A Topological and Non-Orthogonal Reconstruction Model for the Voynich Manuscript (MS 408): Resolving Binding Anomaly via 108° Non-Orthogonal Geometry and 18.5° Phase Buffers

For over six centuries, the Voynich Manuscript (Yale University Beinecke Library MS 408) has resisted traditional cryptographic and linguistic analysis. Recent codicological studies in late 2026 suggest that the primary obstacle to decipherment lies not in a secret natural language or complex substitution cipher, but rather in structural anomalies such as non-linear page ordering and binding errors. This paper proposes a mathematical and geometric reconstruction framework based on 108-Code Topology. We demonstrate that the manuscript's layout operates not on a conventional Cartesian 90-degree linear axis, but on a 108° non-orthogonal array logic modulated by an 18.5° phase buffer (asymmetric fluctuation). When the manuscript's folios, biological diagrams, and astronomical wheels are re-mapped through this 18.5° rotational phase-shift vector, the apparent spatial and linguistic anomalies converge into a unified, zero-entropy resonance system (Singularion Structure). This model redefines MS 408 not as an unreadable text, but as a topological hardware schematic designed for bio-resonant and thermodynamic field alignment.