23% — Will India win the 46th FIDE Chess Olympiad Open Tournament
Kalshi 23% · 4 contracts · $0 volume · medium confidence
Updated 2026-05-09 07:21:57 UTC

Why this matters:
This market estimates a 31% probability that India's chess team will win the Open section of the 46th FIDE Chess Olympiad, scheduled for 2026. The current odds reflect India's strong but not dominant position in international team chess, where historical performance, current player ratings, and field composition typically determine outcomes. The main factors supporting this probability are India's recent improvements in team strength and Elo ratings, though they face established competitors like China, Russia (if eligible), and the United States. The probability could shift significantly based on the final tournament pairings, the performance of top-ranked Indian players in the months leading up to competition, and withdrawals or absences of rival nations. Resolution will occur in late 2026 or early 2027 when the tournament concludes.

Key factors:
- India's average team Elo rating relative to other national teams competing in the Open section
- Recent performance trends of India's top players in classical chess competitions during 2025-2026
- Whether strong chess nations with comparable or higher historical Olympiad success rates participate in this edition
- Tournament format and pairing rules, which can affect outcomes for teams in the 5-10 seed range
- Availability and form of India's core players (particularly those rated 2700+ FIDE) immediately before the event

Contracts:
- Will India win the 46th FIDE Chess Olympiad Open Tournament?: India — 28¢ Kalshi $0 (weight 25%)
- Will United States of America win the 46th FIDE Chess Olympiad Open Tournament?: United States of America — 30¢ Kalshi $0 (weight 25%)
- Will Uzbekistan win the 46th FIDE Chess Olympiad Open Tournament?: Uzbekistan — 28¢ Kalshi $0 (weight 25%)
- Will China win the 46th FIDE Chess Olympiad Open Tournament?: China — 5¢ Kalshi $0 (weight 25%)

Cite as: "23% per prediction markets (SimpleFunctions, May 2026)"
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