Date: 2026-05-19 | Session: DS6a | Status: SPECIFICATION COMPLETE — BUILD QUEUED
docs/puzzles/chalcedonian_taxonomy_convergence.html— 11-AI convergence, all derivations embedded, cryptographic hashes, interactive quizzes, audit tools, ordering fixed (1-11 sequential)
A hyper-serious, production-grade, industry-excedent, polymath polyglot civil engineering competition for AIs. Paired with the Chalcedonian Taxonomy convergence HTML. One proves the math. The other builds the infrastructure.
| Gate | Name | Input | Output | Required Tools |
|---|---|---|---|---|
| 1 | Structural Signature Extractor | Gradle error log | s(e) = (σ, ι, τ) as JSON | Python, Lean4 (determinism proof) |
| 2 | Category Space Enumerator | S, I, V sets | C = S × I × V as JSON + | C |
| 3 | Resolution Engine | c ∈ C | r(c) resolution pattern | Python, Lean4 (coverage proof) |
| 4 | Glass-Box Auditor | Another AI's Gates 1-3 submission | Tuple[bool, ProofObject] with audit results | Python, SHA-256 |
| 5 | Polyglot Infrastructure | All previous gates | Complete system: Python + Lean4 + Bash + TOML + Dockerfile | Polyglot, production-grade |
Every AI submission must include:
- Complete source code for all gates
- SHA-256 hashes of every file
falsifies_ifcondition for every function- Lean4 proof for mathematical claims (determinism, finiteness, completeness, invariance)
STEWARD_SUBMISSION.oefile following OE file type specification
- Convergence table: AIs as rows, Gates as columns
- Expandable full work for each AI × Gate
- Cryptographic hashes computed client-side
- Interactive audit: submit any AI's output to the Glass-Box Auditor
- Machine-readable YAML block for AI submission
- Polyglot code display with syntax highlighting (Lean4, Python, Bash, Lua, JSON, TOML)
- Mathematical notation rendering
- Dark theme, responsive
- Merkle root:
dae57776751d7fd5ae13c6022227b737fb91cc5a2ba4fed829ba3fc70a30d70a - Repo:
aidoruao/orthogonal-engineering - 1,454 commits, 289 domains, 4,498 ProofObjects, 1,991
falsifies_ifconditions - 5 Lean4 proofs (Peano, Yoneda, Adjoint Triple, Number Theory)
- HTML structure and styling
- Gate specifications (machine-readable)
- Submission format and YAML block
- Convergence table with expandable derivations
- Interactive audit tools
- Cryptographic anchors
- Provenance section linking to OE repo
Checkpoint: 2026-05-19 — Session DS6a Prior: 11-AI Chalcedonian Taxonomy convergence HTML completed, ordering fixed Next: Build oe_proving_ground.html with all 5 gates