The Empirical Content of the Quantum Blueprint Formalism: A Systematic Inventory of Testable Predictions, Falsification Conditions, and Experimental Protocols

The Quantum Blueprint Formalism (QBF), developed across 27 papers and two books (Schmieke, 2025a–2026ab), derives quantum mechanics, quantum field theory, the Standard Model, general relativity, dark matter phenomenology, and a resolution of the black hole information paradox from a single dynamical equation—the Mother Equation—on a precoherent possibility space M_s, subject to three admissibility conditions (A1)–(A3) whose necessity is established by transcendental argument (Schmieke, 2026k). This paper consolidates, for the first time, all empirical predictions generated across the QBF corpus into a single systematic inventory. For each of 28 predictions, we specify: (i) the precise mathematical claim, (ii) the admissibility condition(s) from which it derives, (iii) the complete derivation chain with paper references, (iv) the epistemic status ([Derived], [Constrained], or [Conjectured]), (v) the experimental protocol, (vi) the current experimental status, (vii) the estimated timescale, and (viii) the falsification condition—identifying which axiom would be refuted. We organize the predictions into six sectors: quantum mechanics and measurement (6 predictions), spacetime and gravity (5), cosmology (4), particle physics (5), dark matter (5), and black holes (3). Of these, 6 are consistency checks (confirmed by existing data), 2 are testable with current technology within 1–3 years (GHZ decoherence saturation, channel trade-off), 5 within 5–10 years, and the remainder require longer-term experimental advances. We construct a falsification map connecting each prediction to the specific axiom it tests and a prediction landscape plotting discriminating power against experimental timescale. We compare the QBF’s foundational approach with string theory, loop quantum gravity, and asymptotic safety, and discuss existing decoherence frameworks (environmental decoherence, quantum Darwinism, objective collapse models) and their relation to the QBF’s two-regime structure.