What if geometry is not fundamental, but the public form taken by coherence under finite access?This paper introduces a finite-vantage framework in which local worlds are not defined by ideal observers in a pre-given space, but by finite regimes of holding, rebuild, and readout. Starting from that reversal, it develops a common mathematical language for emergent geometry, temporal asymmetry, wave behavior, gauge structure, and gravity, while also sketching implications for cosmology, dark sectors, and semantic structure. The central claim is not that these domains are identical, but that they may be ordered by the same prior condition: a world becomes geometric only after coherence has become locally holdable and publicly legible. The result is an introductory, speculative, and structurally unified proposal for thinking about worldhood, physics, and meaning from the standpoint of finite access.
Ignis the Navigator (Mon,) studied this question.