MX Simulator
Track2023 MXSEMF Supercross - rd08 Daytona
Format 8 minutes, 1 laps
Date3/14/2023, 6:49:20 PM (773 days ago)

Results

Pos.No.NameBikeLaps Total TimeBest LapBest TimeID
1467Mathis Adam | Motion Madness 250sxf(2018)5 11:00.9530 0:00.00037174
2186Tobias Svensson 250sxf(2018)2 4:07.1170 0:00.00029012

Lap Chart

  L1 L2 L3 L4 L5
P1 186 186 467 467 467
P2 467 467

History Chart

Sorry, your browser isn't smart enough to draw the history chart.

Sorted Lap Times

TimeLapNumberName

Individual Worst Laps

TimeLapNumberName
2:01.039 2 186 Tobias Svensson
2:20.429 4 467 Mathis Adam | Motion Madness

Consistency

Std. Dev.NumberName
6.944 467 Mathis Adam | Motion Madness
- 186 Tobias Svensson

Play by Play

Tobias Svensson takes the holeshot followed by Mathis Adam | Motion Madness

0:06.984 - 0:08.210: Mathis Adam | Motion Madness passed Tobias Svensson for the lead
0:37.195 - 0:39.195: Tobias Svensson passed Mathis Adam | Motion Madness for the lead
0:48.843 - 0:51.320: Mathis Adam | Motion Madness passed Tobias Svensson for the lead
0:55.437 - 0:57.539: Tobias Svensson passed Mathis Adam | Motion Madness for the lead
0:00.000 - 2:06.078: Tobias Svensson finished lap 1 ( 2:06.078)
0:00.000 - 2:20.914: Mathis Adam | Motion Madness finished lap 1 ( 2:20.914)
2:35.429 - 2:48.406: Tobias Svensson went off the track
3:34.164 - 3:41.000: Mathis Adam | Motion Madness went off the track
2:06.078 - 4:07.117: Tobias Svensson finished lap 2 ( 2:01.039)
2:20.914 - 4:29.429: Mathis Adam | Motion Madness finished lap 2 ( 2:08.515)
5:01.671 - 5:07.625: Mathis Adam | Motion Madness went off the track
5:07.625 - 5:14.171: Mathis Adam | Motion Madness went off the track
4:29.429 - 6:31.765: Mathis Adam | Motion Madness finished lap 3 ( 2:02.335)
6:57.351 - 7:02.507: Mathis Adam | Motion Madness went off the track
6:31.765 - 8:52.195: Mathis Adam | Motion Madness finished lap 4 ( 2:20.429)
9:13.570 - 9:18.398: Mathis Adam | Motion Madness went off the track
8:52.195 - 10:57.000: Mathis Adam | Motion Madness finished lap 5 ( 2:04.804)