| Pos | +/- | Driver | Car | Laps | Time / Gap | Best lap | Points | DR Δ | |
|---|---|---|---|---|---|---|---|---|---|
| 1 | – |
GT3
DE Vincent UNC
|
#7 Ford Mustang LMGT3 | 12 | 20:31.678 | 1:41.619 | 0 | ▲10.0 | |
| 2 | ▲2 |
GT3
PL Francesco Volos
|
#6 Ford Mustang LMGT3 | 12 | +21.279 | 1:42.800 | 0 | – | |
| 3 | – |
GT3
FR Stronux Tyne
|
#3 BMW M4 LMGT3 | 12 | +22.000 | 1:42.768 | 0 | ▲10.0 | |
| 4 | ▲5 |
GT3
ZA Hamza Kajie
|
#5 BMW M4 LMGT3 | 12 | +28.220 | 1:42.987 | 0 | 0.0 | |
| 5 | ▲1 |
GT3
PT David Miguel#7384
|
#1 BMW M4 LMGT3 | 12 | +28.220 | 1:43.514 | 0 | – | |
| 6 | ▼1 | #8 BMW M4 LMGT3 | 12 | +30.880 | 1:42.501 | 0 | 0.0 | ||
| 7 | ▲1 |
GT3
Mathis Ferdom
|
#14 McLaren 720S LMGT3 Evo | 12 | +31.920 | 1:42.643 | 0 | – | |
| 8 | ▼1 |
GT3
DE michael may
|
#13 Lexus RCF LMGT3 | 12 | +38.660 | 1:43.828 | 0 | 0.0 | |
| 9 | ▲3 |
GT3
PL Szymon Bozejewicz
|
#11 Mercedes-AMG LMGT3 | 12 | +38.700 | 1:44.212 | 0 | – | |
| 10 | ▲1 |
GT3
FR Alan Lecoester
|
#15 Ford Mustang LMGT3 | 12 | +41.720 | 1:43.080 | 0 | – | |
| 11 | ▲4 |
GT3
FR eli coptaire
|
#9 BMW M4 LMGT3 | 12 | +43.260 | 1:43.617 | 0 | ▼10.0 | |
| 12 | ▲1 |
GT3
CA lyven robitaille
|
#12 Ford Mustang LMGT3 | 12 | +46.819 | 1:44.191 | 0 | – | |
| 13 | ▲1 |
GT3
PL Franciszek Rosa
|
#19 Ferrari 296 LMGT3 | 12 | +51.860 | 1:44.504 | 0 | 0.0 | |
| 14 | ▼12 | #4 BMW M4 LMGT3 | 12 | +58.160 | 1:42.784 | 0 | – | ||
| 15 | ▲1 |
GT3
FR Nicolas Bastrot
|
#18 McLaren 720S LMGT3 Evo | 12 | +1:17.960 | 1:44.450 | 0 | – | |
| 16 | ▼6 |
GT3
DE Ingo Sosnowski
|
#16 BMW M4 LMGT3 | 12 | +1:21.180 | 1:43.896 | 0 | – | |
| 17 | ▲1 |
GT3
FR Seb Lbl
|
#10 Ferrari 296 LMGT3 | 12 | +1:36.880 | 1:44.583 | 0 | – | |
| 18 | ▼1 | #2 BMW M4 LMGT3 | 11 | +1 lap | 1:45.041 | 0 | 0.0 | ||
| 19 | – |
GT3
Alex Cech
|
#17 BMW M4 LMGT3 | 0 | DNF | – | 0 | – |
Race control
- 0:02:09 Penalty Thomas BJF Milton received Drive Thru penalty, 0s, 0laps for Speeding. Result: penalties=1, 1st=Drive Thru,0s
- 0:08:14 Penalty Thomas BJF Milton served 1st Drive Thru penalty, result: penalties=0, 1st=Drive Thru,0s