Minimax
MiniMax M2
MiniMax-M2 is a compact, high-efficiency large language model optimized for end-to-end coding and agentic workflows. With 10 billion activated parameters (230 billion total), it delivers near-frontier intelligence across general reasoning, tool use, and multi-step task execution while maintaining low latency and deployment efficiency. The model excels in code generation, multi-file editing, compile-run-fix loops, and test-validated repair, showing strong results on SWE-Bench Verified, Multi-SWE-Bench, and Terminal-Bench. It also performs competitively in agentic evaluations such as BrowseComp and GAIA, effectively handling long-horizon planning, retrieval, and recovery from execution errors. Benchmarked by [Artificial Analysis](https://artificialanalysis.ai/models/minimax-m2), MiniMax-M2 ranks among the top open-source models for composite intelligence, spanning mathematics, science, and instruction-following. Its small activation footprint enables fast inference, high concurrency, and improved unit economics, making it well-suited for large-scale agents, developer assistants, and reasoning-driven applications that require responsiveness and cost efficiency. To avoid degrading this model's performance, MiniMax highly recommends preserving reasoning between turns. Learn more about using reasoning_details to pass back reasoning in our [docs](https://openrouter.ai/docs/use-cases/reasoning-tokens#preserving-reasoning-blocks).
- Input / 1M tokens
- $0.255
- Output / 1M tokens
- $1.00
- Context window
- 197K tokens
- Provider
- Minimax
- Cached input / 1M
- $0.030
Performance
Median streaming throughput and first-token latency measured by Artificial Analysis.
- Output tokens / sec
- 64 t/s
- Time to first token
- 2.25s
Benchmarks
Intelligence, coding, and math indexes plus the underlying evaluation scores.
- Intelligence Index
- 36
- Coding Index
- 29
- Math Index
- 78
- MMLU-Pro
- 82.0%
- GPQA
- 77.7%
- HLE
- 12.5%
- LiveCodeBench
- 82.6%
- SciCode
- 36.1%
- MATH-500
- —
- AIME
- —
Benchmarks via Artificial Analysis