RD2
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GT12
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2
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Result
# | Driver | Laps / Time | Best10 (s) | Best (s) | Avg (s) | Gap |
---|---|---|---|---|---|---|
1 [ +2 ] | [3] Chris Gunter | 33 / 5m06.303 | 08.996 | 08.868 | 09.282 | - |
2 [ -1 ] | [1] Chris Baldwin | 32 / 5m02.387 | 09.025 | 08.935 | 09.450 | + 1 laps |
3 [ +1 ] | [4] Daniel Sparrow | 32 / 5m04.559 | 09.204 | 09.073 | 09.517 | + 2.172s |
4 [ -2 ] | [2] Mark Bruton-Young | 30 / 5m04.378 | 09.409 | 09.199 | 10.146 | + 2 laps |
5 [ +1 ] | [6] Matthew Longman | 29 / 5m01.401 | 09.611 | 09.433 | 10.393 | + 1 laps |
6 [ -1 ] | [5] Kevin Schuck | 28 / 5m08.345 | 09.847 | 09.652 | 11.012 | + 1 laps |
General Statistics
Total Laps
184
Average Lap Avg
09.967s
Fastest Lap Avg
09.193s
Consistency Avg
91.377%
Driver Statistics
# | Driver | Best (s) | Lap # |
---|---|---|---|
1 | [3] Chris Gunter | 08.868 | 15 |
2 | [1] Chris Baldwin | 08.935 | 11 |
3 | [4] Daniel Sparrow | 09.073 | 9 |
Driver | Best3Consec | Best5Consec | Best10Consec |
---|---|---|---|
[3] Chris Gunter | 26.920 (13-15) | 44.850 (11-15) | 90.485 (11-20) |
[1] Chris Baldwin | 26.888 (9-11) | 45.000 (7-11) | 90.539 (6-15) |
[4] Daniel Sparrow | 27.448 (14-16) | 46.018 (14-18) | 92.380 (7-16) |
[2] Mark Bruton-Young | 27.956 (6-8) | 47.095 (4-8) | 96.343 (6-15) |
[6] Matthew Longman | 28.460 (25-27) | 48.488 (15-19) | 98.963 (9-18) |
[5] Kevin Schuck | 29.896 (8-10) | 49.723 (18-22) | 104.178 (6-15) |
Driver | Consistency |
---|---|
[3] Chris Gunter | 95.484% |
[1] Chris Baldwin | 94.640% |
[4] Daniel Sparrow | 96.806% |
[2] Mark Bruton-Young | 84.510% |
[6] Matthew Longman | 91.485% |
[5] Kevin Schuck | 85.337% |
Driver | Top 1% | Top 3% | Top 5% | Top 10% |
---|---|---|---|---|
[3] Chris Gunter | 6.06% | 42.42% | 75.76% | 90.91% |
[1] Chris Baldwin | 18.75% | 43.75% | 56.25% | 84.38% |
[4] Daniel Sparrow | 9.38% | 46.88% | 68.75% | 87.50% |
[2] Mark Bruton-Young | 3.33% | 20.00% | 53.33% | 76.67% |
[6] Matthew Longman | 10.34% | 27.59% | 37.93% | 75.86% |
[5] Kevin Schuck | 7.14% | 28.57% | 42.86% | 60.71% |
Laptimes
# | [3] CG | [1] CB | [4] DS | [2] MB | [6] ML | [5] KS |
---|---|---|---|---|---|---|
1 | 09.921 | 10.199 | 11.698 | 13.192 | 14.728 | 10.718 |
2 | 09.460 | 10.960 | 09.562 | 09.364 | 10.138 | 16.064 |
3 | 09.252 | 09.772 | 09.583 | 11.586 | 12.106 | 14.020 |
4 | 08.961 | 09.203 | 09.993 | 09.504 | 09.752 | 09.917 |
5 | 09.030 | 09.308 | 09.357 | 09.635 | 13.302 | 10.460 |
6 | 09.055 | 09.145 | 09.272 | 09.439 | 10.216 | 09.714 |
7 | 09.259 | 08.990 | 09.318 | 09.199 | 10.034 | 10.525 |
8 | 09.129 | 09.122 | 09.187 | 09.318 | 10.151 | 09.980 |
9 | 09.138 | 08.971 | 09.073 | 11.167 | 09.665 | 09.764 |
10 | 09.245 | 08.982 | 09.443 | 09.559 | 10.074 | 10.152 |
11 | 08.911 | 08.935 | 09.325 | 09.691 | 10.370 | 10.658 |
12 | 09.019 | 09.002 | 09.261 | 09.327 | 10.157 | 09.983 |
13 | 09.044 | 09.243 | 09.325 | 09.542 | 10.205 | 13.450 |
14 | 09.008 | 09.102 | 09.153 | 09.622 | 09.946 | 10.030 |
15 | 08.868 | 09.047 | 09.176 | 09.479 | 09.640 | 09.922 |
16 | 09.294 | 09.939 | 09.119 | 17.817 | 09.583 | 10.117 |
17 | 09.155 | 09.288 | 09.375 | 09.703 | 09.539 | 13.032 |
18 | 09.014 | 09.097 | 09.195 | 09.526 | 09.784 | 09.882 |
19 | 09.089 | 08.997 | 10.222 | 09.450 | 09.942 | 09.652 |
20 | 09.083 | 09.894 | 09.281 | 10.207 | 10.743 | 10.530 |
21 | 09.196 | 09.692 | 09.322 | 09.486 | 09.797 | 09.804 |
22 | 09.047 | 09.466 | 09.630 | 09.602 | 12.109 | 09.855 |
23 | 09.077 | 11.022 | 10.465 | 09.665 | 10.345 | 12.615 |
24 | 09.265 | 09.456 | 09.322 | 10.190 | 09.688 | 13.291 |
25 | 09.277 | 09.186 | 09.408 | 10.303 | 09.433 | 10.955 |
26 | 09.400 | 09.385 | 09.507 | 09.711 | 09.523 | 11.084 |
27 | 11.269 | 09.817 | 09.438 | 09.629 | 09.504 | 11.821 |
28 | 09.995 | 09.640 | 09.608 | 09.799 | 10.531 | 10.350 |
29 | 09.344 | 09.213 | 09.590 | 09.771 | 10.396 | |
30 | 09.506 | 09.150 | 09.344 | 09.895 | ||
31 | 09.381 | 09.404 | 09.379 | |||
32 | 09.309 | 09.760 | 09.628 | |||
33 | 09.302 |