| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Kart 21 | Kart 18 | Kart 9 | Kart 13 | Kart 14 | Kart 3 | Kart 11 | Kart 22 | Kart 19 | Kart 16 | Kart 8 | Kart 6 | Kart 15 | Kart 5 |
| Kart | 21 | 18 | 9 | 13 | 14 | 3 | 11 | 22 | 19 | 16 | 8 | 6 | 15 | 5 |
| 1 | 1:09.340 P4 (~50.469) | 1:11.653 P2 (~60.531) +20.140 | 1:11.703 P1 | 1:14.910 P2 | 1:13.297 P1 (~60.531) +60.531 | 1:19.725 P1 (~40.391) +-20.140 | 1:20.613 P1 (~50.469) +10.078 | 1:26.369 P7 (~40.391) +30.297 | 1:25.758 P3 (~50.469) +10.078 | 1:15.871 P3 (~50.469) | 1:17.707 P1 (~40.391) +-10.078 | 1:15.521 P2 (~40.391) +40.391 | 1:36.182 P6 (~10.094) +-10.093 | 1:20.410 P5 (~20.187) +-30.282 |
| 2 | 1:10.706 P1 | 1:14.017 P2 (~10.109) +10.109 | 1:11.588 P2 (~50.438) +40.329 | 1:13.262 P3 (~50.438) | 1:17.236 P4 (~10.109) +-40.329 | 1:16.918 P5 (~20.188) +10.079 | 1:18.960 P7 (~10.110) +-10.078 | 1:22.934 P13 (~20.188) +-60.547 | 1:20.978 P9 (~10.110) | 1:17.685 P6 (~10.110) +-10.078 | 1:17.409 P6 (~20.188) +10.078 | 1:16.276 P5 (~20.188) | 1:17.846 P10 (~50.438) +40.328 | 1:26.190 P12 (~80.735) +30.297 |
| 3 | 1:13.564 P1 | 1:11.065 P2 (~20.188) +20.188 | 1:11.464 P3 (~40.390) +20.202 | 1:14.914 P4 (~50.484) +10.094 | 2:37.113 P10 (~70.687) +60.593 | 1:13.617 P5 (~10.094) +-40.390 | 1:16.059 P5 (~10.094) | 1:24.071 P14 (~20.187) +-80.797 | 1:14.766 P5 (~10.094) | 1:16.622 P6 (~10.094) | 1:24.751 P11 (~20.187) +-50.500 | 1:15.448 P7 (~10.094) | 1:19.097 P12 (~50.484) +30.297 | 1:36.985 P13 (~100.984) +50.500 |
| 4 | 1:11.782 P1 | 1:16.431 P2 (~10.125) +-30.297 | 1:09.756 P1 (~40.422) +40.422 | 1:21.180 P5 (~60.578) +50.468 | 1:11.028 P3 (~70.672) +60.547 | 1:14.302 P6 (~10.110) +-50.468 | 1:14.820 P8 (~10.110) +-10.093 | 1:14.325 P7 (~30.297) +20.187 | 1:23.585 P7 (~20.203) +-10.094 | 1:12.836 P4 (~10.110) +-60.562 | 1:17.454 P11 (~30.297) +10.094 | 1:15.402 P9 (~20.203) +10.093 | 1:23.902 P13 (~60.578) +30.281 | 1:20.355 P14 (~111.063) +50.485 |
| 5 | 1:08.527 P1 | 1:13.863 P3 (~10.094) +-30.297 | 1:10.266 P2 (~40.391) +40.391 | 1:11.661 P5 (~60.563) +-10.093 | 1:11.639 P3 (~70.656) +60.562 | 1:12.591 P5 (~10.094) +-50.469 | 1:13.650 P8 (~20.188) | 1:12.521 P5 (~30.297) +20.203 | 1:12.655 P6 (~20.188) +10.094 | 1:12.912 P5 (~10.094) +-20.203 | 1:13.274 P9 (~30.297) +10.109 | 1:15.049 P11 (~20.188) +-10.109 | 1:23.288 P13 (~70.656) +50.468 | 1:30.642 P14 (~131.266) +60.610 |
| 6 | 1:08.213 P1 | 1:12.989 P4 | 1:08.204 P1 (~40.390) +40.390 | 1:12.133 P7 (~70.703) +40.422 | 1:09.918 P3 (~80.797) +40.407 | 1:11.192 P5 (~30.281) +30.281 | 1:11.481 P6 (~30.281) | 1:13.601 P8 (~40.390) +-30.313 | 1:14.453 P9 (~40.390) | 1:13.358 P9 (~20.218) +-20.172 | 1:13.483 P11 (~40.390) +20.172 | 1:15.199 P12 (~40.390) | 1:19.171 P13 (~90.906) +50.516 | 1:34.377 P14 (~161.625) +70.719 |
| 7 | 1:08.837 P2 (~40.422) +40.422 | 1:14.844 P4 (~30.328) +-10.094 | 1:10.699 P1 | 1:10.851 P4 (~30.281) +-0.047 | 1:09.980 P4 (~40.406) +10.125 | 1:19.498 P5 (~10.110) +-30.296 | 1:12.590 P6 (~10.110) | 1:11.481 P7 | 1:11.528 P7 | 1:12.098 P8 (~10.110) +10.110 | 1:11.712 P9 | 1:12.123 P10 | ||
| 8 | 1:10.923 P2 | 1:08.618 P3 | ||||||||||||
| Gap | (~40.422) | (~30.328) | (~40.390) | (~70.703) | (~80.797) | (~30.281) | (~30.281) | (~40.390) | (~40.390) | (~20.218) | (~40.390) | (~40.390) | (~70.656) | (~131.266) |
| Best | 1:08.213 | 1:08.618 | 1:08.204 | 1:10.851 | 1:09.918 | 1:11.192 | 1:11.481 | 1:11.481 | 1:11.528 | 1:12.098 | 1:11.712 | 1:12.123 | 1:17.846 | 1:20.355 |
| Avg | 1:10.236 | 1:12.935 | 1:10.525 | 1:14.130 | 1:24.315 | 1:15.406 | 1:15.453 | 1:17.900 | 1:17.674 | 1:14.483 | 1:16.541 | 1:15.002 | 1:23.247 | 1:28.159 |
| Dev | 1.730 | 2.282 | 1.163 | 3.219 | 29.811 | 3.112 | 3.092 | 5.813 | 5.251 | 2.032 | 4.030 | 1.229 | 6.202 | 6.423 |