Result comparison on Keitune, 1:8 Nitro on-road sportscars
| 01.12.2022 [21:09] | Martin W. | |
| | | | |
| 108 Laps | 30:10.766 Time | |
| | | |
| vs |
| Jason G | 04.12.2022 [22:13] | |
| | | | | |
| 104 Laps | 30:07.166 Time | |
| | | | |
|
| | |
Event race (2022 SEASON 2 1:8 NITRO SPORTSCARS ROUND 7, MAIN FINAL) | Race type | Event race (2022 SEASON 2 1:8 NITRO SPORTSCARS ROUND 7, MAIN FINAL) |
| Race statistics | |
| lap 34, 00:15.930 | fastest lap | lap 59, 00:16.496 | |
| lap 46, 00:21.056 | slowest lap | lap 9, 00:20.324 | |
| 00:16.357 | avg. laptime | 00:16.921 | |
| lap 76, 00:22.080 | fastest pitstop | lap 90, 00:22.724 | |
| lap 18, 00:22.496 | slowest pitstop | lap 41, 00:23.354 | |
| 00:16.630 | avg. race laptime | 00:17.210 | |
| 115.9 | top speed | 115.1 | |
| | | | |
| | LAP | TIME | POS | INC | TIME DIFFERENCE | LAP | TIME | POS | INC | | |
| | 0 | 00:14.648 | 1 | P |  | +2.652 | 0 | 00:17.300 | 3 | PX | | |
| | 1 | 00:16.446 | 1 | |  | +2.936 | 1 | 00:16.730 | 3 | X | | |
| | 2 | 00:17.398 | 1 | |  | +2.624 | 2 | 00:17.086 | 3 | | | |
| | 3 | 00:16.530 | 1 | |  | +2.744 | 3 | 00:16.650 | 3 | X | | |
| | 4 | 00:16.830 | 1 | |  | +2.512 | 4 | 00:16.598 | 3 | X | | |
| | 5 | 00:16.014 | 1 | |  | +3.574 | 5 | 00:17.076 | 3 | | | |
| | 6 | 00:16.246 | 1 | |  | +4.082 | 6 | 00:16.754 | 3 | X | | |
| | 7 | 00:16.246 | 1 | |  | +4.482 | 7 | 00:16.646 | 3 | X | | |
| | 8 | 00:16.414 | 1 | |  | +5.030 | 8 | 00:16.962 | 3 | | | |
| | 9 | 00:16.264 | 1 | |  | +9.090 | 9 | 00:20.324 | 3 | | Slowest lap | |
| | 10 | 00:16.680 | 1 | |  | +9.210 | 10 | 00:16.800 | 3 | | | |
| | 11 | 00:16.328 | 1 | |  | +9.632 | 11 | 00:16.750 | 3 | | | |
| | 12 | 00:16.314 | 1 | |  | +10.434 | 12 | 00:17.116 | 3 | X | | |
| | 13 | 00:16.380 | 1 | |  | +10.854 | 13 | 00:16.800 | 3 | | | |
| | 14 | 00:16.380 | 1 | X |  | +11.336 | 14 | 00:16.862 | 3 | | | |
| | 15 | 00:16.330 | 1 | |  | +11.886 | 15 | 00:16.880 | 3 | | | |
| | 16 | 00:16.232 | 1 | |  | +12.406 | 16 | 00:16.752 | 3 | X | | |
| | 17 | 00:16.096 | 1 | |  | +13.192 | 17 | 00:16.882 | 3 | X | | |
| | 18 | 00:22.496 | 1 | P |  | +7.694 | 18 | 00:16.998 | 3 | | | |
| | 19 | 00:16.112 | 1 | |  | +8.486 | 19 | 00:16.904 | 3 | | | |
| | 20 | 00:17.348 | 1 | |  | +13.970 | 20 | 00:22.832 | 3 | PX | | |
| | 21 | 00:16.430 | 1 | |  | +14.474 | 21 | 00:16.934 | 3 | | | |
| | 22 | 00:16.314 | 1 | |  | +15.896 | 22 | 00:17.736 | 3 | X | | |
| | 23 | 00:16.162 | 1 | |  | +16.316 | 23 | 00:16.582 | 3 | X | | |
| | 24 | 00:16.148 | 1 | |  | +16.824 | 24 | 00:16.656 | 3 | X | | |
| | 25 | 00:16.346 | 1 | |  | +17.388 | 25 | 00:16.910 | 3 | X | | |
| | 26 | 00:16.130 | 1 | |  | +17.776 | 26 | 00:16.518 | 3 | | | |
| | 27 | 00:16.148 | 1 | |  | +18.402 | 27 | 00:16.774 | 3 | | | |
