Harmonic PatternsAdvanced

Bat Pattern

How the Bat harmonic pattern is measured: B at 0.382–0.5 of XA, D at 0.886 of XA, how it differs from the Gartley, and where stops and targets go.

Library categories

What it means

The Bat is a harmonic pattern with a shallower B and a deeper D than the Gartley: B retraces 0.382–0.5 of XA and D completes at 0.886 of XA.

The deep D keeps the stop beyond X close to the entry.

Why traders use it

Scott Carney defined the Bat in 2001. Its appeal is risk placement: entering at 0.886 of XA with a stop just beyond X gives a small risk relative to the potential move.

Chart examples

Bullish Bat

XABCDB = 0.5 XAD = 0.886 XAPRZ
B retraces 0.5 of XA; D completes deep, at 0.886 of XA, just above X.Schematic diagrams drawn to explain the idea; they are not market data.

How to identify it objectively

  • 1XA impulse.
  • 2B: 0.382–0.5 of XA.
  • 3C: 0.382–0.886 of AB.
  • 4D: 0.886 of XA.

Bullish use

  • 1D near 0.886 of XA below price.
  • 2Bullish reversal close at D.
  • 3Stop just below X.

Bearish use

  • 1Inverted ratios at a high.
  • 2Bearish reversal close at D.
  • 3Stop just above X.

What confirms it

  • B within 0.382–0.5.
  • A reaction at D.

What invalidates it

  • A close beyond X.

How a hypothetical setup is built

Entry

At D after a reversal close.

Stop

Just beyond X.

Target

0.382 then 0.618 of AD.

A hypothetical illustration of how the concept is turned into a plan, not a recommendation. Practise it on a paper account first.

Historical testing

Not tested on The Tradeskill. In the drawing XA = 10 points: B = 105 (0.5), C = 108.09, D = 101.14 (0.886).

Limitations: when it fails

  • Price often trades through X: the stop is small but hit often.
  • Ratios are flexible enough to fit many swings.
  • No proven edge from the ratios alone.

Knowledge check

Pick an answer to see the explanation. Nothing is saved.

The Bat’s D completes at…

1. The Bat’s D completes at…

The Bat’s B is…

2. The Bat’s B is…

Why do traders like the Bat?

3. Why do traders like the Bat?

Practise it risk-free

Open the free chart, use replay to go back in time and look for this concept candle by candle with $20,000 in virtual money.