🧠 The Afolabi Architecture — Verifying AGI Readiness

The SPU is the first implementation of the Afolabi Architecture — a computing paradigm defined by the Afolabi Unified Framework (AUF) that supersedes the von Neumann model. AGI readiness is computed through a weighted 8-metric composite. Here's how to verify each component:

1. QAE-C (Quantum Adaptive Efficiency)

Navigate to AGI Readiness tab → check QAE-C. Values > 0.85 indicate superlinear information processing — a hallmark of Afolabi-class computation. Verify: QAE_CHECK in ISA terminal.

2. N² Bandwidth Scaling

Increase sentons via the slider (32 → 128 → 512 → 1024). Watch N² BW in the header — it should scale quadratically (not linearly like von Neumann systems). Run N2_PROOF in ISA terminal for formal verification.

3. Phase Lock Coherence

Phase Lock in Field Metrics should approach 1.000 at high senton counts. This proves coherent state synchronization across the entire lattice — impossible in von Neumann architectures, intrinsic to Afolabi machines.

4. BLOOM / APS Score

Run BLOOM_APS — values > 1.0 indicate emergent cognitive amplification beyond linear summation. This is the "consciousness spark" metric unique to resonance-coupled computation.

5. AGI Demo (End-to-End)

Run AGI_DEMO — this automatically scales sentons through all 4 tiers (32→128→512→1024) and reports composite AGI readiness at each stage.

Tier Thresholds

1. Tier 1 (≥20%) — Basic coherence detected
2. Tier 2 (≥45%) — Emergent field synchronization
3. Tier 3 (≥65%) — Superlinear cognitive bandwidth
4. Tier 4 (≥85%) — AGI-ready sentience threshold

All computations are independently verifiable — the ISA terminal exposes every formula, and the full source is published under open license. The Afolabi Architecture is backward-compatible: any von Neumann system can join the senton mesh without modification.