League:
Season:
Division:
Group:
Player:
1Dukedubarry+60714
Spilt: 9
Seier: 7
Uavgjort: 0
Tap: 2
Score: 4471 - 3864
Fra: England
2YNWA110+49012
Spilt: 9
Seier: 6
Uavgjort: 0
Tap: 3
Score: 4464 - 3974
Fra: Anfield
3rj1028-17212
Spilt: 9
Seier: 6
Uavgjort: 0
Tap: 3
Score: 4236 - 4408
Fra: India
4Johnrb360+2488
Spilt: 9
Seier: 4
Uavgjort: 0
Tap: 5
Score: 4205 - 3957
5heteroskedasticity+658
Spilt: 9
Seier: 4
Uavgjort: 0
Tap: 5
Score: 4201 - 4136
Fra: Essex
6Osesco-778
Spilt: 9
Seier: 4
Uavgjort: 0
Tap: 5
Score: 4245 - 4322
Fra: Canada
7atogh-1498
Spilt: 9
Seier: 4
Uavgjort: 0
Tap: 5
Score: 3869 - 4018
Fra: Ghana
8Xenak-2808
Spilt: 9
Seier: 4
Uavgjort: 0
Tap: 5
Score: 3807 - 4087
Fra: USA
9Beefy Jr-1946
Spilt: 9
Seier: 3
Uavgjort: 0
Tap: 6
Score: 3976 - 4170
10binotemi-5386
Spilt: 9
Seier: 3
Uavgjort: 0
Tap: 6
Score: 3982 - 4520
To register a result, you need to log in. This is done in the upper right corner.
Comments
The secret link
your last comment.
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 |
| YNWA110 | |
| YNWA110 – Dukedubarry | 409 – 460 |
| YNWA110 – Johnrb360 | 467 – 425 |
| YNWA110 – Osesco | 553 – 460 |
| YNWA110 – Beefy Jr | 492 – 370 |
| YNWA110 – binotemi | 647 – 310 |
| YNWA110 – atogh | 528 – 475 |
| YNWA110 – rj1028 | 547 – 419 |
| YNWA110 – heteroskedasticity | 486 – 514 |
| YNWA110 – Xenak | 335 – 541 |
| |
| DUKEDUBARRY | |
| Dukedubarry – YNWA110 | 460 – 409 |
| Dukedubarry – Johnrb360 | 509 – 415 |
| Dukedubarry – Osesco | 505 – 482 |
| Dukedubarry – Beefy Jr | 534 – 416 |
| Dukedubarry – binotemi | 429 – 511 |
| Dukedubarry – atogh | 541 – 335 |
| Dukedubarry – rj1028 | 473 – 474 |
| Dukedubarry – heteroskedasticity | 495 – 469 |
| Dukedubarry – Xenak | 525 – 353 |
| |
| JOHNRB360 | |
| Johnrb360 – YNWA110 | 425 – 467 |
| Johnrb360 – Dukedubarry | 415 – 509 |
| Johnrb360 – Osesco | 451 – 471 |
| Johnrb360 – Beefy Jr | 463 – 422 |
| Johnrb360 – binotemi | 462 – 497 |
| Johnrb360 – atogh | 363 – 476 |
| Johnrb360 – rj1028 | 607 – 393 |
| Johnrb360 – heteroskedasticity | 501 – 409 |
| Johnrb360 – Xenak | 518 – 313 |
| |
| OSESCO | |
| Osesco – YNWA110 | 460 – 553 |
| Osesco – Dukedubarry | 482 – 505 |
| Osesco – Johnrb360 | 471 – 451 |
| Osesco – Beefy Jr | 525 – 413 |
| Osesco – binotemi | 403 – 495 |
| Osesco – atogh | 462 – 418 |
| Osesco – rj1028 | 511 – 557 |
| Osesco – heteroskedasticity | 453 – 533 |
| Osesco – Xenak | 478 – 397 |
| |
| BEEFY JR | |
| Beefy Jr – YNWA110 | 370 – 492 |
| Beefy Jr – Dukedubarry | 416 – 534 |
| Beefy Jr – Johnrb360 | 422 – 463 |
| Beefy Jr – Osesco | 413 – 525 |
| Beefy Jr – binotemi | 515 – 429 |
| Beefy Jr – atogh | 381 – 403 |