| | 28 | 00:16.312 | 1 | |  | +18.840 | 28 | 00:16.750 | 3 | | | |
| | 29 | 00:16.114 | 1 | |  | +19.590 | 29 | 00:16.864 | 3 | | | |
| | 30 | 00:16.216 | 1 | |  | +20.078 | 30 | 00:16.704 | 3 | X | | |
| | 31 | 00:16.110 | 1 | |  | +20.844 | 31 | 00:16.876 | 3 | X | | |
| | 32 | 00:16.514 | 1 | |  | +21.108 | 32 | 00:16.778 | 3 | | | |
| | 33 | 00:16.098 | 1 | |  | +21.704 | 33 | 00:16.694 | 3 | | | |
| Fastest lap | 34 | 00:15.930 | 1 | |  | +22.638 | 34 | 00:16.864 | 3 | | | |
| | 35 | 00:16.264 | 1 | |  | +23.182 | 35 | 00:16.808 | 3 | | | |
| | 36 | 00:16.030 | 1 | |  | +23.858 | 36 | 00:16.706 | 3 | | | |
| | 37 | 00:22.196 | 1 | P |  | +19.416 | 37 | 00:17.754 | 3 | | | |
| | 38 | 00:16.196 | 1 | |  | +19.930 | 38 | 00:16.710 | 3 | | | |
| | 39 | 00:16.214 | 1 | X |  | +20.232 | 39 | 00:16.516 | 3 | | | |
| | 40 | 00:16.248 | 1 | |  | +20.788 | 40 | 00:16.804 | 3 | | | |
| | 41 | 00:16.244 | 1 | |  | +27.898 | 41 | 00:23.354 | 3 | PX | | |
| | 42 | 00:16.282 | 1 | |  | +28.750 | 42 | 00:17.134 | 3 | | | |
| | 43 | 00:16.012 | 1 | |  | +29.270 | 43 | 00:16.532 | 3 | | | |
| | 44 | 00:16.164 | 1 | X |  | +29.770 | 44 | 00:16.664 | 3 | X | | |
| | 45 | 00:16.314 | 1 | |  | +30.182 | 45 | 00:16.726 | 3 | | | |
| Slowest lap | 46 | 00:21.056 | 1 | X |  | +25.678 | 46 | 00:16.552 | 3 | X | | |
| | 47 | 00:16.280 | 1 | |  | +27.028 | 47 | 00:17.630 | 3 | X | | |
| | 48 | 00:16.198 | 1 | |  | +27.604 | 48 | 00:16.774 | 3 | X | | |
| | 49 | 00:16.212 | 1 | |  | +29.148 | 49 | 00:17.756 | 3 | X | | |
| | 50 | 00:16.430 | 1 | |  | +29.472 | 50 | 00:16.754 | 3 | | | |
| | 51 | 00:16.214 | 1 | |  | +29.908 | 51 | 00:16.650 | 3 | X | | |
| | 52 | 00:16.246 | 1 | |  | +30.260 | 52 | 00:16.598 | 3 | | | |
| | 53 | 00:16.146 | 1 | |  | +30.856 | 53 | 00:16.742 | 3 | X | | |
| | 54 | 00:16.230 | 1 | |  | +31.600 | 54 | 00:16.974 | 3 | | | |
| | 55 | 00:16.080 | 1 | |  | +32.286 | 55 | 00:16.766 | 3 | X | | |
| | 56 | 00:22.144 | 1 | P |  | +26.702 | 56 | 00:16.560 | 3 | X | | |
| | 57 | 00:16.230 | 1 | |  | +27.068 | 57 | 00:16.596 | 3 | | | |
| | 58 | 00:16.230 | 1 | |  | +27.502 | 58 | 00:16.664 | 3 | X | | |
| | 59 | 00:16.248 | 1 | |  | +27.750 | 59 | 00:16.496 | 3 | | Fastest lap | |
| | 60 | 00:16.112 | 1 | |  | +28.622 | 60 | 00:16.984 | 3 | X | | |
| | 61 | 00:16.348 | 1 | |  | +28.982 | 61 | 00:16.708 | 3 | | | |
| | 62 | 00:16.230 | 1 | |  | +35.554 | 62 | 00:22.802 | 3 | PX | | |
| | 63 | 00:16.314 | 1 | |  | +36.196 | 63 | 00:16.956 | 3 | | | |
| | 64 | 00:16.196 | 1 | |  | +36.674 | 64 | 00:16.674 | 3 | | | |
| | 65 | 00:16.296 | 1 | |  | +37.004 | 65 | 00:16.626 | 3 | X | | |
| | 66 | 00:16.098 | 1 | |  | +37.782 | 66 | 00:16.876 | 3 | | | |
