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2002issue C071-4

Constructing Elliott wave ABC and triangle pattern counts

Treat wave work as a construction drill. Lock five-swing motive grammar and ratio constraints first, then force every pause onto a zigzag, flat, triangle, or combination template so the next-wave hypothesis can be falsified on the developing bar chart.

  • A motive wave is five swings: waves 1, 3, and 5 travel with the larger trend, and waves 2 and 4 travel against it.
  • Wave 3 cannot be the shortest of the three trend waves, and any of those trend waves can extend, most often wave 3.
  • Corrective construction starts from zigzag, flat, and triangle templates, then uses alternation and combinations while the pause is still forming.
  • A leading diagonal should not be read as a corrective triangle, and a truncated fifth can start the next correction earlier than a full-channel projection.
Entries in this reading3 entries

Construct the motive wave

A motive wave is constructed as five swings, with waves 1, 3, and 5 in the larger trend and waves 2 and 4 against it. In an advance those trend swings print higher highs. In a decline they print lower lows.

Elliott wave labeling is hierarchical. Nested motive and corrective swings are named so a chart condition becomes a testable count.

Apply ratio and extension constraints

Wave 3 cannot be the shortest of the three trend waves. It may equal wave 1 and is often described as 161.8% of wave 1. If those two are equal, wave 5 is usually the shorter one, with wave 5 often described as 61.8% to 100% of wave 1.

Any of the three trend waves can extend, most often wave 3. An extended wave is much longer and slower to form, commonly reveals nested lesser-degree waves, and usually breaks the channel that would contain a non-extended motive.

Construction guidelines for the other waves follow that choice. If wave 1 is extended, waves 2 through 5 are often 61.8% of wave 1. If wave 3 is extended, wave 5 often equals wave 1. If wave 5 is extended, it is often 161.8% of the span from wave 1 through wave 3.

Account for a truncated fifth and for diagonals

A truncated fifth fails to return to the channel destination expected for a completed fifth, so the following correction can begin earlier, and at a different price, than a full-channel projection.

An ending diagonal is a 3-3-3-3-3 wedge typically placed in wave 5 or C and allows wave 4 to overlap wave 1. A leading diagonal is a 5-3-5-3-5 wedge typically placed in wave 1 or A and should not be read as a corrective triangle.

Construct the correction from templates

Corrective construction starts from three templates. A zigzag is 5-3-5 with B shorter than A and C beyond A. A flat is 3-3-5 with three roughly equal legs. An expanded flat is 3-3-5 with B beyond the origin of A and C often 161.8% of A.

An ABC correction is this three-leg template. It covers zigzags and flats and can be chained into larger combinations. The alternation guideline says that if wave 2 is a simple correction, wave 4 is often a complex one, which is why a pattern roster is used while labeling developing corrections.

Identify triangles and combinations

A triangle pattern is a five-leg 3-3-3-3-3 corrective contraction or expansion that precedes continuation in the larger trend. In an expanding form wave 1 is shortest and wave 5 longest. In a contracting form the reverse is true. The expected exit follows the succeeding trend wave rather than the slope of the triangle or a support-resistance reading of the flat side.

A combination correction can sequence a zigzag, a connecting wave, and a triangle into one larger correction that is often identifiable only after it has completed.

Educational research material, not investment advice. Historical source context does not establish present-day performance.
8 of 18 in the ABC correction track
20031-4 pp.Next on ABC correctionA bear-market bounce as a second wave, an RSI nonconfirmation, and an ABC relabelLock a bear-market second-wave ceiling to a prior same-degree peak before treating the bounce as complete.
All readings on this track · 18 readings
  1. 1986Copper wave degree and channel objectives
  2. 1987Constructing a price-time Fibonacci window for the ABC correction
  3. 1989Building entry and exit rules from pivots, channels, and abc-corrections
  4. 1989Constructing ABC Fibonacci expansion objectives
  5. 1990Calendar windows for three-wave pullbacks
  6. 1990Labeling wave 1, B, or X after a five-wave C
  7. 1991Constructing an Elliott zigzag with ABC Fibonacci checkpoints
  8. 2002Constructing Elliott wave ABC and triangle pattern counts
  9. 2003A bear-market bounce as a second wave, an RSI nonconfirmation, and an ABC relabel
  10. 2004A pretrade risk lockbox at Elliott ABC ends
  11. 2005Three-check identification of an ABC pause in an uptrend
  12. 2005The 61.8 percent Fibonacci line as a zigzag kill-switch
  13. 2005Constructing volume-float channels for ABC corrections
  14. 2008When monthly wave counts split, freeze the ABC and Fibonacci brackets
  15. 2012Fiery bull construction from sector thrust to wave count
  16. 2013Critiquing rigid Elliott wave ratios after computerized trading
  17. 2018V-wave count construction from impulse and ABC corrections
  18. 2018Constructing short hypotheses from completed ABC corrections
All 21 readings tagged ABC correction
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