Table:
League:
Season:
Division:
Group:
Player:
1Nschnitger+72214
Spilt: 7
Seier: 7
Uavgjort: 0
Tap: 0
Score: 3132 - 2410
2ingridkeynaar+64612
Spilt: 7
Seier: 6
Uavgjort: 0
Tap: 1
Score: 2818 - 2172
3piedie0505+38210
Spilt: 7
Seier: 5
Uavgjort: 0
Tap: 2
Score: 2417 - 2035
4Fardau2013+356
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2564 - 2529
5stippie71-216
Spilt: 7
Seier: 3
Uavgjort: 0
Tap: 4
Score: 2443 - 2464
6SliC-3194
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 1748 - 2067
7Walram08-3254
Spilt: 7
Seier: 2
Uavgjort: 0
Tap: 5
Score: 2222 - 2547
8Mathematicus 1-11200
Spilt: 7
Seier: 0
Uavgjort: 0
Tap: 7
Score: 0 - 1120
Fra: Hattem
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Matches
| Kamp |
Resultat |
| NSCHNITGER | |
| Nschnitger – Walram08 | 681 – 427 |
| Nschnitger – piedie0505 | 503 – 351 |
| Nschnitger – Mathematicus 1 | 160 – 0 |
| Nschnitger – Fardau2013 | 494 – 440 |
| Nschnitger – ingridkeynaar | 398 – 392 |
| Nschnitger – SliC | 474 – 450 |
| Nschnitger – stippie71 | 422 – 350 |
| |
| WALRAM08 | |
| Walram08 – Nschnitger | 427 – 681 |
| Walram08 – piedie0505 | 381 – 591 |
| Walram08 – Mathematicus 1 | 160 – 0 |
| Walram08 – Fardau2013 | 377 – 388 |
| Walram08 – ingridkeynaar | 325 – 458 |
| Walram08 – SliC | 160 – 0 |
| Walram08 – stippie71 | 392 – 429 |
| |
| PIEDIE0505 | |
| piedie0505 – Nschnitger | 351 – 503 |
| piedie0505 – Walram08 | 591 – 381 |
| piedie0505 – Mathematicus 1 | 160 – 0 |
| piedie0505 – Fardau2013 | 393 – 353 |
| piedie0505 – ingridkeynaar | 366 – 449 |
| piedie0505 – SliC | 160 – 0 |
| piedie0505 – stippie71 | 396 – 349 |
| |
| MATHEMATICUS 1 | |
| Mathematicus 1 – Nschnitger | 0 – 160 |
| Mathematicus 1 – Walram08 | 0 – 160 |
| Mathematicus 1 – piedie0505 | 0 – 160 |
| Mathematicus 1 – Fardau2013 | 0 – 160 |
| Mathematicus 1 – ingridkeynaar | 0 – 160 |
| Mathematicus 1 – SliC | 0 – 160 |
| Mathematicus 1 – stippie71 | 0 – 160 |
| |
| FARDAU2013 | |
| Fardau2013 – Nschnitger | 440 – 494 |
| Fardau2013 – Walram08 | 388 – 377 |
| Fardau2013 – piedie0505 | 353 – 393 |
| Fardau2013 – Mathematicus 1 | 160 – 0 |
| Fardau2013 – ingridkeynaar | 392 – 458 |
| Fardau2013 – SliC | 460 – 362 |
| Fardau2013 – stippie71 | 371 – 445 |
| |
| INGRIDKEYNAAR | |
| ingridkeynaar – Nschnitger | 392 – 398 |
| ingridkeynaar – Walram08 | 458 – 325 |
| ingridkeynaar – piedie0505 | 449 – 366 |
| ingridkeynaar – Mathematicus 1 | 160 – 0 |
| ingridkeynaar – Fardau2013 | 458 – 392 |
| ingridkeynaar – SliC | 478 – 316 |
| ingridkeynaar – stippie71 | 423 – 375 |
| |
| SLIC | |
| SliC – Nschnitger | 450 – 474 |
| SliC – Walram08 | 0 – 160 |
| SliC – piedie0505 | 0 – 160 |
| SliC – Mathematicus 1 | 160 – 0 |
| SliC – Fardau2013 | 362 – 460 |
| SliC – ingridkeynaar | 316 – 478 |
| SliC – stippie71 | 460 – 335 |
| |
| STIPPIE71 | |
| stippie71 – Nschnitger | 350 – 422 |
| stippie71 – Walram08 | 429 – 392 |
| stippie71 – piedie0505 | 349 – 396 |
| stippie71 – Mathematicus 1 | 160 – 0 |
| stippie71 – Fardau2013 | 445 – 371 |
| stippie71 – ingridkeynaar | 375 – 423 |
| stippie71 – SliC | 335 – 460 |
| |
Nschnitger503
piedie0505351
Nschnitger160
Mathematicus 10
Nschnitger494
Fardau2013440
Nschnitger398
ingridkeynaar392
Nschnitger422
stippie71350
Walram08160
Mathematicus 10
Walram08325
ingridkeynaar458
piedie0505351
Nschnitger503
piedie0505160
Mathematicus 10
piedie0505393
Fardau2013353
piedie0505366
ingridkeynaar449
piedie0505396
stippie71349
Mathematicus 10
Nschnitger160
Mathematicus 10
Walram08160
Mathematicus 10
piedie0505160
Mathematicus 10
Fardau2013160
Mathematicus 10
ingridkeynaar160
Mathematicus 10
stippie71160
Fardau2013440
Nschnitger494
Fardau2013353
piedie0505393
Fardau2013160
Mathematicus 10
Fardau2013392
ingridkeynaar458
Fardau2013371
stippie71445
ingridkeynaar392
Nschnitger398
ingridkeynaar458
Walram08325
ingridkeynaar449
piedie0505366
ingridkeynaar160
Mathematicus 10
ingridkeynaar458
Fardau2013392
ingridkeynaar423
stippie71375
stippie71350
Nschnitger422
stippie71349
piedie0505396
stippie71160
Mathematicus 10
stippie71445
Fardau2013371
stippie71375
ingridkeynaar423