the audited vacuum · the card

Parameters.

Every parameter of the theory, bracketed by a named measurement. Classes: [T] theorem · [A] exact in the model · [B] measured shape × data · [C] conditional on order-unity coupling · [C′] order-of-magnitude with a declared convention.

the card

The bracketed parameters.

parameterbracketsourceclass
a — audit state-dependence|a| < 5.8×10⁻⁶ (theory expects 0)Cassini, via γ = (1−2a)/(1+2a)[A*]
ℓs — substrate scale< 4.3×10⁻²⁷ m (Planck allowed below)GRB photon dispersion × the lattice form; substrate energy > 4.6×10¹⁰ GeV[B]
γ — audit rate (the knee)[5.2×10¹⁴, ~7×10³⁴] s⁻¹; predicted window 10¹⁹–10²²; anchor bet 5.7×10¹⁸ (soft X-ray)floor: PSR J0737-3039; ceiling: c/ℓs; window: the hierarchy demand; anchor: γ = α·mec²/ħ[C]/[C′]
Δ — monitor detuningΔ < 0 (sign only)the passivity theorem; active vacuum stable, unbilled, noise-free[T-family]
Q = κ/|Δ| — the vacuum's quality factor≫ 1; pinned the day the knee is foundthe hierarchy lock (exact, 4 digits)[A]
S∞ — continuum coupling 1/e²202.588 ± 0.010 (2D) · 493.83 ± 0.30 (3D); no running (finite-size only)1/L² fits; the α⁻¹ ballpark {494–6205} vs 137 is characterization only[A-toy]
ξ — substrate anharmonicityξ > 0; in-situ: Δβ = +0.5000 ± 0.0001Mercury + LLR (the four-digit target the tensor junction must derive)[A-pert]/[B]
ΔP — the pump bill (Λ direction)+232·ξ² > 0, even in ξ, branch-independentexact 2nd-order perturbation theory; Λ > 0 in sign — scale open (the wound)[A-pert]
pump stability< 10⁻¹⁴ / yrlunar laser ranging (Ġ/G)[B]
pump C-symmetry — sublattice asymmetry< ~10⁻¹⁸kaon CPT interferometry (|Δm|/m < 6×10⁻¹⁹) via the matter/antimatter cost offset[B]
substrate constancy< 10⁻¹⁹ / yratomic-clock α̇/α; quasar μ̇/μ < 6×10⁻¹⁷[B]
λ-universality — consumption ∝ energycomposition dependence < 10⁻¹⁵MICROSCOPE[B]
substrate isotropy< 10⁻¹⁸ (passed with ~50 orders of margin)optical-resonator Michelson–Morley[B]
mγ — photon mass0 by theoremexact Gauss zero mode (10⁻³²); satisfies < 10⁻¹⁸ eV structurally[T]
cdrag — the units bridge0.02 at κ_read = 1 (toy)the one number every [C] bracket awaits — unbuilt[C]
constants

The fundamental constants, interrogated.

constantstatus in the theoryteaching
cread — the substrate's acoustic speedcGW = c automatic; dispersion quadratic-subluminal only; isotropy 10⁻¹⁸
ħassumed — three load-bearing jobsmakes the vacuum solvent; constitutes redshift; prices the ledger. Value = the unit
Gnot recovered — chained to the kneecancels exactly from the knee formula; delivered by the lock the day the knee is measured
αread — 1/S∞no running in our data; constancy 10⁻¹⁹/yr; the 5.4σ discrepancy is bet to be systematics
estructure read, quantization missingcharge = parity imbalance; the millicharge floor m ≥ |q/e|·me is live
mp/menot derived; ordering forced (μ ≥ 1)the knee window's width IS μ; a found knee picks the vacuum's counting mass
MPlanckcomposite — m·√(Q/α), verifiedthe Planck length is not the lattice spacing: two UV scales, distinct origins
Λsign read (+, the bill); scale OPENthe second-order CC problem — up to 10⁸⁹ — the theory's sharpest wound, carried openly
masses, Yukawas, ν; ΛQCD; GF, v; H₀, Ωmsilent — sectors absentnamed as absent; no partial claims exist

Full derivations: the equation ledger · the constants ledger · the pairs ledger.

debts
priced

The three exact debts.

The theory's missing sectors owe three numbers, fixed in advance by data or structure — pay them or die of arithmetic: Δβ = +0.5000 ± 0.0001 (the tensor junction, from Mercury + LLR); 3.604 (the matter sector's charge normalization, from S∞/α⁻¹); d ln μ/d ln α = 0 (any future constant-drift detection, from the conformal weight — where GUT frameworks owe ~40). A theory whose holes have posted prices.