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Will turnout in the 2025 Honduran general election be between 59% and 60%? | No | 2025-12-31
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echo -n "Will turnout in the 2025 Honduran general election be between 59% and 60%? | No | 2025-12-31" | shasum -a 256 | cut -c1-8
🧑⚖️ AI 评审
The official turnout for the 2025 Honduran general election was 60.19% (3,926,010 votes out of 6,522,577 eligible voters), as reported by credible sources including Wikipedia citing La Prensa and El Heraldo's analysis, exceeding 60% and thus outside the 59-60% bracket, resolving the market to No. The AI's recommendation to buy Yes is incorrect. Moreover, trading on this market ended December 31, 2025, making it no longer actionable as of April 4, 2026.
The AI analyst's recommendation to buy Yes is incorrect because the official voter turnout was 60.19% according to the CNE (as cited on Wikipedia and La Prensa), which exceeds 60% and does not fall between 59% and 60%. The market rules specify resolution by consensus of credible reporting or official CNE results, both confirming 60.19%.
修正: {'trade': 'Buy No at $0.56', 'reasoning': "Turnout of 60.19% clearly places it outside the 59-60% bracket, making 'No' certain to resolve based on official CNE data and consensus reporting. With No priced at 56¢ implying only 56% probability, this offers a massive ~78% edge (true prob 100%). The market is part of a series on smaller brackets, and prior resolution criteria align with literal official figures.", 'risk': 'Unlikely official revision or extreme ambiguity forcing lowest bracket resolution by Dec 31, 2026, but CNE declared results Dec 24, 2025 with international acceptance.'}
The analyst recommends buying Yes, but official CNE data reported a turnout of 60.19%, which is above the 59‑60% bracket, so the market should resolve No. The consensus of credible reporting (La Prensa, El Heraldo) cites the CNE figure, making the No outcome near‑certain.
修正: {'trade': 'Buy No at $0.56', 'reasoning': 'Official CNE turnout is 60.19%, outside the 59‑60% range, so the market will resolve No. The No side is priced at 56%, offering a positive edge over the true probability (~99% No).', 'risk': 'If an alternative source later reports a different official turnout (e.g., 68.7%) that still falls outside the bracket, the No outcome remains correct; the only risk is a reporting error that moves turnout into the 59‑60% range, which is highly unlikely.'}
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