| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Driver | Sport 13 | Kart 13 | Kart 12 | Kart 11 | Kart 61 | Kart 9 | Kart 8 | Kart 53 | Kart 18 | Kart 55 | Kart 22 | Kart 57 | Kart 16 | Kart 19 | Kart 21 |
| Kart | 13 | 13 | 12 | 11 | 61 | 9 | 8 | 53 | 18 | 55 | 22 | 57 | 16 | 19 | 21 |
| 1 | 1:14.832 P3 (~10.110) +-60.562 | 1:14.832 P1 | 1:13.950 P2 (~10.110) | 1:13.950 P1 (~10.110) +10.110 | 1:16.152 P1 (~20.219) +10.109 | 1:17.217 P1 (~10.110) +-10.109 | 1:17.217 P1 (~10.110) | 1:26.378 P2 (~70.672) +60.562 | 1:35.861 P7 (~20.219) +10.109 | 1:25.052 P11 (~50.469) +-60.606 | 1:27.926 P10 (~131.247) +70.668 | 1:25.608 P7 (~90.844) +70.625 | 1:35.416 P9 (~60.579) +40.360 | 1:17.543 P7 (~20.219) +-70.625 | 1:27.926 P10 (~111.075) +-20.172 |
| 2 | 1:17.522 P2 | 1:26.560 P4 (~60.562) +50.484 | 1:03.184 P1 | 1:03.184 P1 (~40.375) +40.375 | 1:15.501 P5 (~20.172) +-40.390 | 1:13.738 P2 (~10.078) +10.078 | 1:13.138 P1 (~60.562) +20.187 | 1:14.997 P5 (~70.669) +50.497 | 1:35.416 P12 (~40.403) +-20.172 | 1:25.052 P15 (~131.309) +70.734 | 1:15.479 P6 (~111.059) +40.390 | 1:25.052 P12 (~60.575) +20.172 | 1:17.522 P6 (~40.403) +-70.656 | 1:27.926 P10 (~40.403) | 1:31.922 P11 (~60.575) +20.172 |
| 3 | 1:25.644 P8 (~20.172) +20.172 | 1:25.644 P8 (~40.403) +20.231 | 1:13.950 P8 (~60.575) +20.172 | 1:13.950 P7 (~60.575) +60.575 | 1:25.608 P7 | 1:14.278 P3 | 1:14.278 P3 (~50.497) +50.497 | 1:19.924 P5 (~90.937) +40.440 | 1:17.522 P6 | 1:18.024 P14 (~70.734) +50.562 | 1:15.017 P7 (~131.281) +131.281 | 1:24.726 P7 | 1:25.644 P8 | 1:35.861 P13 (~20.172) +-70.765 | 1:46.435 P12 (~90.937) +90.937 |
| 4 | 1:14.328 P4 (~50.497) +-161.594 | 1:14.328 P4 (~30.325) +-20.172 | 1:03.184 P1 | 1:03.184 P1 (~10.078) +10.078 | 1:21.923 P9 (~90.919) | 1:13.087 P2 (~70.700) +60.622 | 1:15.501 P5 (~50.497) +20.172 | 1:13.570 P3 (~212.091) +141.391 | 1:16.507 P7 (~70.700) +20.203 | 1:18.110 P10 (~201.981) +111.062 | 1:16.478 P8 (~252.528) +181.828 | 1:25.201 P11 (~131.325) +-70.656 | 1:20.361 P8 (~90.919) +-161.609 | 1:31.922 P11 (~40.419) +-90.906 | 1:32.684 P14 (~232.325) +191.906 |
| 5 | 1:14.023 P3 (~30.281) +-80.828 | 1:04.052 P1 | 1:14.328 P3 (~40.419) +10.138 | 1:13.950 P8 (~40.419) +-191.909 | 1:19.308 P10 (~131.265) | 1:14.863 P2 (~111.109) +111.109 | 1:20.299 P6 (~50.500) +-202.015 | 1:14.185 P3 (~252.515) +212.096 | 1:34.407 P8 (~121.187) +80.768 | 1:14.236 P6 (~232.328) +181.828 | 1:18.293 P10 (~292.968) +161.703 | 1:20.940 P12 (~171.672) +-121.296 | 1:15.599 P8 (~131.265) +10.078 | 1:35.416 P13 (~10.078) +-161.594 | 1:27.560 P14 (~282.859) +272.781 |
| 6 | 1:02.583 P1 | 1:02.583 P1 (~30.281) +30.281 | 1:03.184 P1 (~100.981) +70.700 | 1:03.184 P1 (~100.981) | 1:20.650 P11 (~151.547) +-161.672 | 1:13.560 P2 (~121.235) +20.254 | 1:14.992 P5 (~70.703) +-50.532 | 1:14.137 P5 (~262.688) +191.985 | 1:14.681 P6 (~141.438) +-121.250 | 1:16.672 P7 (~252.625) +111.187 | 1:22.955 P10 (~313.219) +161.672 | 1:18.773 P12 (~191.953) +40.406 | 1:22.567 P9 (~151.547) +-101.078 | 1:32.676 P13 (~30.281) +-161.672 | 1:33.041 P14 (~313.219) +282.938 |
| 7 | 1:14.023 P4 (~111.137) +-171.703 | 1:14.023 P4 (~90.887) +-20.250 | 1:04.052 P1 | 1:14.328 P4 (~10.094) +-80.793 | 1:18.349 P12 (~323.293) | 1:12.315 P2 (~282.840) +282.840 | 1:14.803 P7 (~232.325) +-208.906 | 1:18.388 P5 (~441.231) +431.137 | 1:18.089 P8 (~313.184) +80.859 | 1:17.104 P8 (~424.278) +111.094 | 2:13.785 P13 (~414.184) +90.891 | 1:17.032 P11 (~323.293) +-100.985 | 1:32.758 P13 (~161.590) +-252.594 | ||
