suver52399
Mathijsstrobel462
suver52275
RJAKo461105410
suver52341
AnneMTT394
suver52294
Dnav89466
suver52346
buffalo15416
suver52360
G0NZ0397
suver52355
Ququelequ238
suver52319
1932gerda435
suver52160
kingarthur1010
suver52302
Stokvis12513
KINGARTHUR101
kingarthur101317
Mathijsstrobel394
kingarthur101407
RJAKo461105343
kingarthur101397
AnneMTT434
kingarthur101346
Dnav89404
kingarthur1010
buffalo150
kingarthur101333
G0NZ0434
kingarthur101160
Ququelequ0
kingarthur101407
1932gerda390
kingarthur1010
suver52160
kingarthur101304
Stokvis12484
STOKVIS12
Stokvis12372
Mathijsstrobel397
Stokvis12448
RJAKo461105398
Stokvis12294
AnneMTT451
Stokvis12534
Dnav89382
Stokvis12489
buffalo15482
Stokvis12503
G0NZ0326
Stokvis12313
Ququelequ210
Stokvis12473
1932gerda367
Stokvis12513
suver52302
Stokvis12484
kingarthur101304