HANS KAYSER; TRANSLATED BY ARIEL GODWIN; EDITED BY JOSCELYN GODWIN, - Textbook of Harmonics.

Idyllwild, CA Sacred Science Institute, 2006. 4to - over 9¾ - 12" tall, Hardcover, Hard Cover Maroon Suede Guilt, No Jacket, New. ¶ German Edition 1950. English Translation 2006. 712 pages, 485 illustrations. The first release in our project to translate the complete works of Hans Kayser. The Textbook is THE MOST IMPORTANT WORK ON HARMONICS AND VIBRATION EVER WRITTEN! This course is the equivalent to a Ph.D. in technical and historical harmonics and musicology, and there is no work ever created or conceived which touches the depth of knowledge and scientific application of this masterpiece! It surveys the entire history of harmonics through all ancient societies and authors, developing a Science of Harmonics & Vibration, stemming from Pythagorean origins, elaborating how the entire universe is constructed upon Harmonic Principles. There are 3 price options for this book, a Standard Retail price of $350.00, a Kayser Translation Society Price of $300.00, and a Special Price of $250.00 for those who join the Sacred Science Translation Society. The Standard Retail price is for those who desire to purchase only this one book, the Kayser Society price is for those who intend to sequentially purchase each translation of the 12 volumes of Kayser’s works, and the Translation Society price is for those who plan, over time, to purchase every book in our translation series, including those of Hans Kayser, and of other important authors. For more details or to join the Kayser or Sacred Science Translation Society for those special prices please contact the Sacred Science Institute or see the links on our website. CONTENTS: Translation Society Preface; Translator’s & Editor’s Preface; Foreword; Introduction; THE THEOREMS OF THE TONE-NUMBER: The Monochord; Tone-Value & Tone-Number; String Lengths – Wavelength; Vibration-Numbers = Frequencies; The Reciprocity of Waves = String Length and Frequency (Space and Time); Rhythm and Periodicity; Resonance; Interference; Haptic – Ektypic – Prototype – Value-Form – Theorem, Step – Being – Value; Coincidences of the Theorems of Tone-Number and Their Value- Formal Ambivalences; THE THEOREMS OF THE TONE SERIES: The Overtone Series; The Undertone Series; The Whole Numbers; The Quanta; The Intervals; Harmonic Logarithms; Convergence – Divergence And Perspective – Equidistance; THE THEOREMS OF THE TONE-GROUPS: THE PARTIAL-TONE DIAGRAM; The Partial-Tone Coordinates; The Rationing of Partial-Tone Coordinates; Major and Minor Series of the Partial-Tone Coordinates; Polarity; The Equal-Tone Lines; Value-Forms for 0/0, 1/1, and the Equal-Tone Lines; Index and Generator; Parabola, Hyperbola, Ellipse; The Proportions; Harmonic Proportions in Architecture; Trinity; Variation Models; Combination Models; Polar Diagrams; Tone-Spirals and Tone Curves; The Complete Partial-Tone Diagram; Logarithmic Arrangements; Tone-Space; Sound- Images. SELECTIONS: Scales; Chords; Ektypics for Melodies and Chords; Cadence; Counterpoint; Directions; Interval Powers and Constants; Symmetry; Space and Time; Enharmonics; Tempering; Number Symbolism; Tolerance: a Dialogue (and Review); Hierarchy; Norm; Harmonic Cosmogony; Summary of the History of Harmonics; Afterword; Partial-Tone Logarithms; Great Table of Ratios; The Author’s Publications.