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League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1Aad Schrama 10 10003721 - 292279920
2wimper79 10 8023684 - 315153316
3berekenbaar 10 7033830 - 334648414
4Magali VDS 10 6133124 - 267045413
5Car(LEE) 10 6133099 - 278931013
6timmyhuus 10 6043361 - 288148012
7Sjappie Sjaps 10 4063319 - 3296238
8winipeck 10 3162837 - 2862-257
9wiske67 10 2172297 - 2630-3335
10maggiemeijer 10 109782 - 2007-12252
11jipw2018 10 00100 - 1500-15000
1Aad Schrama+79920
Spilt: 10
Seier: 10
Uavgjort: 0
Tap: 0
Score: 3721 - 2922
2wimper79+53316
Spilt: 10
Seier: 8
Uavgjort: 0
Tap: 2
Score: 3684 - 3151
3berekenbaar+48414
Spilt: 10
Seier: 7
Uavgjort: 0
Tap: 3
Score: 3830 - 3346
4Magali VDS+45413
Spilt: 10
Seier: 6
Uavgjort: 1
Tap: 3
Score: 3124 - 2670
5Car(LEE)+31013
Spilt: 10
Seier: 6
Uavgjort: 1
Tap: 3
Score: 3099 - 2789
6timmyhuus+48012
Spilt: 10
Seier: 6
Uavgjort: 0
Tap: 4
Score: 3361 - 2881
7Sjappie Sjaps+238
Spilt: 10
Seier: 4
Uavgjort: 0
Tap: 6
Score: 3319 - 3296
8winipeck-257
Spilt: 10
Seier: 3
Uavgjort: 1
Tap: 6
Score: 2837 - 2862
9wiske67-3335
Spilt: 10
Seier: 2
Uavgjort: 1
Tap: 7
Score: 2297 - 2630
10maggiemeijer-12252
Spilt: 10
Seier: 1
Uavgjort: 0
Tap: 9
Score: 782 - 2007
11jipw2018-15000
Spilt: 10
Seier: 0
Uavgjort: 0
Tap: 10
Score: 0 - 1500

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Comments

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Navn Melding Tid
LoBotCongratulations to Aad Schrama who has won Seizoen 169, Div 10, Groep 49! This comes as no surprise to me, Aad Schrama is a magnificent player. 29/11 2018 13:36:45
LoBotAt the moment, wiske67 and maggiemeijer is in the relegation spots. But in the games that are not finished, I will set some automatic results at deadline, and that may cause jipw2018 and maggiemeijer to go down. The rules state that you cannot get an advantage simply by not finishing your games, so the table judge may edit this group with respect to relegation. If you have intel on unfinished games (current score, reason for delay) that the judge ought to know, I recommend posting the information here before deadline. 28/11 2018 03:17:03
LoBotYes! I love it when we gather such a tremendous party! TIMMYHUUS is the most experienced player here, with 659 games in the league. AAD SCHRAMA is the player here who has won most groups, with a total of 12 victories. WISKE67 is a wicked opponent who was number 7 on this level last season. SJAPPIE SJAPS is a intelligent player who has been number 8 in division 9 in season 112. WIMPER79 is a good player who has been number 3 in division 8 in season 140. WINIPECK is a great opponent who was number 5 on this level last season. CAR(LEE) is the one who most recently won a group on a decent level, the player won division 10 back in season 165. BEREKENBAAR is a amazing opponent who was number 7 on this level last season. MAGALI VDS is a wicked opponent who was number 8 on this level last season. MAGGIEMEIJER is a first-rate opponent who was number 9 on this level last season. JIPW2018 is the tactically strongest player of the last 10 seasons, the opponents have merely scored the humble average of 9 points per game.

If I were to guess, I would say that Aad Schrama wins the season.

