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    "description": "<p>We present a systematic, rst-principles derivation of Standard Model coupling constants and<br>fermion masses from the spectral geometry of the Twistorial Spectral Quantum Vacuum Theory<br>(TSQVT). The framework combines Connes' spectral action with the internal algebra AF =<br>C&oplus;H&oplus;M3(C) and incorporates the dynamical condensation parameter &rho;(x,t) of TSQVT,<br>which naturally generates the observed parameter hierarchy. Calculated coupling constants<br>agree with experiment within 0.2%: &alpha;&minus;1(low energy) = 136.84&plusmn;0.52 (exp. 137.036), sin2 &theta;W =<br>0.2315&plusmn;0.0008 (exp. 0.23122), and mW/mZ = 0.8810&plusmn;0.0005 (exp. 0.88147). The number of<br>generations ngen = 3 emerges from topological constraints. Fermion masses are obtained within<br>5%: me = 0.489 MeV, m&micro; = 107.2 MeV, m&tau; = 1.80 GeV, and mt = 174.8 GeV (1.2% error).<br>The model yields distinctive, falsi able predictions: sound speed at critical condensation cs(&rho; =<br>2/3) = c, objective collapse time &tau;collapse = 87&plusmn;15 ms for m = 10&minus;14 kg, spectral chirp photons<br>E&gamma; = 1.2&plusmn;0.1 keV, and an auxetic Poisson ratio &nu;(&rho; &rarr; 1) = &minus;0.50 &plusmn; 0.02. All outputs are<br>determined by four geometric parameters of the spectral manifold &Sigma;spec, reducing the number of<br>free parameters by 85% relative to the Standard Model. We provide a complete computational<br>pipeline (Python/SymPy), Monte Carlo uncertainty analysis (N = 104 samples), and detailed<br>experimental protocols. The GUT-scale relation sin2 &theta;W = 3/8 follows from twistorial weight<br>asymmetry, with the low-energy value obtained via renormalization-group running.</p>",
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