The canonical engineering-pyramid rendering lineage is anchored in Theoretical Modular Mathematics And Pyramid Construction.
Revision C is generated deterministically from Python and supersedes the earlier plates as visual evidence. Earlier versions remain preserved as correction history. The active files are the Python renderer, A0 vector PDF, SVG master, PNG proof, and JSON machine certificate under TMP-PC-20260728-RC.
Canonical reconstructed monograph and executable certificate
The source video is preserved as a historical derivation artifact. The following visible forms are archived as superseded, conditional, or unresolved rather than silently erased:
47/125=0.376412… is numerically false. Canonical: $47/125=0.376$; discrepancy $103/250000$.Reality = ker(δS/δΦ) is nonstandard for nonlinear $K$. Canonical object: zero locus $\mathcal Z(K)$; kernel after linearization.Archive law: visual preservation does not confer active citizenship. The corrected equations govern current descendants; open items route to Observatory I, II, or III with their original source context intact.
Formal Google Drive certificate
Archive authority now distinguishes historical plates from the corrected executable theorem. The canonical formulas are K=(C-6I)(C-30I), dim ker K=47, P^2=P=P^†, Tr(P)=47, Ω_c=47/125, and (I-εK^2)^n→P for 0<ε<1/93312. Any plate displaying (I-εK)^n→P is retained only as superseded provenance and is not canonical. Visual materials do not independently upgrade evidence or physical interpretation.
The Archive now preserves all historical Kartekeya branches against the canonical operator skeleton. The current lineage is: