Computational Verification of the Quantum Blueprint Formalism at Biological Scale. Zenodo,

We present the first numerical verification of the Quantum Blueprint Formalism (QBF) at the biologically relevant scale of 12 Life Fields (K₁₂). Seven results are established computationally, each reproducing or extending a theoretical prediction from the QBF corpus. (1) The Hessian of the tension functional Φ is indefinite at pointer states: 2 negative eigenvalues at K₃ and 7 negative eigenvalues at K₁₂. The Hessian cannot serve as a Riemannian metric. (2) The Witten Laplacian produces positive spectral gaps (masses) despite the indefinite Hessian — the kinetic-stabilization mechanism of Paper 64 is confirmed numerically. (3) The projection π₀: ℝ³ → ℝ² is computed as an explicit 2×3 matrix; the induced metric is positive definite (Riemannian). (4) At K₁₂, the symplectic structure yields 5 conjugate pairs and 2 unpaired modes — the first numerical evidence for “mortality modes” that lack a regenerative partner. (5) The holonomy of the linearized dynamics is elliptic (Tr = 0.03), with all 12 modes oscillatory — the K₁₂ system is in a healthy (rotating, non-amplifying) dynamical regime. (6) The BCI feedback mechanism predicts recovery from perturbation 1.41× faster than passive Fokker-Planck relaxation. For cardiac coherence at 0.1 Hz: FEP recovery ≈ 8.3 s, QBF recovery ≈ 5.8 s, measurable difference ≈ 2.4 s. (7) The Bogoliubov vacuum structure predicts sub-Poissonian quadrature statistics (Mandel Q < 0) with a hierarchical squeezing pattern: strong squeezing in basal Life Fields (Foundation: 76 dB), moderate in intermediate fields (Vitality: 4.6 dB), and weak in integrative fields (Unity: 0.4 dB). Both predictions (6) and (7) distinguish the QBF from the Free Energy Principle and are testable with existing technology. All computations are parameter-free given the incompatibility matrix ω(i,j) and the diffusion coefficient Dₛ. The code is provided as supplementary material.