Berlin 2026 Election: How Large Will the Abgeordnetenhaus Be?
Markets
163+
- Yes0%
- No100%
Volume $16.1K · Liquidity $3.8K
158–162
- Yes45%
- No55%
Volume $6.4K · Liquidity $35.8
<143
- Yes7%
- No93%
Volume $4.7K · Liquidity $338.9
153–157
- Yes55%
- No45%
Volume $4.6K · Liquidity $25.9
143–147
- Yes0%
- No100%
Volume $2.5K · Liquidity $172.3
148–152
- Yes10%
- No90%
Volume $1.4K · Liquidity $241.8
Resolution rules
Elections to the Abgeordnetenhaus of Berlin (Berlin House of Representatives) are scheduled to be held on September 20, 2026. This market will resolve according to the total number of seats in the Abgeordnetenhaus of Berlin as a result of this election, including any overhang seats (Überhangmandate) and compensatory seats (Ausgleichsmandate). The Abgeordnetenhaus has a statutory minimum of 130 seats, of which 78 are elected in single-member constituencies and the remainder allocated from party lists. Where a party wins more constituency seats than its share of valid second votes entitles it to, it retains those seats as overhang seats and other parties in the Abgeordnetenhaus receive compensatory seats, increasing the total size of the chamber. This market will resolve according to the total number of seats allocated in the official final results. Seats subsequently vacated, or changes arising from members leaving or changing party, will not be considered. If the results of this election are not known definitively by March 31, 2027, 11:59 PM ET, this market will resolve to the lowest bracket. This market will resolve based on the official results published by the Berlin State Returning Officer (Landeswahlleiterin für Berlin, However, a consensus of credible reporting may also be used.
How to read these odds
Each price runs from $0 to $1 and can be read as the probability the market assigns to an outcome: $0.62 means roughly 62%. Prices move with every trade, so they are a crowd estimate, not a guarantee. Before trading, check the resolution rules above, the volume and the liquidity, and only risk money you can afford to lose.
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