← Lebesgue Universal Covering Problem / II · Computation and Reproduction / Round 26 · Full 77-Cell Atlas
PASS for the 77 cells and their markers, the closure curve, every ledger row, the residual's volumes, classes and ratios, the tight-leaf polygon audit and the radial audit; PASS as stated for §14's least slack, which is the least over the ten audited trees only — over all 51 complete trees the least is 8.47×10⁻¹¹ (cell 8), and 11 trees hold a leaf thinner than §14's 2.8982×10⁻⁹. The rejection of a larger global pad stands, more strongly than §14 argues it.
Verdict: PASS for the 77 cells and their markers, the closure curve, every ledger row, the residual's volumes, classes and ratios, the tight-leaf polygon audit and the radial audit; PASS as stated for §14's least slack, which is the least over the ten audited trees only — over all 51 complete trees the least is 8.47×10⁻¹¹ (cell 8), and 11 trees hold a leaf thinner than §14's 2.8982×10⁻⁹. The rejection of a larger global pad stands, more strongly than §14 argues it.
Loads when opened…