All Lap Times
1201 - 1300 of 38723
1 min, 21 sec, 172 ms- S. van der Linde
- Aug 18, 2023
- 2026-07-23T15:16:21.493Z
⏱️- 1 min, 21 sec, 164 ms
- R. Feller
- Aug 18, 2023
- 2026-07-23T15:16:21.132Z
⏱️ - 1 min, 21 sec, 162 ms
- T. Vermeulen
- Aug 18, 2023
- 2026-07-23T15:16:20.740Z
⏱️ - 1 min, 21 sec, 140 ms
- J. Aitken
- Aug 18, 2023
- 2026-07-23T15:16:20.434Z
⏱️ - 1 min, 21 sec, 70 ms
- M. Engel
- Aug 18, 2023
- 2026-07-23T15:16:20.124Z
⏱️ - 1 min, 21 sec, 64 ms
- K. van der Linde
- Aug 18, 2023
- 2026-07-23T15:16:19.800Z
⏱️ - 1 min, 20 sec, 902 ms
- L. Auer
- Aug 18, 2023
- 2026-07-23T15:16:19.493Z
⏱️ - 1 min, 20 sec, 780 ms
- J. Owega
- Aug 18, 2023
- 2026-07-23T15:16:19.184Z
⏱️ - 2 min, 36 sec, 253 ms
- J. Aitken
- Aug 18, 2023
- 2026-07-23T15:15:02.714Z
⏱️ - 2 min, 28 sec, 629 ms
- T. Vermeulen
- Aug 18, 2023
- 2026-07-23T15:15:02.370Z
⏱️ - 1 min, 22 sec, 820 ms
- A. Deledda
- Aug 18, 2023
- 2026-07-23T15:15:02.079Z
⏱️ - 1 min, 22 sec, 156 ms
- S. Holzem
- Aug 18, 2023
- 2026-07-23T15:15:01.766Z
⏱️ - 1 min, 21 sec, 926 ms
- L. Heinrich
- Aug 18, 2023
- 2026-07-23T15:15:01.362Z
⏱️ - 1 min, 21 sec, 793 ms
- D. Olsen
- Aug 18, 2023
- 2026-07-23T15:15:00.893Z
⏱️ - 1 min, 21 sec, 781 ms
- T. Heinemann
- Aug 18, 2023
- 2026-07-23T15:15:00.565Z
⏱️ - 1 min, 21 sec, 686 ms
- M. Drudi
- Aug 18, 2023
- 2026-07-23T15:15:00.268Z
⏱️ - 1 min, 21 sec, 671 ms
- T. Preining
- Aug 18, 2023
- 2026-07-23T15:14:59.958Z
⏱️ - 1 min, 21 sec, 650 ms
- D. Schumacher
- Aug 18, 2023
- 2026-07-23T15:14:59.629Z
⏱️ - 1 min, 21 sec, 603 ms
- M. Paul
- Aug 18, 2023
- 2026-07-23T15:14:59.193Z
⏱️ - 1 min, 21 sec, 597 ms
- M. Dienst
- Aug 18, 2023
- 2026-07-23T15:14:58.870Z
⏱️ - 1 min, 21 sec, 490 ms
- A. Güven
- Aug 18, 2023
- 2026-07-23T15:14:58.549Z
⏱️ - 1 min, 21 sec, 483 ms
- R. Feller
- Aug 18, 2023
- 2026-07-23T15:14:58.183Z
⏱️ - 1 min, 21 sec, 451 ms
- L. Stolz
- Aug 18, 2023
- 2026-07-23T15:14:57.873Z
⏱️ - 1 min, 21 sec, 407 ms
- M. Engel
- Aug 18, 2023
- 2026-07-23T15:14:57.545Z
⏱️ - 1 min, 21 sec, 370 ms
- L. Engstler
- Aug 18, 2023
- 2026-07-23T15:14:57.168Z
⏱️ - 1 min, 21 sec, 347 ms
- S. van der Linde
- Aug 18, 2023
- 2026-07-23T15:14:56.744Z
⏱️ - 1 min, 21 sec, 346 ms
- M. Wittmann
- Aug 18, 2023
- 2026-07-23T15:14:56.439Z
⏱️ - 1 min, 21 sec, 280 ms
- R. Rast
- Aug 18, 2023
- 2026-07-23T15:14:56.003Z
⏱️ - 1 min, 21 sec, 273 ms
- C. Schmid
- Aug 18, 2023
- 2026-07-23T15:14:55.672Z
⏱️ - 1 min, 21 sec, 247 ms
- A. Maini
- Aug 18, 2023
- 2026-07-23T15:14:55.267Z
⏱️ - 1 min, 21 sec, 246 ms
- P. Niederhauser
- Aug 18, 2023
- 2026-07-23T15:14:54.729Z
⏱️ - 1 min, 21 sec, 180 ms
- M. Bortolotti
- Aug 18, 2023
- 2026-07-23T15:14:54.165Z
⏱️ - 1 min, 21 sec, 120 ms
- L. Auer
- Aug 18, 2023
