ARC-AGI-3 — Standard harness
ARC-AGI-3 is the ARC Prize Foundation's interactive benchmark of novel turn-based game environments with no instructions, rules, or stated goals. Scoring compares how efficiently a model completes each level versus human players. The Standard harness is the Foundation's consistent cross-provider comparison and must not be merged with the Provider Adapter harness or with ARC-AGI-2 (arc-agi-2).
Models ranked
1
tracked on this benchmark
Score band
79.3 – 79.3
best → lowest tracked
Snapshot trend
—
need ≥2 snapshots
Leaderboard
Tracked models ranked by Score (higher is better).
Configuration: claude-fable-5-2 (High, Standard harness)
Notes: ARC Prize Foundation figures as reported in the Claude Fable 5.2 system card §8.15 (retrieved 2026-11-09): verified score 79.26% with the Standard harness at high effort (highest Standard-harness score published there). Other Foundation figures in the same section: Provider Adapter 97.72% at high; Standard 65.66% and Provider Adapter 94.90% at max. This is not ARC-AGI-2 and must not be written onto arc-agi-2. No separate arc-agi-3 file was found in the ARC v2.json dump (that file is ARC-AGI-2 semi-private). Owner attribution is the Foundation as quoted in the system card; treat as Foundation-reported rather than a live board scrape.
How to read this benchmark
This benchmark scores models where higher is better. Use scores for directional filtering and shortlisting, not universal quality ranking; then validate pricing, context window, provider availability, and fit for your workload.
Trust this score when
- There is a fresh timestamped snapshot (or multiple snapshots) for this benchmark.
- The model list covers the same version family you can actually deploy today.
- Top candidates overlap with your required routing and feature requirements.
Be cautious when
- There is only one benchmark snapshot or the dataset appears stale.
- The benchmark metric direction is opposite of your decision objective.
- The score difference between options is narrow and likely within implementation variance.
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Last reviewed: Nov 9, 2026