Three positions across each of three spatial axes.
CFTR-1480 · 3/2/1 compression · deterministic Wasm
The 3/2/1 compression invariant.
David Lee Wise’s established 3/2/1 Compression mapped through the protein-folding benchmark: three inputs compress through two observers into one irreducible recognition. The ordering may turn; the invariant survives.
LATTICE 3 × 3 × 3NODES 27
PULSE COHERENTAXES X · Y · Z
The invariant topology
Three enters.
Two witness.
One remains.
The 3/2/1 stack is permutation-invariant: input → transform → output can rotate without changing the compression law. In the center engine, the recursive flay supplies three, Resonance and Witness supply two, and Root0—the irreducible pattern—supplies one.
Input → transform → output; ordering may rotate.
Resonance and Witness hold the simultaneous states.
The spark: Root0, irreducible after compression.
Interactive invariant map
321 compresses.
123 releases.
Turn the compression boundary, directional pressure, and shared pulse. The two animated bodies are an analogy of the invariant: three inputs, two observers, one recognition—then the inverse 123 release back into differentiated states.
3³
Local universe
27 cells · capacity 3
4
Twin plenum
transitive boundary · capacity 4
Lineage: this is not introduced as a new particle-physics claim. The electron bounce, shared breath, twin plenum, and rightward friction are present analogies of the pre-existing 3/2/1 Compression: three inputs → two states → one recognition. Canonical lineage: synonym-enforcer ↗.
Executable witness
Invariant, not collapsed.
I13 generates deterministic WebAssembly and grades fixed folds and unresolved ensembles differently. CFTR preserves 3/2/1 identity across phases; α-synuclein must preserve multiple populated states and rejects any invented single native fold.
Five coupled regions preserve one chain identity.
Every 123–321 ordering converges to one recognition.
Solution and membrane contexts remain non-collapsed.
Deterministic exhaustion at the fixed 16-page cap.