| Beefy Jr – rj1028 | 446 – 462 |
| Beefy Jr – heteroskedasticity | 504 – 472 |
| Beefy Jr – Xenak | 509 – 390 |
| |
| BINOTEMI | |
| binotemi – YNWA110 | 310 – 647 |
| binotemi – Dukedubarry | 511 – 429 |
| binotemi – Johnrb360 | 497 – 462 |
| binotemi – Osesco | 495 – 403 |
| binotemi – Beefy Jr | 429 – 515 |
| binotemi – atogh | 431 – 479 |
| binotemi – rj1028 | 446 – 597 |
| binotemi – heteroskedasticity | 453 – 480 |
| binotemi – Xenak | 410 – 508 |
| |
| ATOGH | |
| atogh – YNWA110 | 475 – 528 |
| atogh – Dukedubarry | 335 – 541 |
| atogh – Johnrb360 | 476 – 363 |
| atogh – Osesco | 418 – 462 |
| atogh – Beefy Jr | 403 – 381 |
| atogh – binotemi | 479 – 431 |
| atogh – rj1028 | 427 – 464 |
| atogh – heteroskedasticity | 328 – 436 |
| atogh – Xenak | 528 – 412 |
| |
| RJ1028 | |
| rj1028 – YNWA110 | 419 – 547 |
| rj1028 – Dukedubarry | 474 – 473 |
| rj1028 – Johnrb360 | 393 – 607 |
| rj1028 – Osesco | 557 – 511 |
| rj1028 – Beefy Jr | 462 – 446 |
| rj1028 – binotemi | 597 – 446 |
| rj1028 – atogh | 464 – 427 |
| rj1028 – heteroskedasticity | 496 – 478 |
| rj1028 – Xenak | 374 – 473 |
| |
| HETEROSKEDASTICITY | |
| heteroskedasticity – YNWA110 | 514 – 486 |
| heteroskedasticity – Dukedubarry | 469 – 495 |
| heteroskedasticity – Johnrb360 | 409 – 501 |
| heteroskedasticity – Osesco | 533 – 453 |
| heteroskedasticity – Beefy Jr | 472 – 504 |
| heteroskedasticity – binotemi | 480 – 453 |
| heteroskedasticity – atogh | 436 – 328 |
| heteroskedasticity – rj1028 | 478 – 496 |
| heteroskedasticity – Xenak | 410 – 420 |
| |
| XENAK | |
| Xenak – YNWA110 | 541 – 335 |
| Xenak – Dukedubarry | 353 – 525 |
| Xenak – Johnrb360 | 313 – 518 |
| Xenak – Osesco | 397 – 478 |
| Xenak – Beefy Jr | 390 – 509 |
| Xenak – binotemi | 508 – 410 |
| Xenak – atogh | 412 – 528 |
| Xenak – rj1028 | 473 – 374 |
| Xenak – heteroskedasticity | 420 – 410 |
| |
YNWA110486
heteroskedasticity514
Dukedubarry509
Johnrb360415
Dukedubarry534
Beefy Jr416
Dukedubarry429
binotemi511
Dukedubarry495
heteroskedasticity469
Johnrb360415
Dukedubarry509
Johnrb360501
heteroskedasticity409
Osesco453
heteroskedasticity533
Beefy Jr416
Dukedubarry534
Beefy Jr504
heteroskedasticity472
binotemi511
Dukedubarry429
binotemi453
heteroskedasticity480
atogh328
heteroskedasticity436
rj1028496
heteroskedasticity478
heteroskedasticity514
YNWA110486
heteroskedasticity469
Dukedubarry495
heteroskedasticity409
Johnrb360501
heteroskedasticity533
Osesco453
heteroskedasticity472
Beefy Jr504
heteroskedasticity480
binotemi453
heteroskedasticity436
atogh328
heteroskedasticity478
rj1028496
heteroskedasticity410
Xenak420
Xenak420
heteroskedasticity410