| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Kart 11 | Kart 5 | Kart 21 | Kart 20 | Kart 4 | Kart 8 | Kart 1 | Kart 6 | Kart 3 | Kart 14 | Kart 12 | Kart 13 | Kart 9 | Kart 10 | Kart 22 | Kart 2 | Kart 18 | Kart 17 |
| Kart | 11 | 5 | 21 | 20 | 4 | 8 | 1 | 6 | 3 | 14 | 12 | 13 | 9 | 10 | 22 | 2 | 18 | 15 |
| 1 | 1:09.215 P1 | 1:15.909 P3 (~70.703) +60.610 | 1:12.107 P5 (~10.093) +-10.125 | 1:12.655 P11 (~30.312) +10.094 | 1:19.107 P4 (~80.828) +50.516 | 1:16.632 P4 (~20.218) +-60.610 | 1:16.001 P1 (~20.218) +20.218 | 1:30.213 P3 (~20.218) +-50.485 | 1:15.613 P3 (~30.312) +10.094 | 1:22.218 P5 (~80.828) +70.735 | 1:22.312 P2 | 1:15.332 P1 (~50.500) +30.282 | 1:26.189 P6 (~30.312) +-50.516 | 1:18.657 P2 (~10.093) +10.093 | 1:27.215 P7 (~90.922) +60.610 | 1:27.316 P1 (~10.093) +-40.407 | 1:27.940 P8 (~20.218) +-70.704 | 1:44.564 P8 (~20.218) |
| 2 | 1:09.875 P1 | 1:11.442 P2 (~70.672) +70.672 | 1:17.093 P4 (~20.219) +-60.531 | 1:25.709 P15 (~40.390) | 1:14.776 P3 (~80.750) +20.156 | 1:18.309 P7 (~20.219) | 1:17.758 P5 (~20.219) | 1:20.275 P9 (~20.219) +-10.093 | 1:18.361 P8 (~30.312) +10.093 | 1:22.374 P11 (~90.890) +70.671 | 1:27.746 P9 (~20.219) | 1:15.038 P2 (~60.594) +-10.078 | 1:22.619 P13 (~40.390) +10.078 | 1:18.287 P6 (~20.219) | 1:20.778 P12 (~100.984) +10.094 | 1:22.971 P6 (~20.219) | 1:22.470 P12 (~30.312) +-70.672 | 1:38.876 P18 (~50.484) +10.094 |
| 3 | 1:08.455 P1 | 1:11.608 P2 (~70.718) +70.718 | 1:15.361 P5 (~20.218) +-60.579 | 1:21.428 P13 (~50.500) +20.188 | 1:14.812 P4 (~80.797) +50.485 | 1:14.702 P3 (~30.312) +-40.406 | 1:20.368 P7 (~30.312) +-30.313 | 1:17.117 P7 (~30.312) | 1:15.656 P7 (~40.375) +10.063 | 1:16.133 P8 (~90.890) +60.578 | 1:18.117 P7 (~30.312) +-10.063 | 1:15.370 P5 (~60.625) +40.407 | 1:22.134 P15 (~50.500) +-60.593 | 1:28.335 P11 (~40.375) +-50.515 | 1:24.472 P14 (~111.093) +60.593 | 1:21.957 P12 (~30.312) +-10.063 | 1:28.684 P15 (~50.500) | 1:34.103 P18 (~70.718) +20.218 |
| 4 | 1:08.709 P1 | 1:10.806 P2 (~70.704) +70.704 | 1:15.148 P6 (~30.266) +-40.438 | 1:19.881 P14 (~60.579) +20.204 | 1:15.483 P4 (~90.907) +50.532 | 1:27.117 P3 (~40.375) +-30.329 | 1:15.973 P9 (~40.375) | 1:17.059 P11 (~40.375) | 1:18.249 P8 (~40.375) +10.109 | 1:14.830 P5 (~101.032) +10.125 | 1:15.531 P7 (~30.266) | 1:15.505 P5 (~70.704) +-30.328 | 1:22.140 P16 (~60.579) | 1:17.636 P12 (~50.469) +10.094 | 1:17.580 P12 (~121.235) +70.766 | 1:19.374 P13 (~40.375) +-80.860 | 1:22.631 P17 (~60.579) | 1:33.382 P18 (~101.032) +40.453 |
