Monomials Beyond φ_i = 6.00 and Below 0.02: n = 14 Arrives at φ_i = 6.0062, n = 16 at 6.7556 — and Nothing at All Below 0.02

The monomial rolling-field class is computed beyond paper #583's scan end and below 0.02: gated digit-for-digit on #583's exhibits including both ends of its two bisected brackets re-run, on #549's and #537's exhibits with their bracket ends re-run, and on the far-standard rows and the parent's standard-condition maxima, the n = 14 member's surface begins at phi_i* = 6.0062 (bisected, bracket [6.00616, 6.00623]) and the n = 16 member, scanned for the first time anywhere in the record, begins at phi_i* = 6.7556, extending the staircase of beginnings to eight thresholds with spacings 0.87, 0.81, 0.80, 0.78, 0.77, 0.78, 0.75. The parent shot bracket no longer contains the higher members' peaks, so the arrivals are bisected on a widened bracket, (log V0) in (-45, 15), stated before its results with its consistency printed. Below 0.02 every member's maximum falls monotonically on the grid phi_i in {0.002, 0.005, 0.010, 0.015} and nothing conditions in [0.002, 0.02), the largest maximum being 0.0002, short by 0.6829. Odd n excluded on the parent's printed ground. Quantum gravity NOT SOLVED; vacuum catastrophe NOT SOLVED.