| Pos | +/- | Driver | Car | Laps | Time / Gap | Best lap | Points | DR Δ | |
|---|---|---|---|---|---|---|---|---|---|
| 1 | – |
LMP3
GB Harley London
|
#3 ADESS AD25 LMP3 | 12 | 21:16.598 | 1:45.239 | 0 | – | |
| 2 | – | #20 Ginetta G61-LT-P325 Evo | 12 | +6.460 | 1:44.723 | 0 | – | ||
| 3 | ▲1 | #8 Ligier JS P325 | 12 | +10.940 | 1:45.451 | 0 | – | ||
| 4 | ▼1 | #4 Ligier JS P325 | 12 | +12.779 | 1:45.564 | 0 | – | ||
| 5 | ▲3 |
LMP3
FR besoin d'un sucre
|
#19 ADESS AD25 LMP3 | 12 | +16.120 | 1:46.363 | 0 | – | |
| 6 | ▲4 |
LMP3
TH JC Chayanon
|
#6 ADESS AD25 LMP3 | 12 | +22.720 | 1:46.553 | 0 | – | |
| 7 | ▲12 | #11 ADESS AD25 LMP3 | 12 | +28.480 | 1:46.886 | 0 | – | ||
| 8 | ▲10 |
LMP3
BR Marcelo Rinaldi
|
#9 Ginetta G61-LT-P325 Evo | 12 | +28.720 | 1:46.309 | 0 | – | |
| 9 | – |
LMP3
GB Nolan Wood
|
#10 ADESS AD25 LMP3 | 12 | +29.019 | 1:46.229 | 0 | – | |
| 10 | ▲4 |
LMP3
DE Marco b#6307
|
#14 Ginetta G61-LT-P325 Evo | 12 | +32.519 | 1:46.958 | 0 | – | |
| 11 | ▲1 | #13 ADESS AD25 LMP3 | 12 | +33.840 | 1:47.041 | 0 | – | ||
| 12 | ▲1 |
LMP3
FR Papa Koba
|
#17 ADESS AD25 LMP3 | 12 | +41.880 | 1:47.459 | 0 | – | |
| 13 | ▼6 |
LMP3
PH Mark D#2353
|
#1 ADESS AD25 LMP3 | 12 | +41.960 | 1:45.593 | 0 | – | |
| 14 | ▼3 |
LMP3
IT Andrea Palma
|
#12 ADESS AD25 LMP3 | 12 | +1:03.460 | 1:46.629 | 0 | – | |
| 15 | – |
LMP3
Oleg Lobov
|
#5 ADESS AD25 LMP3 | 12 | +1:05.240 | 1:47.837 | 0 | – | |
| 16 | – | #15 Duqueine D09 P3 | 12 | +1:22.960 | 1:48.971 | 0 | – | ||
| 17 | ▼11 |
LMP3
FR Virgil Odak
|
#18 Ginetta G61-LT-P325 Evo | 12 | +1:44.240 | 1:46.379 | 0 | – | |
| 18 | ▼1 | #2 Ginetta G61-LT-P325 Evo | 10 | +2 laps | 1:46.663 | 0 | – | ||
| 19 | ▲1 |
LMP3
Nabi 9
|
#16 ADESS AD25 LMP3 | 10 | +2 laps | 1:46.830 | 0 | – | |
| 20 | ▼15 |
LMP3
US Thomas Martin
|
#7 ADESS AD25 LMP3 | 5 | DNF | 1:46.027 | 0 | – |
Race control
- 0:08:21 Penalty Nabi 9 received Drive Thru penalty, 0s, 0laps for Track Limits. Result: penalties=1, 1st=Drive Thru,0s
- 0:12:35 Penalty Nabi 9 served 1st Drive Thru penalty, result: penalties=0, 1st=Drive Thru,0s