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Official race · Split 2 of 2

Circuito de Jerez
Ángel Nieto — Grand Prix

GT3 Regional Tour by SensitHaptics - Europe Sun 4 Oct 2026 · 17:45 UTC 29°C Clear #89123519

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SoF 1,169
Drivers 13
Laps 12
Incidents 29 2.2 per driver
Cautions 0
Lead changes 2
Finished 11/13 2 DNF
01

Winner

2 of 12 laps led
P1M. M, name hidden

Won from P1, led 2 laps and finished with 2x.

Laps led2/12
Places gained±0
Best-lap rank1 of 13
iRating1,635+73
SR2.41+0.09
Best lap1:43.386 fastest
02Fastest lap
1:43.386
M. M, name hidden

Set by the winner

03Hard charger
+6
E. B, name hidden

P9 → P3, 1x

04Biggest iRating gain
+73
M. M, name hidden

1,562 → 1,635, finished P1

05Zero-incident drivers
2/13

Bars in finishing order; lit = 0x

06

Replay

The replay is the lap-by-lap animation the bot posts in Discord. Sign in to watch it.

07

iRating change

6 up · 7 down

By finishing position. Best: +73 (P1) · worst: −100 (P13)

08

Results

GT3 Class · 13 drivers · 12 laps
PosDriverCarStart+/−LapsLedBest lapInciRatingiR ±SR
1M. M, name hidden Porsche 911 GT3 R (992)1–122
1:43.386FL
2x1,635+732.41+0.09
2C. M, name hidden Ferrari 296 GT33+1129
1:43.592 +0.205
2x1,413+673.24+0.08
3E. B, name hidden McLaren 720S GT3 EVO9+612–
1:43.938 +0.551
1x1,570+441.94+0.22
4H. P, name hidden Mercedes-AMG GT3 20205+112–
1:43.699 +0.313
1x1,261+422.47+0.14
5D. B, name hidden Aston Martin Vantage GT3 EVO4−112–
1:43.939 +0.553
1x842+521.48+0.23
6P. B, name hidden BMW M4 GT3 EVO7+112–
1:44.084 +0.698
1x1,298+82.80+0.14
7F. H, name hidden Porsche 911 GT3 R (992)2−5121
1:43.744 +0.358
4x1,550−192.82+0.01
8H. S, name hidden McLaren 720S GT3 EVO8–12–
1:44.206 +0.820
1x1,246−213.91+0.05
9M. T, name hidden McLaren 720S GT3 EVO11+212–
1:44.346 +0.960
0x766−72.71+0.16
10I. R, name hidden Chevrolet Corvette Z06 GT3.R12+212–
1:44.475 +1.089
7x525−42.51−0.08
11J. F, name hidden McLaren 720S GT3 EVO10−112–
1:45.224 +1.838
2x905−502.69+0.10
12S. M, name hidden DNFPorsche 911 GT3 R (992)6−62–
—
7x1,245−852.29−0.15
13D. P, name hidden DNFChevrolet Corvette Z06 GT3.R13–0–
—
0x1,238−1002.48±0