So for no particular reason, I started to wonder about the average speeds on the different tracks. Obviously the results we see are all based on time, but I got curious what they would be converted to speed, in MPH. Since we know the distance of each track, I was able to calculate the average speed (MPH) for each, based on the global top lap times. Below are the results, sorted from fastest to slowest average speed. Note, of course, that the accuracy of these speeds is dependent on the precision of the distance measurement. But, since this is all in fun, Im figuring close enough for Torn.
| Global Best Lap Times | |||
| Track | Distance (m) | Time (s) | Avg. Speed |
| Speedway | 0.9 | 26.42 | 122.63 |
| Uptown | 2.25 | 71.9 | 112.66 |
| Withdrawal | 3.4 | 112.26 | 109.03 |
| Mudpit | 1.06 | 35.5 | 107.49 |
| Stone Park | 2.08 | 71.76 | 104.35 |
| Convict | 1.64 | 59.48 | 99.26 |
| Two Islands | 2.71 | 99.43 | 98.12 |
| Docks | 3.81 | 160.78 | 85.31 |
| Parkland | 3.43 | 150.1 | 82.27 |
| Commerce | 1.09 | 49.5 | 79.27 |
| Meltdown | 1.2 | 56.69 | 76.20 |
| Hammerhead | 1.16 | 55.04 | 75.87 |
| Underdog | 1.73 | 85.14 | 73.15 |
| Vector | 1.16 | 60.33 | 69.22 |
| Industrial | 1.35 | 76.99 | 63.13 |
| Sewage | 1.5 | 93.51 | 57.75 |
| Global Best | ||||
| Track | Distance (m) | Time (s) | Avg. Speed | Car |
| Speedway | 0.9 | 26.42 | 122.63 | Veyron |
| Dover | 1.0 | 21.89 | 164.44 | NASCAR |
Cheers,