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League: Season: Division: Group: Player:

PlassNavnSpiltSeierUavgjTapScore for-motMarginPoengFra
1Iki2710 9 8013578 - 323134716
2T’tje 9 7023948 - 319275614
3bramrit 9 7022594 - 192666814
4As Pri 9 6032990 - 273625412
5cr1963 9 5043415 - 3417-210
6Tcoene 9 3331850 - 16781729
7ttpalmpje 9 1351597 - 1741-1445
8Lenl 9 1351490 - 1784-2945
9bettyvanmil 9 1351303 - 1870-5675
10fons1961 9 009728 - 1918-11900
1Iki2710+34716
Spilt: 9
Seier: 8
Uavgjort: 0
Tap: 1
Score: 3578 - 3231
2T’tje+75614
Spilt: 9
Seier: 7
Uavgjort: 0
Tap: 2
Score: 3948 - 3192
3bramrit+66814
Spilt: 9
Seier: 7
Uavgjort: 0
Tap: 2
Score: 2594 - 1926
4As Pri+25412
Spilt: 9
Seier: 6
Uavgjort: 0
Tap: 3
Score: 2990 - 2736
5cr1963-210
Spilt: 9
Seier: 5
Uavgjort: 0
Tap: 4
Score: 3415 - 3417
6Tcoene+1729
Spilt: 9
Seier: 3
Uavgjort: 3
Tap: 3
Score: 1850 - 1678
7ttpalmpje-1445
Spilt: 9
Seier: 1
Uavgjort: 3
Tap: 5
Score: 1597 - 1741
8Lenl-2945
Spilt: 9
Seier: 1
Uavgjort: 3
Tap: 5
Score: 1490 - 1784
9bettyvanmil-5675
Spilt: 9
Seier: 1
Uavgjort: 3
Tap: 5
Score: 1303 - 1870
10fons1961-11900
Spilt: 9
Seier: 0
Uavgjort: 0
Tap: 9
Score: 728 - 1918

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Comments

The secret link
your last comment.

Navn Melding Tid
LoBotMy compliments to Iki2710 on the outstanding effort in Seizoen 160, Div 10, Groep 157! Before the season started, Iki2710 was considered an outsider, someone who could win, but maybe not someone you should put the big money on. Nevertheless, it was nice to watch Iki2710 succeed. 26/07 2018 14:34:19
LoBotAt the moment, bettyvanmil and fons1961 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 fons1961 and ttpalmpje 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. 25/07 2018 00:16:29
iki2710Leni, ik heb je nu drie keer uitgenodigd. Ik vul een winnende acore in. Die kan altijd vervangen worden mocht je toch nog kunnen spelen. 24/07 2018 20:30:42
LoBotThe splendid T’tje is the first player in this group to reach 3 matches, and gets the price of 3 Wlohty. That means T’tje now possesses 14 Wlohty. You earn Wlohty by finishing all your games, playing fast, or ending top six in the table. The Wlohty is a worthless crypto currency which may become useful when we start a Team League. 16/07 2018 02:09:29
LoBotLook at these players! This is a divine group! IKI2710 is the one who most recently won a group on a decent level, the player won division 10 back in season 155. LENL is a wicked player who has been number 4 in division 5 in season 63. TCOENE is a superior player who has been number 8 in division 5 in season 75. BRAMRIT is the player with the highest average score in a season (only counting the last 25 seasons), with 439 points per match (it happened in season 147 in division 10.) TTPALMPJE is a splendid player who has been number 2 in division 9 in season 150. AS PRI is a amazing player who has been number 5 in division 9 in season 157. BETTYVANMIL is a wonderful player who has been number 6 in division 10 in season 147. FONS1961 is the player here who most recently went undefeated through an entire season, it happened in 11. division in season 159. CR1963 is a fabulous opponent who was number 4 on this level last season. T’TJE is the most frequent winner in the party in the last 25 seasons, with a frequency of 6.50 victories per loss.

With this many magic players it is hard to tell you who wins, but I guess T’tje ends up as the winner here.