| | 67 | 00:16.246 | 1 | |  | +38.788 | 67 | 00:17.252 | 3 | | | |
| | 68 | 00:16.082 | 1 | |  | +39.428 | 68 | 00:16.722 | 3 | | | |
| | 69 | 00:16.212 | 1 | |  | +39.968 | 69 | 00:16.752 | 3 | | | |
| | 70 | 00:16.198 | 1 | |  | +40.536 | 70 | 00:16.766 | 3 | | | |
| | 71 | 00:16.148 | 1 | |  | +41.196 | 71 | 00:16.808 | 3 | | | |
| | 72 | 00:16.028 | 1 | |  | +41.880 | 72 | 00:16.712 | 3 | | | |
| | 73 | 00:16.214 | 1 | |  | +42.330 | 73 | 00:16.664 | 3 | X | | |
| | 74 | 00:16.182 | 1 | |  | +43.648 | 74 | 00:17.500 | 3 | X | | |
| | 75 | 00:16.362 | 1 | |  | +44.010 | 75 | 00:16.724 | 3 | | | |
| | 76 | 00:22.080 | 1 | P |  | +38.800 | 76 | 00:16.870 | 3 | | | |
| | 77 | 00:16.528 | 1 | |  | +39.354 | 77 | 00:17.082 | 3 | X | | |
| | 78 | 00:16.164 | 1 | |  | +40.230 | 78 | 00:17.040 | 3 | | | |
| | 79 | 00:16.314 | 1 | |  | +40.636 | 79 | 00:16.720 | 3 | X | | |
| | 80 | 00:16.530 | 1 | |  | +40.998 | 80 | 00:16.892 | 3 | | | |
| | 81 | 00:16.180 | 1 | |  | +41.690 | 81 | 00:16.872 | 3 | X | | |
| | 82 | 00:16.412 | 1 | |  | +41.802 | 82 | 00:16.524 | 3 | X | | |
| | 83 | 00:16.248 | 1 | |  | +48.468 | 83 | 00:22.914 | 3 | P | | |
| | 84 | 00:16.446 | 1 | |  | +48.900 | 84 | 00:16.878 | 3 | | | |
| | 85 | 00:16.264 | 1 | |  | +49.530 | 85 | 00:16.894 | 3 | | | |
| | 86 | 00:16.098 | 1 | |  | +51.220 | 86 | 00:17.788 | 3 | | | |
| | 87 | 00:16.446 | 1 | |  | +51.544 | 87 | 00:16.770 | 3 | | | |
| | 88 | 00:16.246 | 1 | |  | +52.114 | 88 | 00:16.816 | 3 | X | | |
| | 89 | 00:16.498 | 1 | |  | +52.480 | 89 | 00:16.864 | 3 | | | |
| | 90 | 00:16.314 | 1 | |  | +58.890 | 90 | 00:22.724 | 3 | PX | | |
| | 91 | 00:16.296 | 1 | |  | +59.552 | 91 | 00:16.958 | 3 | | | |
| | 92 | 00:16.130 | 1 | |  | +61.812 | 92 | 00:18.390 | 3 | X | | |
| | 93 | 00:16.164 | 1 | |  | +62.862 | 93 | 00:17.214 | 3 | | | |
| | 94 | 00:16.280 | 1 | |  | +63.484 | 94 | 00:16.902 | 3 | | | |
| | 95 | 00:22.360 | 1 | P |  | +58.518 | 95 | 00:17.394 | 3 | | | |
| | 96 | 00:16.380 | 1 | |  | +59.138 | 96 | 00:17.000 | 3 | | | |
| | 97 | 00:16.316 | 1 | |  | +59.654 | 97 | 00:16.832 | 3 | | | |
| | 98 | 00:16.510 | 1 | |  | +60.034 | 98 | 00:16.890 | 3 | | | |
| | 99 | 00:16.348 | 1 | |  | +60.480 | 99 | 00:16.794 | 3 | | | |
| | 100 | 00:16.164 | 1 | |  | +61.406 | 100 | 00:17.090 | 3 | X | | |
| | 101 | 00:16.848 | 1 | X |  | +61.532 | 101 | 00:16.974 | 3 | | | |
| | 102 | 00:17.694 | 1 | |  | +60.712 | 102 | 00:16.874 | 3 | | | |
| | 103 | 00:16.514 | 1 | |  | +61.280 | 103 | 00:17.082 | 3 | | | |
| | 104 | 00:16.246 | 1 | |  | +62.070 | 104 | 00:17.036 | 3 | | | |
| | 105 | 00:16.616 | 1 | | | | | | | | | |
| | 106 | 00:16.346 | 1 | | | | | | | | | |
| | 107 | 00:16.364 | 1 | | | | | | | | | |
| | 108 | 00:16.344 | 1 | | | | | | | | | |