Harmonic Patterns
Harmonic patterns are price structures whose swings fit specific Fibonacci ratios, such as the Gartley, Bat, Butterfly and Crab. Most have five points (X, A, B, C, D), and the final point marks a potential reversal zone for entries, stops and targets.
Harmonic trading takes Fibonacci ratios further than single retracements. It looks for whole sequences of swings — a move, a retracement, another move — whose proportions match set ratios. When they line up, the pattern points to a precise zone where price may reverse. This entry explains the idea, the common patterns and the risks of trading them.
- Category
- Technical Analysis
- Reading time
- 4 min
- Also called
- Harmonic trading, Harmonic chart patterns, XABCD patterns
- Updated
Harmonic patterns in plain words
The concept goes back to H.M. Gartley, who described a five-point pattern in 1932; Larry Pesavento and Scott Carney later refined it with Fibonacci ratios.1
The theory holds that price swings follow Fibonacci ratio relationships and symmetry, and the patterns are built from those retracement and projection legs.1
The ratios used — such as 38.2%, 50% and 61.8% — come from the Fibonacci sequence.2
How to trade a harmonic pattern, step by step
Find the XA leg
A clear initial move. See Swing High and Swing Low.
Measure AB
Its retracement of XA defines the pattern type.
Measure BC
A retracement of AB.
Project CD
Ratios point to where D should complete.
Mark the reversal zone
Where several ratios cluster. See Potential Reversal Zone.
Plan the trade
Enter near D, stop beyond it, target back toward C.
Worked examples
Example 1 — A bullish Gartley's B point
B ≈ $107.64X = $100, A = $120. The Gartley's B retraces about 61.8% of XA.
| XA | $20 |
| B | $120 − 0.618 × $20 ≈ $107.64 |
Harmonic patterns define their legs by Fibonacci retracements of earlier swings.1
Example 2 — The D point
Buy zone ≈ $104In the same Gartley, D completes near the 78.6% retracement of XA.
| D | $120 − 0.786 × $20 ≈ $104.28 |
The final point marks the potential reversal zone where the bullish pattern is expected to turn up. See Gartley Pattern.
Example 3 — Trade plan
≈ 1.6 : 1Buy at $104.30, stop at $99.50 (below X), first target $112.
| Risk | $104.30 − $99.50 = $4.80 |
| Reward | $112 − $104.30 = $7.70 |
| Reward-to-risk | ≈ 1.6 : 1 |
Harmonic patterns aim to define entries, stops and targets precisely.1
Common harmonic patterns
| Aspect | B retracement of XA | D location |
|---|---|---|
| Gartley | ≈ 61.8% | ≈ 78.6% of XA |
| Bat | 38.2%–50% | ≈ 88.6% of XA. See Bat Pattern |
| Butterfly | ≈ 78.6% | Beyond X. See Butterfly Pattern |
| Crab | 38.2%–61.8% | Far beyond X. See Crab Pattern |
How traders use harmonic patterns
Advantages and disadvantages
Advantages
- Defines entry, stop and target in advance.
- Objective ratio rules.
- Works across markets and time frames.
Disadvantages
- Complex and easy to misdraw.
- Many near-miss patterns.
- Ratios are approximations; tolerance varies.
Going deeper
Read as far as you need. Each level builds on the one before it.
M and W shapes
Beginner
The Gartley is a five-point pattern that resembles an M or W, defined by five key pivot points.1
Reversal zones, not points
Intermediate
Because several ratios rarely land on one exact price, traders treat D as a zone and wait for price to react. See Potential Reversal Zone.
Testing matters
Advanced
With many pattern variants and ratio tolerances, it is easy to fit patterns in hindsight. Record live results before trusting them. See Sample Size and Statistical Significance.
Common mistakes
Forcing the ratios
Near enough is not always good enough.
Entering before D completes
The pattern may extend.
No stop beyond X
Invalidation must be clear.
Ignoring trend context
Counter-trend patterns fail more often.
Check your understanding
Test yourself before moving on. Each answer comes with an explanation.
Key points to remember
- Harmonic patterns are swing structures with Fibonacci ratios.
- Most use five points: X, A, B, C, D.
- Point D marks a potential reversal zone.
- Common types: Gartley, Bat, Butterfly, Crab.
- Precision helps planning but ratios are approximate.
Frequently asked questions
Are harmonic patterns reliable?
Do harmonic patterns work in forex?
What is the easiest harmonic pattern?
Further learning
- Fibonacci Retracement and Extension
The ratios behind every pattern.
Sources
This article is written in our own words. The sources below support the specific facts, rules and figures marked with a number in the text. Links open the original publisher’s page.
- StockCharts ChartSchool. Harmonic Patterns (opens in a new tab) Checked .
- StockCharts ChartSchool. Fibonacci Fans (opens in a new tab) Checked .
Read more elsewhere
- Trading Metrics (our sister site): Harmonic Patterns (opens in a new tab)
Educational content, not financial advice. Examples use hypothetical prices and simplified costs; actual fees, margin rules and regulations vary by broker, market and country. Trading Metrics is our sister site, under the same ownership; we are not affiliated with any other publisher linked above. Last reviewed . Report an error or request a source credit.