- 2026-07-23T15:14:53.444Z
⏱️ - 1 min, 21 sec, 117 ms
- J. Owega
- Aug 18, 2023
- 2026-07-23T15:14:52.575Z
⏱️ - 1 min, 21 sec, 18 ms
- K. van der Linde
- Aug 18, 2023
- 2026-07-23T15:14:51.842Z
⏱️ - 1 min, 20 sec, 939 ms
- F. Perera
- Aug 18, 2023
- 2026-07-23T15:14:51.149Z
⏱️ - 1 min, 34 sec, 205 ms
- A. Deledda
- Aug 6, 2023
- 2026-07-22T09:42:23.992Z
⏱️ - 1 min, 33 sec, 854 ms
- F. Perera
- Aug 6, 2023
- 2026-07-22T09:42:23.568Z
⏱️ - 1 min, 32 sec, 63 ms
- T. Vermeulen
- Aug 6, 2023
- 2026-07-22T09:42:23.237Z
⏱️ - 1 min, 31 sec, 892 ms
- P. Niederhauser
- Aug 6, 2023
- 2026-07-22T09:42:22.917Z
⏱️ - 1 min, 31 sec, 602 ms
- C. Schmid
- Aug 6, 2023
- 2026-07-22T09:42:22.576Z
⏱️ - 1 min, 31 sec, 435 ms
- M. Drudi
- Aug 6, 2023
- 2026-07-22T09:42:22.256Z
⏱️ - 1 min, 31 sec, 389 ms
- S. Holzem
- Aug 6, 2023
- 2026-07-22T09:42:21.924Z
⏱️ - 1 min, 31 sec, 383 ms
- L. Stolz
- Aug 6, 2023
- 2026-07-22T09:42:21.584Z
⏱️ - 1 min, 31 sec, 365 ms
- L. Engstler
- Aug 6, 2023
- 2026-07-22T09:42:21.249Z
⏱️ - 1 min, 31 sec, 302 ms
- T. Preining
- Aug 6, 2023
- 2026-07-22T09:42:20.905Z
⏱️ - 1 min, 31 sec, 257 ms
- J. Owega
- Aug 6, 2023
- 2026-07-22T09:42:20.554Z
⏱️ - 1 min, 31 sec, 184 ms
- A. Maini
- Aug 6, 2023
- 2026-07-22T09:42:20.221Z
⏱️ - 1 min, 31 sec, 41 ms
- M. Paul
- Aug 6, 2023
- 2026-07-22T09:42:19.852Z
⏱️ - 1 min, 31 sec, 3 ms
- R. Rast
- Aug 6, 2023
- 2026-07-22T09:42:19.523Z
⏱️ - 1 min, 30 sec, 969 ms
- L. Heinrich
- Aug 6, 2023
- 2026-07-22T09:42:19.134Z
⏱️ - 1 min, 30 sec, 928 ms
- K. van der Linde
- Aug 6, 2023
- 2026-07-22T09:42:18.757Z
⏱️ - 1 min, 30 sec, 899 ms
- T. Heinemann
- Aug 6, 2023
- 2026-07-22T09:42:18.344Z
⏱️ - 1 min, 30 sec, 654 ms
- D. Olsen
- Aug 6, 2023
- 2026-07-22T09:42:17.947Z
⏱️ - 1 min, 30 sec, 503 ms
- M. Engel
- Aug 6, 2023
- 2026-07-22T09:42:17.624Z
⏱️ - 1 min, 30 sec, 477 ms
- M. Wittmann
- Aug 6, 2023
- 2026-07-22T09:42:17.298Z
⏱️ - 1 min, 30 sec, 340 ms
- L. Auer
- Aug 6, 2023
- 2026-07-22T09:42:16.965Z
⏱️ - 1 min, 30 sec, 277 ms
- D. Schumacher
- Aug 6, 2023
- 2026-07-22T09:42:16.628Z
⏱️ - 1 min, 30 sec, 28 ms
- J. Aitken
- Aug 6, 2023
- 2026-07-22T09:42:16.291Z
⏱️ - 1 min, 29 sec, 809 ms
- S. van der Linde
- Aug 6, 2023
- 2026-07-22T09:42:15.872Z
⏱️ - 1 min, 29 sec, 562 ms
- R. Feller
- Aug 6, 2023
- 2026-07-22T09:42:15.537Z
⏱️ - 1 min, 26 sec, 847 ms
- A. Deledda
- Aug 5, 2023
- 2026-07-22T09:22:00.875Z
⏱️ - 1 min, 26 sec, 755 ms
- L. Engstler
- Aug 5, 2023
- 2026-07-22T09:22:00.572Z
⏱️ - 1 min, 26 sec, 519 ms
- S. Holzem
- Aug 5, 2023
- 2026-07-22T09:22:00.266Z
⏱️ - 1 min, 26 sec, 228 ms
- T. Heinemann
- Aug 5, 2023
- 2026-07-22T09:21:59.899Z
⏱️ - 1 min, 26 sec, 144 ms
- C. Engelhart
- Aug 5, 2023
- 2026-07-22T09:21:59.599Z
⏱️ - 1 min, 26 sec, 127 ms
