Harmonic Patterns: Gartley, Butterfly and ABCD – Geometry Built From Fibonacci Ratios

Harmonic patterns (Gartley, butterfly, bat, crab, ABCD) are sequences of several turning points whose distances meet specific Fibonacci ratios. They look precise, but they rest on the same unproven idea as Fibonacci retracements.

What it is

H.M. Gartley described the basic pattern in 1935, and modern versions were developed by Larry Pesavento and Scott Carney, among others. The pattern has points X, A, B, C and D, and the D zone (the so-called potential reversal zone) comes from several overlapping ratios.

The ratio tolerance (e.g. 0.618 ± a few percent) means the pattern fits many price sequences.

How people use it

What the research and evidence say

There's no independent research confirming that harmonic patterns work. Because they're based on Fibonacci ratios, they inherit the same problem: there's no evidence the market respects those numbers. Scanners find patterns that look convincing after the fact, and failed patterns quickly disappear from the chart.

Weaknesses

What order flow shows

In the D zone, what matters is the same as at any potential reversal: whether aggression in the direction of the move is fading, whether absorption appears, whether the market rejects new prices. You can see that information in order flow, whether or not a butterfly can be drawn on the chart.

How to use it sensibly

Related

Frequently asked questions

What is the Gartley pattern?

A five-point XABCD sequence in which the legs meet specific Fibonacci ratios, and point D marks a potential reversal.

Do harmonic patterns work?

There's no independent evidence. They're based on Fibonacci ratios, whose effectiveness hasn't been confirmed.

Educational content, not investment advice. No signals, entries, stops or position sizes.