|
2008 Grinch Grand Prix |
Amarillo R/C Motocross |
12/14/2008 |
| Pos. | Car | Driver's Name | Total Laps | Total Time | Fastest Lap | On Lap | Avg. Speed | Status |
| 1 | 2 | Michael Johnson | 10 | 00:06:08.368 | 00:34.325 | 7 | 13.327 | Done! |
| 2 | 12 | Wesley Garrison | 10 | 00:06:35.540 | 00:36.057 | 8 | 12.411 | Done! |
| 3 | 11 | Chance Mcdaniel | 9 | 00:06:00.362 | 00:34.919 | 4 | 12.260 | Done! |
| 4 | 5 | Ken Havins | 9 | 00:06:05.716 | 00:36.861 | 5 | 12.081 | Done! |
| 5 | 9 | Chris Durham | 9 | 00:06:09.159 | 00:37.098 | 3 | 11.968 | Done! |
| 6 | 6 | Dak Kosechata | 9 | 00:06:22.462 | 00:36.838 | 3 | 11.552 | Done! |
| 7 | 3 | Brad Nalley | 9 | 00:06:27.098 | 00:37.255 | 2 | 11.414 | Done! |
| 8 | 7 | Hugh Mcginnis | 9 | 00:06:31.369 | 00:39.122 | 8 | 11.289 | Done! |
| 9 | 8 | Keevin Sharp | 8 | 00:04:58.886 | 00:33.933 | 2 | 13.140 | DNF |
| 10 | 4 | David Reighley | 8 | 00:06:01.183 | 00:39.797 | 8 | 10.873 | Done! |
| Race Lap |
Car # 2 Lap=P/T |
Car # 12 Lap=P/T |
Car # 11 Lap=P/T |
Car # 5 Lap=P/T |
Car # 9 Lap=P/T |
Car # 6 Lap=P/T |
Car # 3 Lap=P/T |
Car # 7 Lap=P/T |
Car # 8 Lap=P/T |
Car # 4 Lap=P/T |
| 1 | 1=1/39.288 | 1=2/44.722 | 1=4/48.514 | 1=7/51.892 | 1=6/50.685 | 1=9/53.635 | 1=5/50.359 | 1=10/54.241 | 1=3/45.085 | 1=8/52.634 |
| 2 | 2=1/38.999 | 2=3/38.232 | 2=5/39.720 | 2=6/36.873 | 2=7/40.753 | 2=8/42.700 | 2=4/37.255 | 2=10/43.565 | 2=2/33.933 | 2=9/44.823 |
| 3 | 3=1/35.594 | 3=3/37.139 | 3=4/38.445 | 3=6/40.327 | 3=5/37.098 | 3=7/36.838 | 3=8/45.744 | 3=9/43.103 | 3=2/34.991 | 3=10/44.142 |
| 4 | 4=2/35.820 | 4=4/43.960 | 4=3/34.919 | 4=5/39.073 | 4=6/40.973 | 4=7/46.212 | 4=9/49.413 | 4=8/39.432 | 4=1/35.646 | |
| 5 | 5=1/35.489 | 5=4/38.175 | 5=3/37.105 | 5=5/36.861 | 5=6/38.425 | 5=2/42.606 | 4=10/45.326 | |||
| 6 | 6=1/36.521 | 6=4/37.000 | 6=3/35.929 | 6=5/41.090 | 6=6/39.648 | 5=9/48.507 | 5=7/39.355 | 5=8/42.357 | 6=2/34.723 | 5=10/42.684 |
| 7 | 7=1/34.325 | 7=4/38.522 | 7=3/40.759 | 7=5/37.083 | 7=6/41.480 | 6=8/38.318 | 6=9/44.774 | 6=7/41.440 | 7=2/37.707 | 6=10/44.078 |
| 8 | 8=1/38.974 | 8=3/36.057 | 8=4/48.133 | 8=5/43.368 | 8=6/38.048 | 7=8/38.852 | 7=7/37.836 | 7=9/42.441 | 8=2/34.195 | 7=10/47.699 |
| 9 | 9=1/35.015 | 9=2/42.682 | 9=3/36.838 | 9=4/39.149 | 8=7/38.617 | 8=8/40.279 | 8=9/39.122 | 8=10/39.797 | ||
| 10 | 10=1/38.343 | 10=2/39.051 | 9=5/42.049 | 9=6/38.783 | 9=7/42.083 | 9=8/45.668 |