HT:
1-0FT:
1-1
Justine Rouquet20’
69’ (P)Solène Champagnac
HOME45%
DRAW27%
AWAY28%
AI Insights
True AI
60%
Better pick
BTTS Yes
BTTS
Confidence MediumMarkets 4Risk Medium
TrueAI figures are statistical probabilities for informational purposes only — not betting advice. 18+ only. Full disclaimer
Expected Goals
xG3.0Goals/match
0
1
2
3
4
5
6+
Expected Total Corners
xC9.8Corners/match
9.87.44.92.5
015’45’90’
Total Goals (Line 2.5)
O/U57%Medium
Over 57%Under 43%
Both teams score
BTTS60%Yes · Medium
Montpellier (W)78%
Le Havre (W)78%Chance each side scores at least once; BTTS = both do.
1x2
True AI1
Home
Montpellier (W) Win
45%
2
Draw
27%
3
Away
Le Havre (W) Win
28%
The Home team has the slight advantage but it's less than 50% — a balanced match.
Handicap
True AI1
Montpellier W−0.5
51%
2
Le Havre W+0.5
49%
The bet favored by TrueAI: Montpellier W −0.5
Total Goals
True AI1
Under 3.5
65%
2
Over 2.5
57%
3
Under 3
55%
4
Over 3
45%
Most likely: Under 3.5 (65%)
Total Corners
True AI1
Over 8.5
65%
2
Under 10.5
60%
3
Over 9.5
52%
4
Under 9.5
48%
Most likely: Over 8.5 (65%)
How this AI prediction is made
TrueAI generates these probabilities from historical results, recent form, head-to-head records and market movements for Montpellier (W) and Le Havre (W).
Informational purposes only. The probabilities on this page are model estimates, not certainties, and are published for informational and entertainment purposes. Nothing here is betting, financial or professional advice, and TrueScore does not accept or facilitate wagers.
18+ only (21+ where required by local law). Gamble responsibly and only where it is legal in your jurisdiction. Support is available at BeGambleAware and Gambling Therapy.
See our Disclaimer and Terms of Use.
Prediction last updated: 30 Oct 2026, 23:41 (UTC)
Stats
Full Time1-1
Start0-0
4’
9’
20’
1-0
36’
+1 minute of added time
HT 1-0
45’
59’
60’
61’
61’
68’
1-1
69’
69’
73’
73’
79’
Goal
Own Goal
Penalty
Penalty missed
Red card
Yellow card
Second yellow
Injury time
Substitution
Var
OffsideStanding
See All#
TeamPGDPTS
