| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Kart 18 | Kart 17 | Kart 12 | Kart 6 | Kart 3 | Kart 20 | Kart 13 | Kart 7 | Kart 2 | Kart 19 | Kart 14 | Kart 22 | Kart 10 | Kart 9 |
| Kart | 18 | 15 | 12 | 6 | 3 | 20 | 13 | 7 | 2 | 19 | 14 | 22 | 10 | 9 |
| 1 | 1:12.136 P1 | 1:12.136 P1 (~10.172) +10.172 | 1:12.014 P1 (~50.489) +40.317 | 1:14.098 P1 (~50.489) | 1:14.163 P1 (~50.489) | 1:16.143 P13 (~40.396) +-60.578 | 1:23.585 P1 | 1:20.187 P1 | 1:31.528 P1 (~20.192) +20.192 | 1:47.717 P9 (~50.489) +-10.094 | 1:30.752 P4 (~20.192) | 1:34.862 P13 (~100.974) +60.578 | 1:48.347 P9 (~100.974) +50.485 | 2:08.950 P8 (~60.583) +40.391 |
| 2 | 1:13.110 P2 (~60.641) +60.641 | 1:13.183 P2 (~70.735) +10.094 | 1:11.471 P1 | 1:12.540 P3 | 1:11.730 P1 | 1:13.866 P4 | 1:21.563 P7 (~40.453) +40.453 | 1:21.842 P8 (~40.453) | 1:22.226 P9 (~20.250) +-20.203 | 1:36.873 P11 (~20.203) +10.078 | 1:24.997 P10 (~10.125) +-10.125 | 1:43.733 P12 (~80.781) +60.578 | 1:47.538 P13 (~90.922) +10.141 | 2:00.626 P13 (~60.547) +-30.375 |
| 3 | 1:20.850 P5 (~20.203) +-70.719 | 1:10.924 P1 | 1:13.577 P2 (~70.687) +70.687 | 1:31.700 P4 (~90.922) +20.235 | 1:14.347 P3 (~70.687) | 1:14.352 P6 (~70.687) +50.484 | 1:18.474 P7 (~40.359) +-30.328 | 1:25.946 P8 (~50.468) +10.109 | 1:22.572 P9 (~70.687) +20.219 | 1:26.273 P11 (~111.109) +40.422 | 1:28.050 P10 (~70.687) | 1:33.027 P12 (~171.828) +60.719 | 1:45.330 P13 (~192.015) +20.187 | 1:56.423 P14 (~171.828) +-20.187 |
| 4 | 1:11.315 P2 (~20.235) +20.235 | 1:12.537 P1 | 1:12.279 P3 (~80.828) +60.593 | 1:13.937 P5 (~90.969) +20.234 | 1:13.913 P4 (~70.735) +-10.093 | 1:15.710 P6 (~70.735) +-20.234 | 1:20.833 P7 (~50.531) +-20.204 | 1:25.069 P8 (~60.656) +10.125 | 1:23.119 P9 (~80.828) | 1:22.110 P10 (~121.328) +40.500 | 1:20.048 P8 (~80.828) +20.172 | 1:27.857 P12 (~192.078) +70.750 | 1:42.673 P13 (~232.422) +40.344 | 1:54.530 P14 (~222.360) +-10.062 |
| 5 | 1:18.741 P2 (~20.313) +20.313 | 1:13.421 P1 | 1:12.437 P3 (~70.828) +50.515 | 1:11.449 P3 (~80.907) +10.079 | 1:12.552 P4 (~60.719) +-20.188 | 1:13.908 P6 (~70.828) +10.109 | 1:15.693 P7 (~40.500) +-30.328 | 1:21.723 P9 (~60.719) +-20.188 | 1:18.996 P8 (~80.907) +40.407 | 1:21.759 P11 (~121.313) +40.406 | 1:22.086 P9 (~80.907) +20.188 | 1:25.452 P12 (~192.094) +70.781 | 1:50.776 P13 (~251.750) +59.656 | 1:55.602 P14 (~251.750) |
| 6 | 1:09.957 P1 | 1:10.659 P1 (~20.188) +20.188 | 1:11.188 P3 (~50.516) +30.328 | 1:14.754 P4 (~70.719) +20.203 | 1:12.917 P5 (~50.516) +-20.203 | 1:21.831 P6 (~60.578) +10.062 | 1:18.311 P7 (~30.297) +-30.281 | 1:18.847 P8 (~50.516) +20.219 | 1:19.138 P9 (~60.578) +10.062 | 1:19.356 P10 (~111.219) +50.641 | 1:34.354 P10 (~91.000) +-20.219 | 1:30.727 P12 (~192.156) +101.156 | ||
| 7 | 1:15.142 P1 | 1:21.800 P2 (~10.141) +10.141 | 1:11.133 P3 (~50.640) +40.499 | 1:13.009 P4 (~70.890) +20.250 | 1:11.622 P5 (~50.640) +-20.250 | 1:13.407 P6 (~60.781) +10.141 | 1:16.233 P7 (~40.500) +-20.281 | 1:16.078 P8 (~50.640) +10.140 | 1:44.277 P9 (~101.250) +50.610 | 2:09.382 P10 (~171.890) +70.640 | 1:22.153 P11 (~101.250) +-70.640 | |||
| 8 | 1:10.682 P1 | 1:09.968 P2 (~10.109) +10.109 | 1:12.545 P3 (~50.547) +40.438 | 1:15.959 P4 (~70.735) +20.188 | 1:12.972 P5 (~50.547) +-20.188 | 1:28.122 P6 (~80.813) +30.266 | 1:18.458 P7 (~40.422) +-40.391 | 1:16.488 P8 (~60.625) +20.203 | ||||||
| 9 | 1:20.657 P1 | 1:10.279 P2 (~20.188) +20.188 | ||||||||||||
| Best | 1:09.957 | 1:09.968 | 1:11.133 | 1:11.449 | 1:11.622 | 1:13.407 | 1:15.693 | 1:16.078 | 1:18.996 | 1:19.356 | 1:20.048 | 1:25.452 | 1:42.673 | 1:54.530 |
| Avg | 1:14.732 | 1:12.767 | 1:12.080 | 1:15.930 | 1:13.027 | 1:17.167 | 1:19.143 | 1:20.772 | 1:25.979 | 1:34.781 | 1:26.062 | 1:32.609 | 1:46.932 | 1:59.226 |
| Dev | 4.069 | 3.408 | 0.766 | 6.098 | 0.982 | 4.854 | 2.511 | 3.386 | 8.410 | 16.943 | 4.827 | 5.864 | 2.751 | 5.283 |