This matchup crosses tiers: Claude Opus 5.5 (Max, Default Fallback) from Anthropic against Muse Wonder (Max) from Meta. Their widest difference is the intelligence index, with Claude Opus 5.5 Max ahead by 15.5 points (59.1 versus 43.6). No hands-on testing went into this write-up; it summarises the recorded benchmark, price and speed data for both models.
Benchmark scores
The catalogue puts Claude Opus 5.5 Max at 59.1 and Muse Wonder Max at 43.6 on its intelligence index. These scores put the two models in different leagues on overall capability.
Among 109 active scored models, Claude Opus 5.5 Max sits 2nd and Muse Wonder Max 28th.
Specialist coding and math indexes are missing for both, so treat the overall score as the only capability signal here.
Identical price sheets
Claude Opus 5.5 Max lists $4.00 per million input tokens and $20.00 per million output tokens; Muse Wonder Max lists $4.00 and $20.00. The rates are identical, so price will not separate them.
Release timing
Muse Wonder Max arrived on October 12, 2026, 20 days after Claude Opus 5.5 Max (September 22, 2026). They are effectively contemporaries.
Cost per point of intelligence
Dividing the blended price by the intelligence index gives a rough cost per point: $0.14 for Claude Opus 5.5 Max and $0.18 for Muse Wonder Max, per million tokens. Claude Opus 5.5 Max scores higher and costs less per point, so on price per point there is nothing to trade off.
How fast they respond
Once a response is under way, Claude Opus 5.5 Max produces roughly 95 tokens per second against 134 tokens per second for Muse Wonder Max. On long outputs, that is a real advantage for Muse Wonder Max. Time to first token is 10.8 minutes for Claude Opus 5.5 Max and 26 seconds for Muse Wonder Max. Muse Wonder Max gets to its first token 25 times as fast. A first-token wait of that length suits background work better than live conversation.
Add the two numbers up for a 2,000-token reply and Muse Wonder Max finishes first: 11.1 minutes for Claude Opus 5.5 Max, 41 seconds for Muse Wonder Max.

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