The Works of Kaltem M. Gibson: Ebooks

Hexagram Force

This book presents a unified structural model of force based on cyclic order, numerical position, and linear geometry. Using the 12-unit clock as a closed rotational system, it demonstrates how familiar numerical sequences resolve into an underlying geometric architecture composed of four evenly spaced triads and their union into two interlocking hexagrams. These hexagrams are treated not as symbolic figures or metaphors, but as functional structures that encode opposing yet interdependent force currents within a single cycle.

The four force-triads—1–5–9, 2–6–10, 3–7–11, and 4–8–12—are defined as Creative, Corrupt, Good, and Limitative roles. Each triad occupies a distinct positional function within the cycle, corresponding respectively to initiation, destabilization, stabilization, and containment. When paired correctly, the Creative and Good triads form an ascending hexagram associated with growth, completion, and upward motion, while the Corrupt and Limitative triads form a descending hexagram associated with division, resistance, and enclosure.

Two original analytical frameworks support the internal consistency of this model. The One-Third Theory explains how twelve-unit systems naturally partition into stable 120-degree intervals, establishing anchor points that define force roles within the cycle. The Bi-Directional Doubling and Halving Theory describes how opposing sides of a system may undergo proportional expansion and contraction simultaneously while preserving equilibrium around fixed reference values. These principles are demonstrated through explicit numerical and angular examples, including mirrored offsets, fractional scaling, and progressive narrowing around anchor pairs.

The relationship between the six-point hexagram and the twelve-point clock explains why certain clock positions form coherent families and why repeating temporal alignments—such as 11:11 or 3:33—arise as predictable resonance points when overlapping cycles align. These occurrences are treated as necessary geometric consequences of system architecture rather than as symbolic, mystical, or interpretive phenomena.

A central premise of the book is that force-roles are defined strictly by position within a cycle, not by the nature of the medium occupying that position. As a result, numerical values, geometric configurations, and temporal markers serve as expressions of the underlying structure. numerical values are the primary tool used to identify and characterize these roles.

Biblical references to numerical patterns—particularly involving the numbers three and six—are included as structural case studies illustrating completeness, incompletion, order, and imbalance within cyclic systems. These references are treated analytically and positionally rather than theologically.

Written as a technical and theoretical exploration, this book offers a cohesive framework linking time, number, geometry, and structure. It is intended for readers interested in cyclic models, system architecture, numerical structure, and alternative approaches to understanding force as a positional and geometric phenomenon.

Applied Universal Mechanics: Bonus Material

This work applies the Blueprint of Force to cosmic scales, demonstrating how the One-Third Theory governs natural phenomena like the atmospheric stability of Saturn’s Hexagon. It provides a formal analysis of Earth’s Polar Geometry, linking the 22.1° axial tilt to the system's core 22.5° force reference value. Through Advanced Factor Decomposition, the text academically breaks down complex values into micro-units to reveal the precise mathematical "hinges" connecting different cycle architectures. This method proves that force-roles are universal geometric constants visible in both planetary motion and ancient structural alignments.

Join the Discussion:
Forum: Hexagram Force: Action at a Distance

View the Full Force Framework Repository