15/11 2018 13:36:49

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Matches

Kamp Resultat
AAD SCHRAMA
Aad Schrama – timmyhuus438 – 419
Aad Schrama – Car(LEE)437 – 343
Aad Schrama – wimper79451 – 323
Aad Schrama – Magali VDS410 – 354
Aad Schrama – berekenbaar393 – 363
Aad Schrama – winipeck399 – 397
Aad Schrama – wiske67423 – 332
Aad Schrama – Sjappie Sjaps470 – 391
Aad Schrama – jipw2018150 – 0
Aad Schrama – maggiemeijer150 – 0
TIMMYHUUS
timmyhuus – Aad Schrama419 – 438
timmyhuus – Car(LEE)398 – 459
timmyhuus – wimper79387 – 374
timmyhuus – Magali VDS417 – 395
timmyhuus – berekenbaar415 – 424
timmyhuus – winipeck432 – 456
timmyhuus – wiske67150 – 0
timmyhuus – Sjappie Sjaps443 – 335
timmyhuus – jipw2018150 – 0
timmyhuus – maggiemeijer150 – 0
CAR(LEE)
Car(LEE) – Aad Schrama343 – 437
Car(LEE) – timmyhuus459 – 398
Car(LEE) – wimper79345 – 451
Car(LEE) – Magali VDS0 – 0
Car(LEE) – berekenbaar376 – 440
Car(LEE) – winipeck438 – 399
Car(LEE) – wiske67413 – 308
Car(LEE) – Sjappie Sjaps425 – 356
Car(LEE) – jipw2018150 – 0
Car(LEE) – maggiemeijer150 – 0
WIMPER79
wimper79 – Aad Schrama323 – 451
wimper79 – timmyhuus374 – 387
wimper79 – Car(LEE)451 – 345
wimper79 – Magali VDS427 – 416
wimper79 – berekenbaar473 – 427
wimper79 – winipeck482 – 373
wimper79 – wiske67427 – 382
wimper79 – Sjappie Sjaps427 – 370
wimper79 – jipw2018150 – 0
wimper79 – maggiemeijer150 – 0
MAGALI VDS
Magali VDS – Aad Schrama354 – 410
Magali VDS – timmyhuus395 – 417
Magali VDS – Car(LEE)0 – 0
Magali VDS – wimper79416 – 427
Magali VDS – berekenbaar407 – 348
Magali VDS – winipeck480 – 392
Magali VDS – wiske67395 – 311
Magali VDS – Sjappie Sjaps377 – 365
Magali VDS – jipw2018150 – 0
Magali VDS – maggiemeijer150 – 0
BEREKENBAAR
berekenbaar – Aad Schrama363 – 393
berekenbaar – timmyhuus424 – 415
berekenbaar – Car(LEE)440 – 376
berekenbaar – wimper79427 – 473
berekenbaar – Magali VDS348 – 407
berekenbaar – winipeck481 – 339
berekenbaar – wiske67447 – 320
berekenbaar – Sjappie Sjaps448 – 353
berekenbaar – jipw2018150 – 0
berekenbaar – maggiemeijer302 – 270
WINIPECK
winipeck – Aad Schrama397 – 399
winipeck – timmyhuus456 – 432
winipeck – Car(LEE)399 – 438
winipeck – wimper79373 – 482
winipeck – Magali VDS392 – 480
winipeck – berekenbaar339 – 481
winipeck – wiske670 – 0
winipeck – Sjappie Sjaps0 – 150
winipeck – jipw2018150 – 0
winipeck – maggiemeijer331 – 0
WISKE67
wiske67 – Aad Schrama332 – 423
wiske67 – timmyhuus0 – 150
wiske67 – Car(LEE)308 – 413
wiske67 – wimper79382 – 427
wiske67 – Magali VDS311 – 395
wiske67 – berekenbaar320 – 447
wiske67 – winipeck0 – 0
wiske67 – Sjappie Sjaps344 – 375
wiske67 – jipw2018150 – 0
wiske67 – maggiemeijer150 – 0
SJAPPIE SJAPS
Sjappie Sjaps – Aad Schrama391 – 470
Sjappie Sjaps – timmyhuus335 – 443
Sjappie Sjaps – Car(LEE)356 – 425
Sjappie Sjaps – wimper79370 – 427
Sjappie Sjaps – Magali VDS365 – 377
Sjappie Sjaps – berekenbaar353 – 448
Sjappie Sjaps – winipeck150 – 0
Sjappie Sjaps – wiske67375 – 344
Sjappie Sjaps – jipw2018150 – 0
Sjappie Sjaps – maggiemeijer474 – 362
JIPW2018
jipw2018 – Aad Schrama0 – 150
jipw2018 – timmyhuus0 – 150
jipw2018 – Car(LEE)0 – 150
jipw2018 – wimper790 – 150
jipw2018 – Magali VDS0 – 150
jipw2018 – berekenbaar0 – 150
jipw2018 – winipeck0 – 150
jipw2018 – wiske670 – 150
jipw2018 – Sjappie Sjaps0 – 150
jipw2018 – maggiemeijer0 – 150
MAGGIEMEIJER
