Result comparison on Heemstede 2, 1:8 Nitro on-road sportscars
| 11.04.2018 [19:20] | Miquel H. | |
| | | | |
| 79 Laps | 20:14.628 Time | |
| | | |
| vs |
| Alvaro C | 14.04.2018 [20:09] | |
| | | | | |
| 75 Laps | 20:00.404 Time | |
| | | | |
|
| | |
Event race (2018 SEASON 1 1:8 NITRO SPORTSCARS ROUND 5, MAIN FINALS) | Race type | Event race (2018 SEASON 1 1:8 NITRO SPORTSCARS ROUND 5, MAIN FINALS) |
| Race statistics | |
| lap 37, 00:14.584 | fastest lap | lap 27, 00:15.266 | |
| lap 20, 00:17.710 | slowest lap | lap 7, 00:17.168 | |
| 00:15.056 | avg. laptime | 00:15.685 | |
| lap 42, 00:21.568 | fastest pitstop | lap 46, 00:21.786 | |
| lap 22, 00:22.534 | slowest pitstop | lap 69, 00:22.344 | |
| 00:15.320 | avg. race laptime | 00:15.937 | |
| 104.6 | top speed | 103.2 | |
| | | | |
| | LAP | TIME | POS | INC | TIME DIFFERENCE | LAP | TIME | POS | INC | | |
| | 0 | 00:04.336 | 3 | P | | +0.720 | 0 | 00:05.056 | 9 | P | | |
| | 1 | 00:14.764 | 3 | | | +1.956 | 1 | 00:16.000 | 9 | | | |
| | 2 | 00:15.406 | 3 | X | | +2.216 | 2 | 00:15.666 | 9 | | | |
| | 3 | 00:14.868 | 3 | | | +2.850 | 3 | 00:15.502 | 9 | X | | |
| | 4 | 00:14.692 | 3 | | | +3.624 | 4 | 00:15.466 | 9 | X | | |
| | 5 | 00:14.738 | 3 | | | +4.340 | 5 | 00:15.454 | 9 | | | |
| | 6 | 00:14.794 | 3 | | | +5.112 | 6 | 00:15.566 | 9 | X | | |
| | 7 | 00:15.128 | 3 | | | +7.152 | 7 | 00:17.168 | 9 | X | Slowest lap | |
| | 8 | 00:14.712 | 3 | | | +8.262 | 8 | 00:15.822 | 9 | X | | |
| | 9 | 00:15.114 | 3 | | | +8.634 | 9 | 00:15.486 | 9 | | | |
| | 10 | 00:14.740 | 3 | X | | +9.528 | 10 | 00:15.634 | 9 | | | |
| | 11 | 00:14.704 | 3 | | | +10.446 | 11 | 00:15.622 | 9 | X | | |
| | 12 | 00:14.826 | 3 | | | +11.312 | 12 | 00:15.692 | 9 | | | |
| | 13 | 00:14.728 | 3 | | | +12.188 | 13 | 00:15.604 | 9 | | | |
| | 14 | 00:14.692 | 3 | | | +12.884 | 14 | 00:15.388 | 9 | | | |
| | 15 | 00:15.060 | 3 | C | | +13.424 | 15 | 00:15.600 | 9 | | | |
| | 16 | 00:14.808 | 3 | | | +14.140 | 16 | 00:15.524 | 9 | | | |
| | 17 | 00:14.884 | 3 | | | +14.930 | 17 | 00:15.674 | 9 | X | | |
| | 18 | 00:14.846 | 3 | | | +15.798 | 18 | 00:15.714 | 9 | X | | |
| | 19 | 00:14.882 | 3 | X | | +16.588 | 19 | 00:15.672 | 9 | | | |
| Slowest lap | 20 | 00:17.710 | 3 | X | | +14.630 | 20 | 00:15.752 | 9 | | | |
| | 21 | 00:14.682 | 3 | X | | +15.596 | 21 | 00:15.648 | 9 | | | |
| | 22 | 00:22.534 | 3 | P | | +8.498 | 22 | 00:15.436 | 9 | | | |
| | 23 | 00:14.790 | 3 | | | +15.606 | 23 | 00:21.898 | 9 | PX | | |
| | 24 | 00:14.968 | 3 | X | | +16.050 | 24 | 00:15.412 | 9 | | | |
| | 25 | 00:14.710 | 3 | X | | +16.822 | 25 | 00:15.482 | 9 | X | | |
| | 26 | 00:14.838 | 3 | | | +17.442 | 26 | 00:15.458 | 9 | | | |
| | 27 | 00:14.704 | 3 | | | +18.004 | 27 | 00:15.266 | 9 | X | Fastest lap | |
| | 28 | 00:14.814 | 3 | X | | +18.692 | 28 | 00:15.502 | 9 | | | |
| | 29 | 00:14.882 | 3 | | | +19.540 | 29 | 00:15.730 | 9 | | | |
| | 30 | 00:15.622 | 3 | | | +19.754 | 30 | 00:15.836 | 9 | | | |
| | 31 | 00:14.766 | 3 | X | | +20.628 | 31 | 00:15.640 | 9 | | | |
| | 32 | 00:14.688 | 3 | | | +21.614 | 32 | 00:15.674 | 9 | | | |
