Paper 114BN: Primitive Contact-Sharing Derivation of the Frozen Flux-Tension Deficit Law in Holosphere-QCD A No-Fit Two-Lane Ledger for the k = 2 SU(N ) String-Tension Bridge After Paper 114BM

Abstract

Paper 114BN addresses the mechanism gap left open by Paper 114BM. Paper 114BM showed that a frozen contact-deficit law could organize two-unit string-tension ratios in pure-gauge lattice theory while surviving named controls and a no-fit firewall. Paper 114BN asks whether that law can be explained from a primitive Holosphere-QCD contact-sharing ledger rather than treated only as a successful bridge expression. The paper models a two-unit flux object as two fundamental support lanes sharing a finite contact registry. In the large-color limit, the two lanes behave like independent fundamental strings. At finite color number, the two lanes lose some independence through two leading burdens: angular sharing and local contact overlap. The angular-sharing channel is interpreted as a one-lane finite-registry burden distributed over a half-turn exchange. The contact-overlap channel is interpreted as a two-lane coincidence burden. Together, these two channels reproduce the frozen Paper 114BM law without adding fitted coefficients or correction terms. The result is a conditional primitive mechanism derivation. It strengthens the Paper 114BM bridge by giving a compact reason for the two-channel structure, the angular normalization, and the contact-overlap scaling. It does not claim to derive continuum Yang-Mills theory, prove the mass gap, derive all string tensions, or establish full physical QCD. The main remaining task is to realize the same contact-sharing ledger on an explicit support graph and then test whether any higher-flux extension follows before target scoring.