18 gdqnfr `ctks q|Q in lwSOW
Χ²Β ΠΔήΩ
q[gP bv^C
| No | Competitor | BestLap | Lap:1 | Lap:2 | Lap:3 | Lap:4 | Lap:5 | Lap:6 | Lap:7 | Lap:8 |
|---|
| 44 | Goofy | 01:22.8 | 01:33.0 | 01:28.9 | 01:24.5 | 01:27.7 | 01:28.4 | 01:22.8 | 01:23.5 | 01:23.4 |
| 93 | _b` | 01:22.8 | 01:28.6 | 01:26.2 | 01:30.7 | 01:29.8 | 01:28.3 | 01:24.0 | 01:22.9 | 01:22.8 |
| 704 | Tanack | 01:24.9 | 01:21.7 | 01:26.9 | 01:26.8 | 01:27.1 | 01:28.6 | 01:27.6 | 01:25.1 | 01:24.9 |
q[gQ bv^C
| No | Competitor | BestLap | Lap:1 | Lap:2 | Lap:3 | Lap:4 | Lap:5 | Lap:6 | Lap:7 | Lap:8 | Lap:9 |
|---|
| 44 | Goofy | 01:21.8 | 01:28.3 | 01:24.8 | 01:26.0 | 01:22.2 | 01:21.8 | 01:23.1 | 01:23.6 | 01:23.1 | 01:22.8 |
| 93 | _b` | 01:23.2 | 01:23.5 | 01:23.5 | 01:24.5 | 01:23.4 | 01:24.3 | 01:23.8 | 01:23.8 | 01:23.2 | 01:24.9 |
| 704 | Tanack | 01:23.4 | 01:25.3 | 01:23.9 | 01:24.3 | 01:23.1 | 01:24.3 | 01:23.6 | 01:23.9 | 01:24.3 | 01:23.4 |
\I bv^C
| No | Competitor | BestLap | Lap:1 | Lap:2 | Lap:3 |
|---|
| 44 | Goofy | 01:26.1 | 01:28.3 | 01:26.1 | 01:28.3 |
| 93 | _b` | 01:25.1 | 01:23.7 | 01:26.4 | 01:25.1 |