The Harmonic Elliott Wave theory

A-B-C fractal: case studies.

The Five Wave Up Fractal: Case Studies

Fractal Nature of Price Charts: Case Studies

The Five Wave Fractal in Motion: Case Studies

Corrective Waves: Wave 4. Case Studies

Complex Structures: W-X-Y

Alternation between waves 2 and 4 

1. Fibonacci Numbers and the Major Ratios.
2. How we can calculate major ratios between Fibonacci Numbers?
3. How we can calculate additional useful ratios?

1. Introduction to Section 8.
2. How to measure corrective wave 2 with retracement ratio.
3. Wave 2: the most common retracement ratios.
4. How to measure corrective wave 4 with retracement ratio.
5. Wave 4: the most common retracement ratios.
6. How to measure corrective wave B with retracement ratio.
7. Wave B: the most common retracement ratios.
8. Case Studies: Application of Retracement Ratios.

1. Introduction to Section 9.
2. How wave C relates to wave A and what  projection ratio is.
3. How to predict the bottom of the wave C down.
4. Wave C: the most common projection ratios to wave A.
5. How to predict the top of the wave 3 up.
6. Most Common Projection Ratios for the wave 3.
7. How to predict the top of the wave 5 up.
8. Most Common Projection Ratios for the wave 5.
9. Case Studies: Application of Projections Ratios for wave C up.
10. Case Studies: Application of Projections Ratios for wave 3 up.
11. Case Studies: Application of Projections Ratios for wave 5 up.

1. Introduction to Section
2. Confluence of fibs: nailing completion of corrective waves.
3. Confluence of fibs: nailing completion of impulsive waves.

1. Introduction to Section 11.
2. Top-to-Down Counting: Step-by-Step Guide.
3. Down-to-Top Counting: old good traditional approach.
4. Case Study: AAL: Top-to-Down Counting.