maggiemeijer – Aad Schrama0 – 150
maggiemeijer – timmyhuus0 – 150
maggiemeijer – Car(LEE)0 – 150
maggiemeijer – wimper790 – 150
maggiemeijer – Magali VDS0 – 150
maggiemeijer – berekenbaar270 – 302
maggiemeijer – winipeck0 – 331
maggiemeijer – wiske670 – 150
maggiemeijer – Sjappie Sjaps362 – 474
maggiemeijer – jipw2018150 – 0
AAD SCHRAMA
Aad Schrama438
timmyhuus419
Aad Schrama437
Car(LEE)343
Aad Schrama451
wimper79323
Aad Schrama410
Magali VDS354
Aad Schrama393
berekenbaar363
Aad Schrama399
winipeck397
Aad Schrama423
wiske67332
Aad Schrama470
Sjappie Sjaps391
Aad Schrama150
jipw20180
Aad Schrama150
maggiemeijer0
TIMMYHUUS
timmyhuus419
Aad Schrama438
timmyhuus398
Car(LEE)459
timmyhuus387
wimper79374
timmyhuus417
Magali VDS395
timmyhuus415
berekenbaar424
timmyhuus432
winipeck456
timmyhuus150
wiske670
timmyhuus443
Sjappie Sjaps335
timmyhuus150
jipw20180
timmyhuus150
maggiemeijer0
CAR(LEE)
Car(LEE)343
Aad Schrama437
Car(LEE)459
timmyhuus398
Car(LEE)345
wimper79451
Car(LEE)0
Magali VDS0
Car(LEE)376
berekenbaar440
Car(LEE)438
winipeck399
Car(LEE)413
wiske67308
Car(LEE)425
Sjappie Sjaps356
Car(LEE)150
jipw20180
Car(LEE)150
maggiemeijer0
WIMPER79
wimper79323
Aad Schrama451
wimper79374
timmyhuus387
wimper79451
Car(LEE)345
wimper79427
Magali VDS416
wimper79473
berekenbaar427
wimper79482
winipeck373
wimper79427
wiske67382
wimper79427
Sjappie Sjaps370
wimper79150
jipw20180
wimper79150
maggiemeijer0
MAGALI VDS
Magali VDS354
Aad Schrama410
Magali VDS395
timmyhuus417
Magali VDS0
Car(LEE)0
Magali VDS416
wimper79427
Magali VDS407
berekenbaar348
Magali VDS480
winipeck392
Magali VDS395
wiske67311
Magali VDS377
Sjappie Sjaps365
Magali VDS150
jipw20180
Magali VDS150
maggiemeijer0
BEREKENBAAR
berekenbaar363
Aad Schrama393
berekenbaar424
timmyhuus415
berekenbaar440
Car(LEE)376
berekenbaar427
wimper79473
berekenbaar348
Magali VDS407
berekenbaar481
winipeck339
berekenbaar447
wiske67320
berekenbaar448
Sjappie Sjaps353
berekenbaar150
jipw20180
berekenbaar302
maggiemeijer270
WINIPECK
winipeck397
Aad Schrama399
winipeck456
timmyhuus432
winipeck399
Car(LEE)438
winipeck373
wimper79482
winipeck392
Magali VDS480
winipeck339
berekenbaar481
winipeck0
wiske670
winipeck0
Sjappie Sjaps150
winipeck150
jipw20180
winipeck331
maggiemeijer0
WISKE67
wiske67332
Aad Schrama423
wiske670
timmyhuus150
wiske67308
Car(LEE)413
wiske67382
wimper79427
wiske67311
Magali VDS395
wiske67320
berekenbaar447
wiske670
winipeck0
wiske67344
Sjappie Sjaps375
wiske67150
jipw20180
wiske67150
maggiemeijer0
SJAPPIE SJAPS
Sjappie Sjaps391
Aad Schrama470
Sjappie Sjaps335
timmyhuus443
Sjappie Sjaps356
Car(LEE)425
Sjappie Sjaps370
wimper79427
Sjappie Sjaps365
Magali VDS377
Sjappie Sjaps353
berekenbaar448
Sjappie Sjaps150
winipeck0
Sjappie Sjaps375
wiske67344
Sjappie Sjaps150
jipw20180
Sjappie Sjaps474
maggiemeijer362
JIPW2018
jipw20180
Aad Schrama150
jipw20180
timmyhuus150
jipw20180
Car(LEE)150
jipw20180
wimper79150
jipw20180
Magali VDS150
jipw20180
berekenbaar150
jipw20180
winipeck150
jipw20180
wiske67150
jipw20180
Sjappie Sjaps150
jipw20180
maggiemeijer150
MAGGIEMEIJER
maggiemeijer0
Aad Schrama150
maggiemeijer0
timmyhuus150
maggiemeijer0
Car(LEE)150
maggiemeijer0
wimper79150
maggiemeijer0
Magali VDS150
maggiemeijer270
berekenbaar302
maggiemeijer0
winipeck331
maggiemeijer0
wiske67150
maggiemeijer362
Sjappie Sjaps474
maggiemeijer150
jipw20180