| 8 | 1:15.619 P4 (~30.297) +-107.936 | 1:02.583 P1 | 1:14.328 P4 (~111.137) +80.840 | 1:04.052 P1 (~111.137) +111.137 | 1:22.270 P12 (~292.969) | 1:12.811 P3 (~242.438) +104.205 | 1:16.648 P9 (~202.047) +-70.688 | 1:23.975 P4 (~128.139) +17.002 | 1:13.912 P7 (~272.735) +144.596 | 1:21.185 P3 (~138.233) +-104.205 | 1:18.638 P2 (~138.233) +27.096 | 1:20.543 P11 (~292.969) +90.922 | 1:47.441 P15 (~151.516) +-141.453 | ||
| 9 | 1:03.289 P1 | 1:03.289 P1 (~30.250) +30.250 | 1:04.052 P1 (~161.590) +131.340 | 1:14.328 P4 (~161.590) +53.658 | 1:14.227 P1 (~198.764) +37.174 | 1:12.773 P3 (~279.641) +161.600 | 1:16.948 P9 (~222.282) +124.444 | 1:22.080 P4 (~97.838) +-63.752 | 1:20.978 P3 (~107.932) +-171.709 | 1:16.741 P2 (~118.041) +-80.723 | 1:39.092 P15 (~202.078) +-20.204 | ||||
| 10 | 1:15.619 P4 (~118.041) +27.213 | 1:15.619 P4 (~118.041) | 1:14.328 P4 (~13.224) +-104.817 | 1:13.738 P2 (~23.318) +23.318 | 1:13.591 P1 | 1:22.109 P4 (~100.922) +87.698 | 1:20.622 P3 (~90.828) +10.110 | 1:16.197 P2 (~80.718) +57.400 | 1:29.999 P15 (~411.041) +310.119 | ||||||
| 11 | 1:16.954 P5 (~50.532) +-13.083 | 1:03.289 P1 | 1:13.738 P2 (~121.187) +73.802 | 1:09.639 P14 (~70.703) +20.171 | 1:13.339 P1 (~47.385) +47.385 | 1:20.426 P4 (~63.615) +10.109 | 1:20.404 P3 (~53.506) +20.204 | 1:15.853 P2 (~33.302) +-87.885 | |||||||
| 12 | 1:03.846 P1 | 1:03.846 P1 (~40.438) +40.438 | 1:13.661 P2 (~171.719) +124.208 | 1:21.677 P11 (~60.641) +-13.051 | 1:12.920 P1 (~47.511) +7.073 | 1:20.320 P4 (~73.692) +10.109 | 1:19.931 P3 (~63.583) +20.234 | 1:15.629 P2 (~43.349) +-128.370 | |||||||
| 13 | 1:16.954 P5 (~13.052) +-118.151 | 1:16.954 P5 (~23.161) +10.109 | 1:15.369 P3 (~114.052) +23.130 | 1:14.551 P6 (~13.052) +-10.109 | 1:13.809 P1 | 1:20.185 P4 (~131.203) +10.047 | 1:20.367 P3 (~121.156) +7.104 | 1:15.350 P2 (~90.922) +90.922 | |||||||
| 14 | 1:02.662 P1 | 1:03.846 P1 (~20.219) +20.219 | 1:18.432 P4 (~40.422) +-144.239 | 1:12.541 P4 (~60.640) +20.218 | 1:12.957 P1 (~73.646) +53.427 | 1:15.838 P4 (~204.864) +144.224 | 1:16.210 P3 (~184.661) +20.218 | 1:15.499 P2 (~164.443) +90.797 | |||||||
| 15 | 1:04.065 P1 | 1:02.662 P1 (~60.641) +60.641 | 1:16.775 P5 (~20.234) +-60.547 | 1:14.724 P4 (~80.781) +-103.818 | 1:13.158 P1 (~93.708) +33.067 | 1:15.229 P2 (~184.599) +90.891 | |||||||||
| 16 | 1:10.758 P2 (~154.303) +154.303 | 1:16.954 P5 (~214.943) +60.640 | 1:15.126 P6 (~103.803) +-111.140 | 1:10.062 P1 | |||||||||||
| 17 | 1:11.304 P2 | 1:10.758 P2 (~80.828) +80.828 | 1:19.234 P6 (~77.563) +-3.265 | ||||||||||||
| 18 | 1:02.695 P1 | 1:04.065 P1 (~60.579) +60.579 | |||||||||||||
| 19 | 1:09.439 P1 | 1:02.695 P1 (~70.718) +70.718 | |||||||||||||
| 20 | 1:11.304 P2 | ||||||||||||||
| 21 | 1:12.808 P2 | ||||||||||||||
| Best | 1:02.583 | 1:02.583 | 1:03.184 | 1:03.184 | 1:10.062 | 1:12.315 | 1:13.138 | 1:13.570 | 1:13.912 | 1:14.236 | 1:15.017 | 1:15.229 | 1:15.599 | 1:17.543 | 1:27.560 |
| Avg | 1:11.376 | 1:10.128 | 1:11.816 | 1:11.398 | 1:16.489 | 1:13.849 | 1:15.980 | 1:19.036 | 1:23.299 | 1:19.567 | 1:19.358 | 1:22.881 | 1:21.835 | 1:33.063 | 1:33.261 |
| Dev | 6.418 | 7.461 | 5.564 | 5.352 | 4.214 | 1.407 | 1.976 | 3.846 | 9.334 | 3.000 | 4.649 | 14.154 | 5.957 | 7.312 | 6.281 |