| 5 | 1:09.308 P1 | 1:10.687 P2 (~70.734) +70.734 | 1:12.087 P3 (~30.328) +-40.406 | 1:11.958 P15 (~60.640) +-70.750 | 1:12.213 P5 (~90.953) +50.532 | 1:24.623 P7 (~60.640) +-40.406 | 1:14.469 P4 (~40.421) +10.093 | 1:13.929 P4 (~40.421) | 1:21.979 P11 (~60.640) | 1:13.829 P6 (~101.046) +10.093 | 1:14.540 P4 (~40.421) | 1:18.028 P11 (~70.734) +10.094 | 1:32.174 P16 (~80.859) +20.219 | 1:16.872 P12 (~50.531) +-20.203 | 1:18.878 P14 (~131.390) +90.969 | 1:18.387 P13 (~40.421) +-10.110 | 1:22.564 P17 (~70.734) +-10.125 | 1:35.453 P18 (~121.265) +50.531 |
| 6 | 1:10.829 P1 | 1:09.926 P2 (~70.750) +70.750 | 1:15.582 P4 (~30.312) +-30.344 | 1:11.211 P3 (~60.656) +-10.094 | 1:13.038 P5 (~90.984) +60.672 | 1:13.087 P6 (~60.656) +-30.328 | 1:13.745 P6 (~40.406) +-20.250 | 1:13.543 P6 (~40.406) | 1:13.414 P6 (~60.656) +20.250 | 1:13.487 P8 (~101.078) +60.672 | 1:13.776 P6 (~40.406) +-20.250 | 1:18.016 P12 (~80.859) +-20.219 | 1:15.830 P13 (~90.984) +10.125 | 1:17.597 P13 (~60.656) +-30.328 | 1:18.765 P15 (~141.469) +80.813 | 1:18.734 P15 (~50.531) +-90.938 | 1:23.502 P17 (~90.984) +40.453 | 1:35.109 P18 (~141.469) +50.485 |
| 7 | 1:10.029 P1 | 1:09.821 P2 (~70.719) +70.719 | 1:11.358 P4 (~40.437) +-30.282 | 1:15.824 P3 (~70.719) | 1:13.888 P5 (~90.937) +50.500 | 1:14.205 P6 (~60.641) +-30.296 | 1:13.270 P7 (~40.437) +-20.204 | 1:13.305 P8 (~50.531) +10.094 | 1:15.891 P9 (~60.641) +10.110 | 1:14.901 P10 (~111.125) +50.484 | 1:13.941 P11 (~40.437) +-70.688 | 1:14.632 P12 (~90.937) +50.500 | 1:18.391 P13 (~106.016) +15.079 | 1:17.441 P14 (~60.641) +-45.375 | 1:23.065 P15 (~151.547) +90.906 | 1:18.969 P16 (~60.641) +-90.906 | 1:21.515 P17 (~106.016) +45.375 | 1:37.636 P18 (~171.766) +65.750 |
| 8 | 1:09.977 P1 | 1:21.574 P2 (~90.906) +90.906 | 1:11.076 P4 (~50.484) +-40.422 | 1:24.152 P3 (~90.906) | 1:21.700 P6 (~90.906) +40.422 | 1:13.932 P7 (~60.609) +-30.297 | 1:14.438 P8 (~60.609) | 1:20.335 P9 (~80.812) +20.203 | 1:14.717 P11 (~60.609) +-20.203 | 1:21.645 P12 (~111.125) +50.516 | 1:22.577 P14 (~90.906) +-20.219 | 1:25.446 P16 (~90.906) | ||||||
| 9 | 1:19.774 P1 | |||||||||||||||||
| Best | 1:08.455 | 1:09.821 | 1:11.076 | 1:11.211 | 1:12.213 | 1:13.087 | 1:13.270 | 1:13.305 | 1:13.414 | 1:13.487 | 1:13.776 | 1:14.632 | 1:15.830 | 1:16.872 | 1:17.580 | 1:18.387 | 1:21.515 | 1:33.382 |
| Avg | 1:10.685 | 1:12.721 | 1:13.726 | 1:17.852 | 1:14.759 | 1:18.796 | 1:15.689 | 1:17.484 | 1:17.437 | 1:16.824 | 1:17.585 | 1:16.695 | 1:22.782 | 1:19.675 | 1:21.536 | 1:21.644 | 1:24.186 | 1:37.017 |
| Dev | 3.286 | 3.799 | 2.163 | 5.342 | 2.058 | 4.834 | 2.252 | 5.304 | 2.637 | 3.549 | 4.682 | 2.238 | 4.903 | 3.669 | 3.255 | 3.160 | 2.670 | 3.557 |