Prime M endte øverst etter en sesong der det meste gikk riktig vei.
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League:
Season:
Division:
Group:
Player:
1Prime M+39012
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 3164 - 2774
2hostrob+35312
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2993 - 2640
3KirstiPirsti+49410
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 3334 - 2840
4Sjakktrekk+4168
Spilt: 7
Seier: 4
Uavgjort: 0
Tap: 3
Score: 3100 - 2684
5supermattson-936
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 3034 - 3127
6PCTHUAN-1476
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 3012 - 3159
7danielnergård-3632
Spilt: 7
Seier: 1
Uavgjort: 0
Tap: 6
Score: 2753 - 3116
8Oykart-10500
Spilt: 7
Seier: 0
Uavgjort: 0
Tap: 7
Score: 0 - 1050
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Matches
| Kamp |
Resultat |
| SJAKKTREKK | |
| Sjakktrekk – hostrob | 439 – 445 |
| Sjakktrekk – Prime M | 416 – 478 |
| Sjakktrekk – KirstiPirsti | 458 – 538 |
| Sjakktrekk – Oykart | 150 – 0 |
| Sjakktrekk – PCTHUAN | 585 – 382 |
| Sjakktrekk – supermattson | 597 – 440 |
| Sjakktrekk – danielnergård | 455 – 401 |
| |
| HOSTROB | |
| hostrob – Sjakktrekk | 445 – 439 |
| hostrob – Prime M | 555 – 400 |
| hostrob – KirstiPirsti | 382 – 506 |
| hostrob – Oykart | 150 – 0 |
| hostrob – PCTHUAN | 538 – 420 |
| hostrob – supermattson | 480 – 455 |
| hostrob – danielnergård | 443 – 420 |
| |
| PRIME M | |
| Prime M – Sjakktrekk | 478 – 416 |
| Prime M – hostrob | 400 – 555 |
| Prime M – KirstiPirsti | 573 – 493 |
| Prime M – Oykart | 150 – 0 |
| Prime M – PCTHUAN | 502 – 487 |
| Prime M – supermattson | 534 – 462 |
| Prime M – danielnergård | 527 – 361 |
| |
| KIRSTIPIRSTI | |
| KirstiPirsti – Sjakktrekk | 538 – 458 |
| KirstiPirsti – hostrob | 506 – 382 |
| KirstiPirsti – Prime M | 493 – 573 |
| KirstiPirsti – Oykart | 150 – 0 |
| KirstiPirsti – PCTHUAN | 613 – 427 |
| KirstiPirsti – supermattson | 415 – 535 |
| KirstiPirsti – danielnergård | 619 – 465 |
| |
| OYKART | |
| Oykart – Sjakktrekk | 0 – 150 |
| Oykart – hostrob | 0 – 150 |
| Oykart – Prime M | 0 – 150 |
| Oykart – KirstiPirsti | 0 – 150 |
| Oykart – PCTHUAN | 0 – 150 |
| Oykart – supermattson | 0 – 150 |
| Oykart – danielnergård | 0 – 150 |
| |
| PCTHUAN | |
| PCTHUAN – Sjakktrekk | 382 – 585 |
| PCTHUAN – hostrob | 420 – 538 |
| PCTHUAN – Prime M | 487 – 502 |
| PCTHUAN – KirstiPirsti | 427 – 613 |
| PCTHUAN – Oykart | 150 – 0 |
| PCTHUAN – supermattson | 634 – 432 |
| PCTHUAN – danielnergård | 512 – 489 |
| |
| SUPERMATTSON | |
| supermattson – Sjakktrekk | 440 – 597 |
| supermattson – hostrob | 455 – 480 |
| supermattson – Prime M | 462 – 534 |
| supermattson – KirstiPirsti | 535 – 415 |
| supermattson – Oykart | 150 – 0 |
| supermattson – PCTHUAN | 432 – 634 |
| supermattson – danielnergård | 560 – 467 |
| |
| DANIELNERGÅRD | |
| danielnergård – Sjakktrekk | 401 – 455 |
| danielnergård – hostrob | 420 – 443 |
| danielnergård – Prime M | 361 – 527 |
| danielnergård – KirstiPirsti | 465 – 619 |
| danielnergård – Oykart | 150 – 0 |
| danielnergård – PCTHUAN | 489 – 512 |
| danielnergård – supermattson | 467 – 560 |
| |
Sjakktrekk458
KirstiPirsti538
Sjakktrekk597
supermattson440
Sjakktrekk455
danielnergård401
hostrob382
KirstiPirsti506
hostrob480
supermattson455
hostrob443
danielnergård420
Prime M573
KirstiPirsti493
Prime M534
supermattson462
Prime M527
danielnergård361
KirstiPirsti538
Sjakktrekk458
KirstiPirsti506
hostrob382
KirstiPirsti493
Prime M573
KirstiPirsti613
PCTHUAN427
KirstiPirsti415
supermattson535
KirstiPirsti619
danielnergård465
PCTHUAN427
KirstiPirsti613
PCTHUAN634
supermattson432
PCTHUAN512
danielnergård489
supermattson440
Sjakktrekk597
supermattson455
hostrob480
supermattson462
Prime M534
supermattson535
KirstiPirsti415
supermattson432
PCTHUAN634
supermattson560
danielnergård467
danielnergård401
Sjakktrekk455
danielnergård420
hostrob443
danielnergård361
Prime M527
danielnergård465
KirstiPirsti619
danielnergård489
PCTHUAN512
danielnergård467
supermattson560