12/07 2018 21:08:06

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Matches

Kamp Resultat
T’TJE
T’tje – cr1963380 – 424
T’tje – bramrit415 – 410
T’tje – As Pri426 – 487
T’tje – Iki2710509 – 369
T’tje – Tcoene449 – 397
T’tje – Lenl524 – 441
T’tje – ttpalmpje478 – 431
T’tje – fons1961150 – 0
T’tje – bettyvanmil617 – 233
CR1963
cr1963 – T’tje424 – 380
cr1963 – bramrit365 – 375
cr1963 – As Pri355 – 495
cr1963 – Iki2710359 – 427
cr1963 – Tcoene340 – 452
cr1963 – Lenl455 – 405
cr1963 – ttpalmpje269 – 259
cr1963 – fons1961459 – 335
cr1963 – bettyvanmil389 – 289
BRAMRIT
bramrit – T’tje410 – 415
bramrit – cr1963375 – 365
bramrit – As Pri442 – 328
bramrit – Iki2710384 – 439
bramrit – Tcoene150 – 0
bramrit – Lenl150 – 0
bramrit – ttpalmpje383 – 379
bramrit – fons1961150 – 0
bramrit – bettyvanmil150 – 0
AS PRI
As Pri – T’tje487 – 426
As Pri – cr1963495 – 355
As Pri – bramrit328 – 442
As Pri – Iki2710362 – 383
As Pri – Tcoene347 – 483
As Pri – Lenl355 – 344
As Pri – ttpalmpje150 – 0
As Pri – fons1961150 – 0
As Pri – bettyvanmil316 – 303
IKI2710
Iki2710 – T’tje369 – 509
Iki2710 – cr1963427 – 359
Iki2710 – bramrit439 – 384
Iki2710 – As Pri383 – 362
Iki2710 – Tcoene392 – 368
Iki2710 – Lenl300 – 150
Iki2710 – ttpalmpje461 – 378
Iki2710 – fons1961409 – 393
Iki2710 – bettyvanmil398 – 328
TCOENE
Tcoene – T’tje397 – 449
Tcoene – cr1963452 – 340
Tcoene – bramrit0 – 150
Tcoene – As Pri483 – 347
Tcoene – Iki2710368 – 392
Tcoene – Lenl0 – 0
Tcoene – ttpalmpje0 – 0
Tcoene – fons1961150 – 0
Tcoene – bettyvanmil0 – 0
LENL
Lenl – T’tje441 – 524
Lenl – cr1963405 – 455
Lenl – bramrit0 – 150
Lenl – As Pri344 – 355
Lenl – Iki2710150 – 300
Lenl – Tcoene0 – 0
Lenl – ttpalmpje0 – 0
Lenl – fons1961150 – 0
Lenl – bettyvanmil0 – 0
TTPALMPJE
ttpalmpje – T’tje431 – 478
ttpalmpje – cr1963259 – 269
ttpalmpje – bramrit379 – 383
ttpalmpje – As Pri0 – 150
ttpalmpje – Iki2710378 – 461
ttpalmpje – Tcoene0 – 0
ttpalmpje – Lenl0 – 0
ttpalmpje – fons1961150 – 0
ttpalmpje – bettyvanmil0 – 0
FONS1961
fons1961 – T’tje0 – 150
fons1961 – cr1963335 – 459
fons1961 – bramrit0 – 150
fons1961 – As Pri0 – 150
fons1961 – Iki2710393 – 409
fons1961 – Tcoene0 – 150
fons1961 – Lenl0 – 150
fons1961 – ttpalmpje0 – 150
fons1961 – bettyvanmil0 – 150
BETTYVANMIL
bettyvanmil – T’tje233 – 617
bettyvanmil – cr1963289 – 389
bettyvanmil – bramrit0 – 150
bettyvanmil – As Pri303 – 316
bettyvanmil – Iki2710328 – 398
bettyvanmil – Tcoene0 – 0
bettyvanmil – Lenl0 – 0
bettyvanmil – ttpalmpje0 – 0
bettyvanmil – fons1961150 – 0
T’TJE
T’tje380
cr1963424
T’tje415
bramrit410
T’tje426
As Pri487
T’tje509
Iki2710369
T’tje449
Tcoene397
T’tje524
Lenl441
T’tje478
ttpalmpje431
T’tje150
fons19610
T’tje617
bettyvanmil233
CR1963
cr1963424
T’tje380
cr1963365
bramrit375
cr1963355
As Pri495
cr1963359
Iki2710427
cr1963340
Tcoene452
cr1963455
Lenl405
cr1963269
ttpalmpje259
cr1963459
fons1961335
cr1963389
bettyvanmil289
BRAMRIT
bramrit410
T’tje415
bramrit375
cr1963365
bramrit442
As Pri328
bramrit384
Iki2710439
bramrit150
Tcoene0
bramrit150
Lenl0
bramrit383
ttpalmpje379
bramrit150
fons19610
bramrit150
bettyvanmil0
AS PRI
As Pri487
T’tje426
As Pri495
cr1963355
As Pri328
bramrit442
As Pri362
Iki2710383
As Pri347
Tcoene483
As Pri355
Lenl344
As Pri150
ttpalmpje0
As Pri150
fons19610
As Pri316
bettyvanmil303
IKI2710
Iki2710369
T’tje509
Iki2710427
cr1963359
Iki2710439
bramrit384
Iki2710383
As Pri362
Iki2710392
Tcoene368
Iki2710300
Lenl150
Iki2710461
ttpalmpje378
Iki2710409
fons1961393
Iki2710398
bettyvanmil328
TCOENE
Tcoene397
T’tje449
Tcoene452
cr1963340
Tcoene0
bramrit150
Tcoene483
As Pri347
Tcoene368
Iki2710392
Tcoene0
Lenl0
Tcoene0
ttpalmpje0
Tcoene150
fons19610
Tcoene0
bettyvanmil0
LENL
Lenl441
T’tje524
Lenl405
cr1963455
Lenl0
bramrit150
Lenl344
As Pri355
Lenl150
Iki2710300
Lenl0
Tcoene0
Lenl0
ttpalmpje0
Lenl150
fons19610
Lenl0
bettyvanmil0
TTPALMPJE
ttpalmpje431
T’tje478
ttpalmpje259
cr1963269
ttpalmpje379
bramrit383
ttpalmpje0
As Pri150
ttpalmpje378
Iki2710461
ttpalmpje0
Tcoene0
ttpalmpje0
Lenl0
ttpalmpje150
fons19610
ttpalmpje0
bettyvanmil0
FONS1961
fons19610
T’tje150
fons1961335
cr1963459
fons19610
bramrit150
fons19610
As Pri150
fons1961393
Iki2710409
fons19610
Tcoene150
fons19610
Lenl150
fons19610
ttpalmpje150
fons19610
bettyvanmil150
BETTYVANMIL
bettyvanmil233
T’tje617
bettyvanmil289
cr1963389
bettyvanmil0
bramrit150
bettyvanmil303
As Pri316
bettyvanmil328
Iki2710398
bettyvanmil0
Tcoene0
bettyvanmil0
Lenl0
bettyvanmil0
ttpalmpje0
bettyvanmil150
fons19610