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Identification Guidelines

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Table 5.1 shows the identification guidelines for the bullish bat. Use Figure 5.2 as a reference. If you don't have a computer that can find these patterns, give up now. Go search for a Big M or double top instead. They are easier to find because you don't have to do any calculation. Plus, bats are as rare as Klingons on Vulcan (or so I assume. I haven't visited there recently).

Figure 5.2 shows a bullish bat at turns XABCD. This one sees price climb after D, but breaks out downward, at E.

Appearance. If you draw lines connecting turns XAB (and back to X), and connect BCD (and back to B), you'll notice that the two halves form a set of wings. Imagine a body at B and it'll resemble a bat (or butterfly or birds or lots of other flying creatures, I think). But this pattern is called a bullish bat, so that's the story I'm sticking with.

Without the lines, the pattern looks like a big M chart pattern or even a double top with tall sides. The difference between the bullish bat and those other patterns is the use of Fibonacci ratios to determine the turning points, so let's discuss that next.

AB/AX retrace. Let me give an example of how to find the various points. Points X and A are arbitrary minor low and high points, respectively. Minor low B is an important one. The ratio of leg AB to AX should be either .382 or .5. Because the pattern is so complicated, the rules determining valid ones limit the numbers you will find in the real world. So I used the high–low price range of one of the points in the ratio. If a Fibonacci number is within the high–low range, then it's allowed as a valid turning point.

Table 5.1 Identification Guidelines

Characteristic Discussion
Appearance Looks like a big M with turns located by Fibonacci ratios.
AB/AX retrace The ratio of AB/AX is either .382 or .5
CB/AB retrace The ratio of CB/AB is one of .382, .5, .618, .707, .786, or .886
CD/CB extension The extension of leg CD to CB is one of the Fibonacci numbers: 1.618, 2, 2.24, or 2.618.
AD/AX retrace The ratio of AD to AX is .886.
Volume Volume is downward the majority of the time, but this is an observation, not a requirement.
Duration I limited patterns to 6 months, but this is an arbitrary limit I use for many chart patterns.

Figure 5.2 This bullish bat rises after point D, but breaks out downward at E.

For example, the low at point X is 9.76. The high at A is 12.90, and the high–low range at B is 11.81 – 11.40. The AB/AX ratio using the high at B would be (12.90 – 11.81)/(12.90 – 9.76) or .35. Using the low price at B would give (12.90 – 11.40)/(12.90 – 9.76) or .48. The .382 number nestles comfortably between .35 and .48, so XAB is a valid turn.

CB/AB retrace. In a similar manner, I use the high at A, low at B, and high–low range at C (12.57 to 11.98) to qualify the CB/AB retrace. Plugging in the numbers we get a range of .39 to .78. That range must encompass one of the numbers listed in the table, and it does. In fact, several of the numbers listed fall within that range. Although such a large range might seem like the recognition rules are lax, only a few patterns qualify. Let's continue with the CD extension.

CD/CB extension. CD is longer than CB, so we call that an extension and not a retrace. Let's go through the math for this one. It follows the same rules as before. I use the low at B, high at C, and the high–low range at D to qualify the three points. D is at 10.81 to 10.19. Plugging them into the equation, we get (12.57 – 10.81)/(12.57 – 11.40) or 1.50 using the high at D. The low at D becomes: (12.57 – 10.19)/(12.57 – 11.40) or 2.03. Two numbers fit that range: 1.618 and 2, so the turn qualifies.

AD/AX retrace. For the last turn of the bat, I don't use the high–low range. Rather, the number must be within .03 of the target .886 value (using the low at D only). So we get (12.90 – 10.19)/(12.90 – 9.76) or .86, which is within .03 of the .886 target. This pattern qualifies as a valid bullish bat, but your software may use a different algorithm and find a different result.

Volume. The bullish bat doesn't have a volume requirement. Rather, you'll see volume recede from point X to D (the width of the pattern) most of the time. I'll discuss volume in the Statistics section. Point F in the figure shows a downward volume trend.

Duration. There are no rules limiting the width of the pattern, but I limited them to six months.

Encyclopedia of Chart Patterns

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