| | 33 | 00:14.646 | 3 | | | +23.046 | 33 | 00:16.078 | 9 | | | |
| | 34 | 00:15.024 | 3 | | | +23.740 | 34 | 00:15.718 | 9 | | | |
| | 35 | 00:14.780 | 3 | | | +24.908 | 35 | 00:15.948 | 9 | | | |
| | 36 | 00:14.766 | 3 | | | +25.756 | 36 | 00:15.614 | 9 | | | |
| Fastest lap | 37 | 00:14.584 | 3 | X | | +26.674 | 37 | 00:15.502 | 9 | | | |
| | 38 | 00:14.950 | 3 | | | +27.276 | 38 | 00:15.552 | 9 | | | |
| | 39 | 00:14.624 | 3 | | | +28.138 | 39 | 00:15.486 | 9 | | | |
| | 40 | 00:14.840 | 3 | | | +28.982 | 40 | 00:15.684 | 9 | | | |
| | 41 | 00:15.122 | 3 | | | +29.512 | 41 | 00:15.652 | 9 | | | |
| | 42 | 00:21.568 | 3 | P | | +23.538 | 42 | 00:15.594 | 9 | | | |
| | 43 | 00:15.058 | 3 | | | +23.938 | 43 | 00:15.458 | 9 | | | |
| | 44 | 00:14.750 | 3 | | | +24.724 | 44 | 00:15.536 | 9 | | | |
| | 45 | 00:14.816 | 3 | | | +25.496 | 45 | 00:15.588 | 9 | | | |
| | 46 | 00:16.186 | 3 | | | +31.096 | 46 | 00:21.786 | 9 | PX | | |
| | 47 | 00:15.054 | 3 | | | +31.942 | 47 | 00:15.900 | 9 | | | |
| | 48 | 00:14.822 | 3 | | | +32.678 | 48 | 00:15.558 | 9 | | | |
| | 49 | 00:15.016 | 3 | | | +33.310 | 49 | 00:15.648 | 9 | | | |
| | 50 | 00:14.822 | 3 | | | +33.994 | 50 | 00:15.506 | 9 | | | |
| | 51 | 00:15.046 | 3 | | | +34.608 | 51 | 00:15.660 | 9 | | | |
| | 52 | 00:14.864 | 3 | | | +35.536 | 52 | 00:15.792 | 9 | | | |
| | 53 | 00:14.956 | 3 | | | +36.138 | 53 | 00:15.558 | 9 | | | |
| | 54 | 00:14.848 | 3 | | | +37.006 | 54 | 00:15.716 | 9 | | | |
| | 55 | 00:14.854 | 3 | | | +37.868 | 55 | 00:15.716 | 9 | | | |
| | 56 | 00:16.434 | 3 | X | | +37.076 | 56 | 00:15.642 | 9 | | | |
| | 57 | 00:17.422 | 3 | X | | +35.960 | 57 | 00:16.306 | 9 | | | |
| | 58 | 00:14.864 | 3 | | | +36.818 | 58 | 00:15.722 | 9 | | | |
| | 59 | 00:16.042 | 3 | X | | +36.386 | 59 | 00:15.610 | 9 | | | |
| | 60 | 00:15.340 | 3 | | | +36.606 | 60 | 00:15.560 | 9 | | | |
| | 61 | 00:14.816 | 3 | | | +37.246 | 61 | 00:15.456 | 9 | X | | |
| | 62 | 00:15.022 | 3 | | | +37.966 | 62 | 00:15.742 | 9 | | | |
| | 63 | 00:21.874 | 3 | P | | +31.684 | 63 | 00:15.592 | 9 | X | | |
| | 64 | 00:15.010 | 3 | | | +32.464 | 64 | 00:15.790 | 9 | | | |
| | 65 | 00:14.812 | 3 | X | | +33.596 | 65 | 00:15.944 | 9 | | | |
| | 66 | 00:15.252 | 3 | | | +34.088 | 66 | 00:15.744 | 9 | | | |
| | 67 | 00:15.126 | 3 | | | +34.900 | 67 | 00:15.938 | 9 | X | | |
| | 68 | 00:15.960 | 3 | | | +35.006 | 68 | 00:16.066 | 9 | | | |
| | 69 | 00:14.826 | 3 | | | +42.524 | 69 | 00:22.344 | 9 | P | | |
| | 70 | 00:15.008 | 3 | | | +43.440 | 70 | 00:15.924 | 9 | | | |
| | 71 | 00:14.864 | 3 | X | | +44.324 | 71 | 00:15.748 | 9 | X | | |
| | 72 | 00:14.888 | 3 | | | +45.366 | 72 | 00:15.930 | 9 | | | |
| | 73 | 00:14.756 | 3 | | | +46.204 | 73 | 00:15.594 | 9 | X | | |
| | 74 | 00:16.976 | 3 | | | +44.986 | 74 | 00:15.758 | 9 | | | |
| | 75 | 00:14.840 | 3 | | | +45.846 | 75 | 00:15.700 | 9 | | | |
| | 76 | 00:15.214 | 3 | X | | | | | | | | |
| | 77 | 00:14.954 | 3 | X | | | | | | | | |
| | 78 | 00:15.024 | 3 | X | | | | | | | | |
| | 79 | 00:14.878 | 3 | X | | | | | | | | |