Will PH win the third most seats in the 2026 Colombian Chamber of Representatives election?

YES price

per share

NO price

99¢

per share

$3.3M 24h volume$12K liquidity$6.2M total volumeResolves March 8, 2026

About this market

Parliamentary elections are scheduled to be held in Colombia on 8 March 2026. This market will resolve according to the political party that wins the third-greatest number of seats in the Colombian Chamber of Representatives as a result of this election. If the results of this election are not definitively known by December 31, 2026, 11:59 PM ET, this market will resolve to "Other". The named parties or coalitions will be primarily ranked by the number of seats won in the specified election. If two or more parties are tied on seats, ties will be broken by the total number of valid votes received, with higher vote totals ranking higher. If parties remain tied, ties will be broken by alphabetical order of the listed party abbreviations. This market will resolve to the party that occupies the third-highest finishing position after applying this ranking. This market's resolution will be based solely on the number of seats won by the named party or coalition in the Chamber of Representatives. 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 Colombia's National Civil Registry (Registraduría Nacional del Estado Civil) (https://registraduria.gov.co).

AI Consensus Analysis

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How Clairvoyant analyzes this market

Three AI agents — Claude (Anthropic), Gemini (Google DeepMind), and Grok (xAI) — independently score this market using real-time web data and historical base rates. Their probability estimates are weighted by a proprietary accuracy model and combined into a consensus probability.

When the consensus diverges from the current market price by more than a minimum threshold, it surfaces as a trade opportunity. Kelly Criterion then sizes the position based on the magnitude of the edge — larger gaps produce larger positions, within hard portfolio caps.

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