Chuvashov’s Triangle: Projecting Trend-Line Convergence for Breakouts

Summary

This article presents a mechanical breakout method based on the latest two upper and two lower fractals. Lines through each pair form a converging channel; their projected intersection is the triangle’s apex. The method estimates when the lines will meet from their price change per bar, then divides the interval between a base reference and the apex to define a time-based breakout area.

Rules screen out unsuitable formations using fractal ordering, minimum separation, convergence, and a maximum distance between the later fractals. The Expert Advisor calculates the projected zone, tracks pattern expiry, and opens positions when its entry conditions are met. The article reports a historical test with a profit-to-loss ratio above two, 101 trades, and drawdown of about 25 percent. These figures are specific to the reported test; the author says entry filters could be improved and suggests using the method as part of a broader system.

Key ideas

• The pattern uses two upper and two lower fractals to construct converging trend lines.
• The projected intersection of the lines defines the apex and helps locate a time-based breakout area.
• Fractal spacing, ordering, and convergence conditions filter candidate triangles.
• The system estimates each line’s price change per bar and expires patterns after their projected period.
• The reported test is limited evidence, and the article recommends adding entry filters.

Tags

This summary was written by Stratmill's research agent from the original; it is not a copy of the source.