Keely’s Laws of Being – on the Nature and Dynamics of Vibration, Oscillation and Toroids
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🎯Core Cocepts:
- Geometry & Charting
- Number Squares & Tools
- Astro & Esoteric
Keely’s Laws of Being by Dale Pond is a comprehensive reconstruction of John Ernst Worrell Keely’s vibratory physics—an early scientific framework proposing that all matter, motion, force, and consciousness arise from scalar vibration, oscillation, and the geometric form of toroids. Drawing from Keely’s 19th-century experiments and the later interpretive work of Daniel Brinton, this book synthesizes a fragmented body of research into a unified, sequential science known as Sympathetic Vibratory Physics (SVP).
The text reveals that vibration is not merely mechanical motion, but a hierarchical structure of polar forces, harmonic overtones, and triadic interactions. Keely distinguished between vibration (internal rhythmic motion) and oscillation (external translatory motion) as two complementary dynamics governing all physical and metaphysical systems. Dale Pond expands these principles using modern terminology—clarifying concepts such as the Neutral Center, Celestial Mind Force, syntropy and entropy, harmonic ratios, and the transformation of forces.
For advanced students of W. D. Gann, this work provides essential context to the Law of Vibration. Both Keely and Gann assert that the universe operates through harmonic rhythm, mathematical proportion, and geometric recursion. Pond’s treatment of toroidal fields, sympathetic attraction, and harmonic third ratios parallels Gann’s ideas regarding the geometric origins of market cycles, natural law, and energy fields that govern price movement.
This edition is one of the most complete modern explanations of Keely’s vibratory model—offering traders, researchers, and scholars a powerful theoretical lens for understanding the vibratory architecture underlying Gann’s time-price forecasts and harmonic market structures.
✅ What You’ll Learn
- The fundamental difference between vibration (internal rhythmic motion) and oscillation (external translatory motion) based on Keely’s definitions.
- The triune structure of all forces—positive, negative, and neutral—forming the basis of all matter, energy, and consciousness.
- How harmonic overtones, third ratios, and proportional subdivisions create every physical and metaphysical form.
- Keely’s Laws of Attraction, Repulsion, and the Dominant Force, explaining how coherent or discordant vibrations generate syntropy (convergence) or entropy (dispersion).
- The structure and dynamics of toroids, vortices, etheric envelopes, and the universal heartbeat.
- How sympathetic resonance operates as the connective medium between all centers of vibration, mirroring Gann’s idea of correlated markets and time-price vibration.
- The Law of Cycles, introductorily defined in the text, showing how periodic forces govern the evolution of matter—directly parallel to the cyclical logic in Gann’s market theory.
- Keely’s concept of the Neutral Center, functioning as a point of stillness around which all oscillatory activity organizes—a principle echoed in Gann’s equilibrium points, zero vibration, and harmonic balancing.
This knowledge forms an advanced theoretical platform for those seeking deeper comprehension of the vibratory laws beneath Gann’s forecasting systems.
📚 Table of Contents:
- Chapter 1 — Introduction to Sympathetic Vibratory Physics (SVP)
- Chapter 2 — Polarity & Neutral Centers
- Chapter 3 — Dynamics of Force
- Chapter 4 — The Universal Seesaw
- Chapter 5 — Mind and Mind Force
- Chapter 6 — What Is Vibration?
- Chapter 7 — The Laws of Being
- Chapter 8 — Scalar & Subdivision Physics
- Chapter 9 — Keely’s Wave Function
- Chapter 10 — Proportions & Relative Values
- Chapter 11 — Universal Heartbeat
- Chapter 12 — Vortices & Toroids
- Chapter 13 — Electricity & Magnetism
- Chapter 14 — Gravity
- Chapter 15 — Bibliography & References
Keely’s Laws of Being - on the Nature and Dynamics of Vibration, Oscillation and Toroids By Dale Pond
| Author |
Dale Pond |
|---|---|
| File Types |
|
| Pages |
268 |
