QHCC: The Emergent Holographic Universe from the Two-Screen Black-Hole Law

This preprint is Paper 1.1 of the QHCC (Quantum Holographic Code Cosmology) programme. It develops the emergent-universe continuation of Paper I from the two-screen black-hole law: $R_{\rm FLiC}^3 = r_S \ell_P^2$. The central result is a double projection structure: the Kerr-FLiC torus acts as the first holographic projector, producing a Schwarzschild-scale carrier shell, while the Schwarzschild screen acts as the second projector, producing the macroscopic C-layer bulk. The resulting scale chain is: $r_S \ell_P^2 \rightarrow r_S^2 \ell_P \rightarrow r_S^4 / \ell_P$. The same hierarchy has an information-carrier interpretation: $N_A \rightarrow N_A^2 \rightarrow N_A^4$. Layer A is the primary FLiC volumetric budget and primitive pair-channel algebra. Layer B is the Schwarzschild-scale holographic carrier shell. Layer C is the executable macroscopic universe read-out. The construction introduces no new ontological entities beyond the two screens, the FLiC degrees of freedom, the Kerr-FLiC torus, and their correlation structure. This work fixes the kinematic projector architecture of the QHCC programme; the dynamical derivation of relational time, gauge structure, particle spectra, and effective field dynamics is deferred to later work.