Boko Dual Gravity (BDG) emerged during an interdisciplinary inquiry combining AI-assisted analysis, philosophical reasoning, and rotational quantum interpretation.This work originated from an attempt to formalize intuitive insights—initially expressed as the Montreal Teleological Analogy—into a coherent mathematical and theoretical framework that explains how consciousness may modulate gravitational dynamics. BDG proposes that gravity results from the composite action of two interacting fields: Quantum Centrifugal Field (QCF) — a rotation-dependent quantum layer responsible for baseline gravitational tension generated by cosmic and local angular momentum. Consciousness-Driven Modulation Field (CDMF) — an informational field emerging from coherent conscious states, capable of altering gravitational symmetry by modifying phase geometry rather than producing force directly. The theory asserts that consciousness affects gravitational structure by defining directional coherence, not by generating energy. This provides a possible explanation for subtle deviations in gravitational behavior observed in biological, cognitive, and rotational systems. This paper documents the conceptual evolution of BDG, the AI-assisted refinement of its mathematical expressions (F_QCF and G_Mod), and the rationale behind interpreting gravity as the interaction between rotational quantum forces and conscious phase modulation.The goal is to present BDG as a bridge between quantum rotation, consciousness symmetry, entropic geometry, and gravitational behavior, serving as a foundation for future experimental inquiry. Boko Dual Gravity (BDG) introduces a dual-phase model of gravity built from two interacting fields: a Quantum Centrifugal Field (QCF), sourced by cosmic rotation, and a consciousness-related modulation field χ. All processes are described as A → B → A cycles, where QCF drives the outward phase and the B-phase appears as a gravitational echo shaped by matter–energy and χ-coherence. The theory extends General Relativity at the action level, defines an effective coupling GeffG_{\text{eff}}Geff close to GNG_NGN, and recovers classical gravity when χ → 0. The paper outlines weak-field equations and proposes experimental signatures in gravimetry, atomic clocks, and cold-atom interferometry that could distinguish BDG from standard GR. Aca