- J. Owega
- Aug 5, 2023
- 2026-07-22T09:21:59.275Z
⏱️ - 1 min, 26 sec, 53 ms
- A. Maini
- Aug 5, 2023
- 2026-07-22T09:21:58.915Z
⏱️ - 1 min, 26 sec, 24 ms
- A. Güven
- Aug 5, 2023
- 2026-07-22T09:21:58.487Z
⏱️ - 1 min, 25 sec, 985 ms
- M. Drudi
- Aug 5, 2023
- 2026-07-22T09:21:58.133Z
⏱️ - 1 min, 25 sec, 980 ms
- M. Engel
- Aug 5, 2023
- 2026-07-22T09:21:57.805Z
⏱️ - 1 min, 25 sec, 953 ms
- L. Stolz
- Aug 5, 2023
- 2026-07-22T09:21:57.445Z
⏱️ - 1 min, 25 sec, 929 ms
- M. Paul
- Aug 5, 2023
- 2026-07-22T09:21:57.089Z
⏱️ - 1 min, 25 sec, 924 ms
- S. van der Linde
- Aug 5, 2023
- 2026-07-22T09:21:56.663Z
⏱️ - 1 min, 25 sec, 907 ms
- C. Schmid
- Aug 5, 2023
- 2026-07-22T09:21:56.269Z
⏱️ - 1 min, 25 sec, 903 ms
- T. Vermeulen
- Aug 5, 2023
- 2026-07-22T09:21:55.880Z
⏱️ - 1 min, 25 sec, 891 ms
- D. Schumacher
- Aug 5, 2023
- 2026-07-22T09:21:55.466Z
⏱️ - 1 min, 25 sec, 857 ms
- L. Heinrich
- Aug 5, 2023
- 2026-07-22T09:21:55.118Z
⏱️ - 1 min, 25 sec, 823 ms
- P. Niederhauser
- Aug 5, 2023
- 2026-07-22T09:21:54.817Z
⏱️ - 1 min, 25 sec, 754 ms
- M. Wittmann
- Aug 5, 2023
- 2026-07-22T09:21:54.495Z
⏱️ - 1 min, 25 sec, 662 ms
- R. Rast
- Aug 5, 2023
- 2026-07-22T09:21:54.159Z
⏱️ - 1 min, 25 sec, 602 ms
- L. Auer
- Aug 5, 2023
- 2026-07-22T09:21:53.832Z
⏱️ - 1 min, 25 sec, 567 ms
- D. Olsen
- Aug 5, 2023
- 2026-07-22T09:21:53.508Z
⏱️ - 1 min, 25 sec, 485 ms
- F. Perera
- Aug 5, 2023
- 2026-07-22T09:21:53.202Z
⏱️ - 1 min, 25 sec, 438 ms
- J. Aitken
- Aug 5, 2023
- 2026-07-22T09:21:52.843Z
⏱️ - 1 min, 25 sec, 422 ms
- K. van der Linde
- Aug 5, 2023
- 2026-07-22T09:21:52.496Z
⏱️ - 1 min, 25 sec, 398 ms
- R. Feller
- Aug 5, 2023
- 2026-07-22T09:21:52.138Z
⏱️ - 1 min, 25 sec, 278 ms
- T. Preining
- Aug 5, 2023
- 2026-07-22T09:21:51.834Z
⏱️ - 1 min, 25 sec, 118 ms
- M. Bortolotti
- Aug 5, 2023
- 2026-07-22T09:21:51.401Z
⏱️ - 1 min, 28 sec, 237 ms
- M. Engel
- Aug 4, 2023
- 2026-07-22T09:06:21.199Z
⏱️ - 1 min, 27 sec, 742 ms
- S. Holzem
- Aug 4, 2023
- 2026-07-22T09:06:20.778Z
⏱️ - 1 min, 27 sec, 672 ms
- A. Deledda
- Aug 4, 2023
- 2026-07-22T09:06:20.469Z
⏱️ - 1 min, 27 sec, 504 ms
- L. Engstler
- Aug 4, 2023
- 2026-07-22T09:06:20.161Z
⏱️ - 1 min, 27 sec, 161 ms
- M. Paul
- Aug 4, 2023
- 2026-07-22T09:06:19.835Z
⏱️ - 1 min, 27 sec, 150 ms
- D. Olsen
- Aug 4, 2023
- 2026-07-22T09:06:19.499Z
⏱️ - 1 min, 27 sec, 69 ms
- M. Drudi
- Aug 4, 2023
- 2026-07-22T09:06:19.178Z
⏱️ - 1 min, 27 sec, 36 ms
- A. Maini
- Aug 4, 2023
- 2026-07-22T09:06:18.870Z
⏱️ - 1 min, 27 sec, 12 ms
- T. Heinemann
- Aug 4, 2023
- 2026-07-22T09:06:18.532Z
⏱️ - 1 min, 26 sec, 988 ms
- M. Wittmann
- Aug 4, 2023
- 2026-07-22T09:06:18.037Z
⏱️ - 1 min, 26 sec, 911 ms
- S. van der Linde
- Aug 4, 2023
- 2026-07-22T09:06:17.688Z
⏱️