Other methods
Five-point swing patterns defined by Fibonacci ratios, used to find a precise reversal zone.
Harmonic patterns are five-point swings (X, A, B, C, D) where each leg must retrace or extend the previous one by set Fibonacci ratios. H.M. Gartley described the first in 1935; Scott Carney and others named and refined the rest. The point D, where the pattern completes, is the potential reversal zone (PRZ).
The main ones differ by how far D goes relative to the XA leg: Gartley, D at 0.786 of XA (B near 0.618); Bat, D at 0.886 of XA (B 0.382–0.5); Butterfly, D beyond X at 1.27–1.618 of XA (B 0.786); Crab, D at 1.618 of XA. The Cypher measures D as 0.786 of XC instead (some scanners use XA, so check yours). The simpler AB=CD has two equal legs.
For education only, not financial advice.