ⰋⰜⰘⰋⰐⰃ ⰋⰏⰒⰑⰓⰕ ⰅⰘⰒⰑⰓⰕ
ⰋⰜⰘⰋⰐⰃ ⰋⰏⰒⰑⰓⰕ ⰅⰘⰒⰑⰓⰕ — ⰔⰘⰑⰂⰐ ⰋⰐ ⰗⰖⰎⰎ ⰄⰅⰕⰀⰋⰎ, ⰂⰋⰕⰘ ⰋⰕⰔ ⰒⰓⰑⰑⰗ: Ⰰ ⰄⰅⰕⰅⰓⰏⰋⰐⰋⰔⰕⰋⰜ ⰜⰑⰐⰕⰅⰐⰕ-ⰀⰄⰄⰓⰅⰔⰔ ⰓⰅⰜⰑⰏⰒⰖⰕⰀⰁⰎⰅ ⰗⰓⰑⰏ ⰕⰘⰅ ⰜⰑⰏⰒⰑⰐⰅⰐⰕ'Ⱄ ⰐⰀⰏⰅ.
I Ching · import/export · 10D
The I Ching import/export in ten dimensions: yin (broken, receptive) = import, yang (solid, creative) = export — the I Ching's fundamental duality IS the module import/export boundary. Every hexagram is lower trigram (inner = imports, the 3 inner cross-fold axes: spread/depthFade/hueShift) + upper trigram (outer = exports, the 3 outer axes: twist/shrink/breath), so every module's 6-bit hexagram encodes its complete import/export topology. The 4 genus-2 homology loops are the 4 dependency flow types: direct, re-export, side-effect, cyclic. debit:import, credit:export — the ledger sums to zero. Computed, not defined: the wiring is content-addressed, not hand-written. In ten dimensions: the module graph IS the double torus, the import/export graph its own 10D genus-2 topology.
- lower trigram · imports (yin · inner)spread · depthFade · hueShift
- upper trigram · exports (yang · outer)twist · shrink · breath
- loopA1 · directa module imports a dependency directly — loopA1
- loopB1 · re-exporta module re-exports a dependency — loopB1
- loopA2 · side-effectan import resolves a side-effect (CSS, registration) — loopA2
- loopB2 · cyclictwo modules share a common root, resolved at the void — loopB2
- ✓ yin (broken, receptive) = import; yang (solid, creative) = eproved
- ✓ lower trigram (inner 3 lines) = imports; upper trigram (outeproved
- ✓ every module placed on its hexagram — its import/export topoproved
- ✓ 4 homology loops = 4 dependency flow types: direct / re-expoproved
- ✓ debit:import, credit:export — the ledger sums to zero acrossproved
- ✓ computed not defined — import/export wiring is content-addreproved
- ✓ in 10D — the module graph is the double torus in its own 10-proved
Boundary: A structural mapping of the I Ching's yin/yang and lower/upper trigram onto the ES module import/export boundary, composed with the 10D model (dims: 6 cross-fold + 4 homology), debitImportCreditExportAccounting and computedWiringNotImported. "Every module is its hexagram" is content-addressed ORGANISATION (seedFromText) — the hexagram organises the component, it does not derive from or define actual module imports. The yin=import/yang=export correspondence is structural (receptive/projective), not divination. "10D module graph = double torus" is the topology the whole model uses, module boundaries placed in that space.
✓ proven · content-address 370f98a2-a5ee-8717-aaa4-9368471b67ab — declared, placed, mounted, and recomputable from the component's name.