Bundesliga · kickoff 14:30 UTC on 7 Nov 2026

FSV Mainz 05 vs Bayern Munich: odds movement

The biggest pre-kickoff move for FSV Mainz 05 vs Bayern Munich (Bundesliga, 7 Nov 2026) was on FSV Mainz 05 in the 1X2 market: drifted from 6.03 at open to 10.50 at the close, a -7.1 percentage-point change in implied probability, with the largest single step at 05:56 UTC on 7 Nov 2026.

The Asian handicap line moved from +1.5 at open to +2 at the close.

Result

Full time: FSV Mainz 05 1-2 Bayern Munich. Bayern Munich closed as the 1.25 favourite with Pinnacle and won. The biggest 1X2 mover from open to close was FSV Mainz 05, which drifted from 6.03 to 10.50 and did not win.

Steam alerts

SteamWatch sent a steam alert on Bayern Munich at 1.27, 44 minutes before kickoff, after a 4.1 percentage-point rise in implied probability. Bayern Munich won.

FSV Mainz 05 have scored 5.1 goals fewer than their expected goals over the last 12 months (33 league matches). Bayern Munich have scored 20.2 goals more than their expected goals over the last 12 months (33 league matches). See Goals Coming Soon.

Pinnacle prices, open to close

MarketSelectionOpenCloseImplied change
1X2FSV Mainz 056.0310.50-7.1pp
1X2Draw5.717.25-3.7pp
1X2Bayern Munich1.371.25+7.0pp
TotalsOver 41.861.96-2.7pp
TotalsUnder 41.941.93+0.3pp
Asian handicapFSV Mainz 05 +2—1.85—
Asian handicapBayern Munich -2—2.06—

1252 pre-kickoff 1X2 snapshots · first 20:34 UTC on 25 Oct 2026 · last 14:28 UTC on 7 Nov 2026

Implied change is the movement in implied probability (100 divided by the decimal price) from open to close, in percentage points. Positive means the price shortened, negative means it drifted. Prices are Pinnacle's, captured roughly every 15 minutes before kickoff.

1X2 price timeline

WhenFSV Mainz 05DrawBayern Munich
Open6.035.711.37
48 hours before6.966.851.34
24 hours before7.146.821.34
6 hours before8.966.831.28
1 hour before9.296.881.28
Close10.507.251.25

In the final two hours before kickoff Bayern Munich shortened from 1.28 to 1.25, a +1.9 percentage-point change in implied probability.

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