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Who will win the Nice mayoral election?
Foretrace AI research
Understand the odds. Examine the reasoning.
Polymarket shows market prices. Foretrace adds AI probability estimates, opposing evidence and a price-dependent outcome or pass decision for each open market.
View a sample AI report No open markets in this event. Closed markets retain historical data.
24h volumeUnavailable
Total volumeUnavailable
LiquidityUnavailable
Event end date · UTCMar 22, 2026
Price history
Market probabilityLoading price history…
Polymarket · UTC
Sampled market observations, not AI forecasts. Lines connect available observations. Legend values are current provider quotes; chart points may be older.
Outcomes & resolution rules
17 marketsThese are market-implied probabilities, not AI forecasts. A displayed quote may differ from the price available for your order.
Eric CiottiClosedMarket odds100%
Will Eric Ciotti win the 2026 Nice mayoral election?
Yes100%Polymarket estimate
No0%Polymarket estimate
- Liquidity
- Unavailable
- Deadline · UTC
- May 22, 2026
- Yes bid / ask
- 99.9¢ / 100.0¢
- Trading fees
- Not flagged by provider
Closed market · historical data
This market is closed. Its historical data remains available.
How research worksResolution rules
The 2026 Nice municipal election is scheduled for May 15 and May 22, 2026. The Mayor of Nice, France is elected via a three-round system; if no candidate obtains an absolute majority after two rounds of voting the election proceeds to a third round which requires only a simple majority. In case of a tie, the oldest candidate wins. This market will resolve according to the candidate that wins this election. If the results of the election are not known by December 31, 2026, 11:59 PM ET, this market will resolve to "Other". This market will resolve based on the election results, as indicated by a consensus of credible reporting. If there is ambiguity, this market will resolve based solely on the official results as reported by the French Ministry of the Interior (élections.interieur.gouv.fr).