A self-imscribing compiler and categorical tower. An ob3ect is a program verifying its own algebraic closure: a special Frobenius algebra (A, μ, δ, η, ε) in Prog/~ with μ∘δ=id_A. Nothing enters the tower without proving its own closure.
python auto.py "<description>" # natural language → verified ob3ect
python digital/runall.py # full 28-layer tower
python digital/run_all_imasm.py # 12 IMASM arrangement classes + chiral pairsCategory → Frobenius → Fixed-Point → Hopf → Monad → Entropy (H=3.6636 b/c) → Topos → CCC → Quantum → Linear Logic → IVM → Traced (yanking) → HoTT (univalence) → Imscription OS (10 procs) → ProofBridge → String Diagrams → IMASM Self-Imscription → Auto-Imscriber → Yoneda → Operad → Sheaf → Dagger Compact → Galois → Stone → Presheaf → Kan → Adjoint → Initial/Terminal - every layer Closure: True. Plus 12 Novel Arrangements (I Dialetheic Bootstrap O₂ … XII Chiral Pairs) on the dialetheic register machine (2-bit VO⌀/T/F/B⬡).
Vessel Principle: IMASM token algebra resolves finer than the 12-primitive crystal (XII confirms). ZFC_fe terminal vessel. Lean 4 Descent ≡ Zosimos Katabasis. Descent chain v0.1 (Python) → v0.10 (bare-metal x86 ISO); frob.py seed; Lean proofs in proofs/. Manual path: boundary → opcode map (all 12) → Frobenius gate → register map → phases 4–7. Editorial/lift ob3ects + IG coordinates + auto API (auto.py, sync/async) in full version.
Layout: auto.py, digital/ (tower + imasm_core.py + frob.py), proofs/. Full 1191-line version: README_backups/ob3ect_README.md.
μ∘δ = id