Ending Diagonal Pattern

Ending Diagonal Pattern

In the previous article, we discovered a leading diagonal, which acts as the beginning of an impulse or a zigzag. Today we're going to examine a pattern, which serves as the top-stone of an impulse (wave 5) or a zigzag (wave C), so let's find out more about an ending diagonal pattern.

The main rules for an ending diagonal

  • This pattern subdivides into five waves.
  • Wave 2 never ends beyond the starting point of wave 1.
  • Wave 3 always breaks the ending point of wave 1.
  • Wave 4 usually breaks beyond the ending point of wave 1.
  • Wave 5 in the absolute majority of cases breaks the ending point of wave 3.
  • Wave 3 can't be the shortest.
  • Wave 2 can't be a triangle or a triple three structure.
  • Waves 1, 3 and 5 form like zigzags.

 Ending Diagonal Pattern

As you can see, the main difference from a leading diagonal is that the motive waves of an ending diagonal can be only zigzags. However, sometimes we might face some ugly structures, but generally the ending diagonal consists of zigzags. It's also possible to have sometimes double zigzags in a position of the motive waves of an ending diagonal, but we'll come back to this topic a little bit later when we go through all the correction patterns.

Types of model

There are two variations of the ending diagonal: contracting and expanding. Mostly, the first wave of a contacting ending diagonal is the longest one, but the expanding pattern usually has the shortest first wave (in both cases the third wave can’t be the shortest). Also, in the real-time wave counting, an expanded ending diagonal is considered riskier than a contracting one.

Examples

There’s a contracting ending diagonal in a position of the fifth wave on the chart below. As you can see, wave (i) is the longest and all the motive waves are zigzags. A pullback from the bottom diagonal led to a formation of a bullish impulse in wave (i).

A contracting ending diagonal in a position of the fifth wave

However, sometimes the third wave of a contracting ending diagonal could be the longest. To be honest, this violates the rules from the book ‘Elliott Wave Principle: A Key to Market Behavior’, but the case happens on the markets quite often, so we should know what we could face with.

The next chart represents a contracting ending diagonal in wave 5, but the third wave of the pattern is longer than the first wave and smaller than the fifth wave. So, there’s a contracting diagonal with the longest third wave.

A contracting ending diagonal in wave 5

There’s another thing we should know about the ending diagonal. Sometimes the price just can’t reach a line from waves one and three as shown on an example below. The first wave of this pattern is the longest (remember, the third wave can’t be the shortest anyway). Because this pattern was formed in a position of the fifth wave of the bigger third wave, then we had a downward correction (wave ((iv))) and another bullish impulse (wave ((v))).

FX chart Euro Swiss Franc

It’s also possible to have a contracting pattern with the longest third wave, but a line from waves one and three remains untouched by the wave five (check the next chart).

Contracting pattern with the longest third wave

And here we are, there’s an expanding ending diagonal on the chart below. As you can see, the first wave is the longest. Also, the fifth wave hasn’t reached the pattern’s upper side. It’s a usual story for this type of an ending diagonal.

Ending diagonal on the chart

There’s one more example of the expanding diagonal. The fifth wave here also hasn’t reached the bottom line of the pattern, but have a look at wave (iii), which was formed like a double zigzag. There’ll be another article about this correction formation, but for now just remember that sometimes a motive wave of an ending diagonal could be not just a zigzag.

Example of the expanding diagonal

The Bottom Line

The ending diagonal is the end of an impulse or zigzag. This pattern consists of zigzags or more complex correction formations. A duration of a correction subsequent to a diagonal depends on a pattern’s position in a whole wave count.

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