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Pencil Puzzle Bench

LLM Benchmark for Multi-Step Verifiable Reasoning

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I've been working on applying LLMs to long-context, verifiable problems over the past year, and today I'm releasing a benchmark of 62,000 pencil puzzles across 94 types (sudoku, nonori, slitherlink, etc.). The benchmark also allows for intermediate checks /rule breaks for all varieties at any step.I tested 51 models against a subset (300 puzzles) in two modes: single-shot (output the full solution) and agentic (iterate with verifier feedback).Some results:- Best model (GPT 5.2@xhigh) solves 56%. (~ half the puzzles are unsolved by any model)- Agentic solves average 29 turns. The longest attempt took ~1,200 turns over 14 hours.- Cost per success varies wildly (cheapest: $0.00033 — Grok 4.1 Fast Reasoning, most expensive: $238.16 — Claude Sonnet 4.6 (1M context))- Reasoning depth (eg. @medium, @high, @xhigh) dramatically improves capability (up to repeated infrastructure failure for @xhigh)- Stark difference between US closed models (3 at >33%) and Chinese open models (top: 6%)Made the website to show off the dataset + play every puzzle, and even every replay AI agent solves step-by-step (fun to watch how it gets to solutions).Also here's the paper: https://arxiv.org/abs/2603.02119I didn't test human ability to solve, but it seems these puzzles are pretty difficult. I'd be curious how HN audience fares on the puzzles.

HN · launched Mar 3, 2026 · 5 upvotes (top 89%) · 0 views

Niche: llm benchmarking tools · 84 launches, 1 in the last 7 days · Explore this niche →

Category and tags

  • Horizontal
  • Observability & eval
  • Developer
  • AI-native
  • Hobby / open-source project

Visit website ↗ Source listing ↗

Could you build this?

Partial A basic evaluation script and web dashboard can be vibe-coded, but building deterministic generators and step-by-step rule verification engines for 94 distinct combinatorial puzzle types requires substantial algorithmic implementation.

What it would actually take: The backend requires implementing or integrating high-performance SAT/SMT solvers (like Z3) or custom constraint satisfaction engines for dozens of logic puzzle variants (Sudoku, Slitherlink, Nonograms, Nurikabe, etc.). The hardest engineering challenge is constructing intermediate verification oracles that validate partial board states, detect non-trivial rule violations dynamically, and guarantee unique solutions across 62,000 generated puzzle instances. This necessitates strong expertise in discrete mathematics, constraint satisfaction problems (CSP), and formal verification.

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Competitors

Other products that read as similar to this one : 578 launches clear the similarity bar, closest 8 shown.

Attention rank: #527 of 579 (itself plus its competitors, highest first, normalized so YC and Product Hunt are compared fairly).

Launched 125 days after the earliest competitor.

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