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Red Line district · Canonical plate foundations
Red marks theorem plates, exact constructions, and canonical mathematical summaries. Visual presentation does not alter the underlying evidence class. Transfer through the Subway Python Transit Map.
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These plates contain the exact finite-dimensional construction or direct consequences of it. They are the primary visual record of the canonical $E_{47}$ formalism.
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The sequence moves from theorem-level decomposition, to visual anatomy, to the contraction mechanism, to a translation-invariant spatial lift.
Visual Companion — E47 Canonical Theorem Plate
Diagram of a Unit — Anatomy of the 47-Dimensional Invariant
Spectral-Kernel Projection — Symmetry-Preserving Contraction
The Rosetta Torus — Translation-Invariant Spatial Lift
The Diagram of a Unit, Spectral-Kernel Projection, and Rosetta Torus plates have been reclassified under the controlling chain
$$ V_2^{\otimes3}\to C\to K\to E_{47}\to P_{47}\to\Omega_c. $$
The exact decomposition is $E_{47}=5V_2\oplus2V_5$, not any alternative partition of 47. Stable projector convergence uses $I-\varepsilon K^\dagger K$. Spatial lifts preserve the 47-dimensional internal kernel only when the spatial operator, tensor-product construction, and kernel factorization are explicitly declared and verified. Deterministic residuals remain machine-precision numerical evidence and are not described with five-sigma language.