Table:
League:
Season:
Division:
Group:
Player:
1scheub+86814
Spilt: 8
Seier: 7
Uavgjort: 0
Tap: 1
Score: 2519 - 1651
2Lindakapper+78314
Spilt: 8
Seier: 6
Uavgjort: 2
Tap: 0
Score: 1418 - 635
3Masumshine+70512
Spilt: 8
Seier: 5
Uavgjort: 2
Tap: 1
Score: 1396 - 691
4Ronaldedroom+62812
Spilt: 8
Seier: 5
Uavgjort: 2
Tap: 1
Score: 1325 - 697
5Amy3161+1108
Spilt: 8
Seier: 4
Uavgjort: 0
Tap: 4
Score: 1712 - 1602
6til127-2146
Spilt: 8
Seier: 3
Uavgjort: 0
Tap: 5
Score: 812 - 1026
7kulcs-9602
Spilt: 8
Seier: 0
Uavgjort: 2
Tap: 6
Score: 0 - 960
8sophiaaax-9602
Spilt: 8
Seier: 0
Uavgjort: 2
Tap: 6
Score: 0 - 960
9π
π
π
’ β€β§-9602
Spilt: 8
Seier: 0
Uavgjort: 2
Tap: 6
Score: 0 - 960
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Matches
| Kamp |
Resultat |
| LINDAKAPPER | |
| Lindakapper β scheub | 386 β 379 |
| Lindakapper β Ronaldedroom | 0 β 0 |
| Lindakapper β til127 | 160 β 0 |
| Lindakapper β Amy3161 | 392 β 256 |
| Lindakapper β kulcs | 160 β 0 |
| Lindakapper β sophiaaax | 160 β 0 |
| Lindakapper β π
π
π
’ β€β§ | 160 β 0 |
| Lindakapper β Masumshine | 0 β 0 |
| |
| SCHEUB | |
| scheub β Lindakapper | 379 β 386 |
| scheub β Ronaldedroom | 441 β 303 |
| scheub β til127 | 386 β 332 |
| scheub β Amy3161 | 412 β 290 |
| scheub β kulcs | 160 β 0 |
| scheub β sophiaaax | 160 β 0 |
| scheub β π
π
π
’ β€β§ | 160 β 0 |
| scheub β Masumshine | 421 β 340 |
| |
| RONALDEDROOM | |
| Ronaldedroom β Lindakapper | 0 β 0 |
| Ronaldedroom β scheub | 303 β 441 |
| Ronaldedroom β til127 | 160 β 0 |
| Ronaldedroom β Amy3161 | 382 β 256 |
| Ronaldedroom β kulcs | 160 β 0 |
| Ronaldedroom β sophiaaax | 160 β 0 |
| Ronaldedroom β π
π
π
’ β€β§ | 160 β 0 |
| Ronaldedroom β Masumshine | 0 β 0 |
| |
| TIL127 | |
| til127 β Lindakapper | 0 β 160 |
| til127 β scheub | 332 β 386 |
| til127 β Ronaldedroom | 0 β 160 |
| til127 β Amy3161 | 0 β 160 |
| til127 β kulcs | 160 β 0 |
| til127 β sophiaaax | 160 β 0 |
| til127 β π
π
π
’ β€β§ | 160 β 0 |
| til127 β Masumshine | 0 β 160 |
| |
| AMY3161 | |
| Amy3161 β Lindakapper | 256 β 392 |
| Amy3161 β scheub | 290 β 412 |
| Amy3161 β Ronaldedroom | 256 β 382 |
| Amy3161 β til127 | 160 β 0 |
| Amy3161 β kulcs | 160 β 0 |
| Amy3161 β sophiaaax | 160 β 0 |
| Amy3161 β π
π
π
’ β€β§ | 160 β 0 |
| Amy3161 β Masumshine | 270 β 416 |
| |
| KULCS | |
| kulcs β Lindakapper | 0 β 160 |
| kulcs β scheub | 0 β 160 |
| kulcs β Ronaldedroom | 0 β 160 |
| kulcs β til127 | 0 β 160 |
| kulcs β Amy3161 | 0 β 160 |
| kulcs β sophiaaax | 0 β 0 |
| kulcs β π
π
π
’ β€β§ | 0 β 0 |
| kulcs β Masumshine | 0 β 160 |
| |
| SOPHIAAAX | |
| sophiaaax β Lindakapper | 0 β 160 |
| sophiaaax β scheub | 0 β 160 |
| sophiaaax β Ronaldedroom | 0 β 160 |
| sophiaaax β til127 | 0 β 160 |
| sophiaaax β Amy3161 | 0 β 160 |
| sophiaaax β kulcs | 0 β 0 |
| sophiaaax β π
π
π
’ β€β§ | 0 β 0 |
| sophiaaax β Masumshine | 0 β 160 |
| |
| π
π
π
’ β€β§ | |
| π
π
π
’ β€β§ β Lindakapper | 0 β 160 |
| π
π
π
’ β€β§ β scheub | 0 β 160 |
| π
π
π
’ β€β§ β Ronaldedroom | 0 β 160 |
| π
π
π
’ β€β§ β til127 | 0 β 160 |
| π
π
π
’ β€β§ β Amy3161 | 0 β 160 |
| π
π
π
’ β€β§ β kulcs | 0 β 0 |
| π
π
π
’ β€β§ β sophiaaax | 0 β 0 |
| π
π
π
’ β€β§ β Masumshine | 0 β 160 |
| |
| MASUMSHINE | |
| Masumshine β Lindakapper | 0 β 0 |
| Masumshine β scheub | 340 β 421 |
| Masumshine β Ronaldedroom | 0 β 0 |
| Masumshine β til127 | 160 β 0 |
| Masumshine β Amy3161 | 416 β 270 |
| Masumshine β kulcs | 160 β 0 |
| Masumshine β sophiaaax | 160 β 0 |
| Masumshine β π
π
π
’ β€β§ | 160 β 0 |
| |
Lindakapper0
Ronaldedroom0
Lindakapper160
π
π
π
’ β€β§0
scheub160
π
π
π
’ β€β§0
Ronaldedroom0
Lindakapper0
Ronaldedroom382
Amy3161256
Ronaldedroom160
sophiaaax0
Ronaldedroom160
π
π
π
’ β€β§0
til127160
π
π
π
’ β€β§0
Amy3161256
Ronaldedroom382
Amy3161160
π
π
π
’ β€β§0
kulcs0
π
π
π
’ β€β§0
sophiaaax0
Ronaldedroom160
sophiaaax0
π
π
π
’ β€β§0
π
π
π
’ β€β§0
Lindakapper160
π
π
π
’ β€β§0
scheub160
π
π
π
’ β€β§0
Ronaldedroom160
π
π
π
’ β€β§0
til127160
π
π
π
’ β€β§0
Amy3161160
π
π
π
’ β€β§0
kulcs0
π
π
π
’ β€β§0
sophiaaax0
π
π
π
’ β€β§0
Masumshine160
Masumshine160
π
π
π
’ β€β§0