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©2004 Aerodynamic Investments
Inc
Title
Animation & Music
(Use your Back Button
after viewing)The animation
has won several awards!
A
Detailed Science and Math Timeline
(key dates and names in chronological order)
INTRODUCTION
2- The question
that began this work.
3-
The Gann Square of Nine forms the base of a Pyramid. View a movie showing
the Fractal Properties of a Pyramid Model
5A-
Galileo's Notes on Motion showing Gann's Price/Time Equivalence
5B-
Original Pages in Galileo's Book
that record
for the first time the 4 moons of Jupiter in an orbit. (Vatican Library)
6-
Euler continues the work of Galileo and
states Fibonacci number series can be found in music
more Fibonacci in music
Béla
Bartok
Fibonacci
ratio in Beethoven's 5th Symphony
Beethoven's perfect 1.618
ratio in the 5th Symphony
Intro
- Euler's work that shows how to convert music to mathematics
A
chart showing that Gann Angles
and Cyclical Octaves have
the same mathematical foundation.
Euler
to Pythagoras
Fibonacci
numbers are common in many musical scales. This page will help you explore
this.
Next listen to two very different
scales derived from Pythagorean Intonation below. Each has the ratios
.382, .50, and .618 in their scales!
Japan (music)
Tibet(music)
Learn How Pythagoras discovered the Golden
Ratio by Sound in 560 BC
DECODING
GANN's WHEEL
(to
understand the mathematical construction of Gann's Wheel requires music
theory. See the next three links below.)
1-
Music Math I
2-
Music Math II
3- Music
Matrix III
The Gann Hexagon and Square of Nine are both Icosahedrons
whose external coordinates are all 0, 1 or -1 and Phi (1.618). This was
a 3-dimensional shape known to Pythagoras.
4- Explore the GANN Wheel with a Dynamic Model. Don't miss
How To Use Gann's Wheel on the page bottom
The Great Pyramid
and the Square of Nine have a connection. The Wheel was reportedly used
to price rice in the time of the Ancient Egyptians. The problem and link
that follows makes this even more intriguing. The solution to the problem
defined below was the same solution for the ninety degree angles within
Gann's Wheel.
a major problem is uncovered...
1
- Pyramid Dimensions
2
- Pyramid: A Linear Model
3
- Pyramid: Problem Discovered
(also view an animated movie to study the fractal properties of a pyramid.)
4
- The Pythagorean Theorem - a review
working towards a final solution....
5-
Pyramid - MathCad
6-
Pyramid - MathCad Computer Solution
7-
Pyramid - a 360 degree movie from the top of The Great Pyramid in Giza
8-Pyramid
- JPL/NASA photograph from space
Animated
Movie of Gann's Square of Nine Decoded Wheel
Copyright, (c) 2000
Aerodynamic Investments Inc
ONE CHART
APPLICATION
(3-Dimensional Bar Charts - DJIA)
OCTAVE
Chart 1
OCTAVE
Chart 2
OCTAVE
Chart 3
OCTAVE
Chart 4
FIBONACCI PRICE PROJECTION
SP Symmetry
BD Fibo
Support
SP Fibo
Resistance
Fibonacci
DJIA
Harmonic Table1
Harmonic Table2
Market Reaction
SPM0
March 9
SP March
15/00
MARKET HARMONICS I
Long Horizon
Harmonic Chart Applied in Real-Time Analysis
Short
Horizon Chart plus movie
MARKET
HARMONICS II
Elliott
Wave I - Balance/Symmetry
Elliott
Wave II- Complex Wedge
Ibn
al-Haytham- Geometry of Arcs
Trend Analysis
Based on Harmonics
RSI
Oscillator 1
RSI Oscillator
2
RSI Oscillator
3
RSI Oscillator
4
Dissonance Filtering
for Oscillators
Fractal/Chaos
+Mandelbrot Movie
Euler Formula +Fractal Pictures
Composite
Index
Composite
Range
Reverse
Engineering a $/Yen Chart
Reverse
Engineering Results plus a film
GANN, PHI (1.618) AND UNIVERSAL APPLICATIONS
Email from Turkey
Gann/Galileo
Octv
Phi
Ø, 1.618 between Planets
SPM0
vs Cluster
1-True
Octaves
2-Electromagnetic
3-Periodic
Table
4-Periodic
Octaves
Email
Reply + Enterprise Movie
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