ABC Correction

The 5-wave trends are then corrected and reversed by 3-wave countertrends. Letters are used instead of numbers to track the correction. Check out this example of a smokin' hot corrective 3-wave pattern!

Just because we've been using a bull market as my primary example doesn't mean the Elliott Wave Theory doesn't work on bear markets. The same 5-3 wave pattern can look like this:

Types of Corrective Wave Patterns

According to Elliott, there are 21 corrective ABC patterns ranging from simple to complex.

"Uh 21? I can't memorize all of that! The basics of the Elliott Wave Theory are already mind-blowing!"

Take it easy, young padawan. The great thing about Elliott Wave is you don't have to be above the legal drinking age to trade it! You don't have to get a fake ID or memorize all 21 types of corrective ABC patterns because they are just made up of three very simple easy-to-understand formations.

Let's take a look at these three formations. The examples below apply to uptrends, but you can just invert them if you're dealing with a downtrend.

The Zig-Zag Formation

Zig-zag formations are very steep moves in price that goes against the predominant trend. Wave B is typically shortest in length compared to Waves A and C. These zig-zag patterns can happen twice or even thrice in a correction (2 to 3 zig-zag patterns linked together). Like with all waves, each of the waves in zig-zag patterns could be broken up into 5-wave patterns.

The Flat Formation

 

Flat formations are simple sideways corrective waves. In flats, the lengths of the waves are GENERALLY equal in length, with wave B reversing wave A's move and wave C undoing wave B's move. We say generally because wave B can sometimes go beyond the beginning of wave A.

The Triangle Formation

Triangle formations are corrective patterns that are bound by either converging or diverging trend lines. Triangles are made up of 5-waves that move against the trend in a sideways fashion. These triangles can be symmetrical, descending, ascending, or expanding.

(See more) Waves Within a Wave

| | Print This! | No comments

Do you like this post?