Will a new MAI model be released by April 30, 2026?

YES price

100¢

per share

NO price

per share

$189K 24h volume$75K liquidity$192K total volumeResolves June 30, 2026

About this market

This market will resolve to "Yes" if Microsoft releases any new MAI model that is made available to the general public by the specified date (ET). Otherwise, this market will resolve to "No." A “new MAI model” refers to any model explicitly designated by Microsoft as part of its MAI (Microsoft AI) model family, including new base models or successors within that family. Any releases of task-specialized models, cost-efficiency variants, or similar variants will count for this market. Products labeled as outside of the MAI family will NOT qualify. For this market to resolve to "Yes," a qualifying model must be launched and publicly accessible, including via open beta or open rolling waitlist signups. A closed beta or any form of private access will not suffice. The release must be either clearly defined and publicly announced by Microsoft as being accessible to the general public or otherwise made publicly accessible and explicitly labeled within the company’s official website. Labeling errors, placeholder text, or version names displayed on the website that do not correspond to a model that is actually accessible to the general public will not qualify. The primary resolution source for this market will be official information from Microsoft (microsoft.ai), with additional verification from a consensus of credible reporting.

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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