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Chapter 7 · Advanced

Point & Figure Counting

Chapter 1's Law of Cause and Effect said a wider, longer trading range implies a larger subsequent move. Point & Figure (P&F) counting is how Wyckoff practitioners turn that idea from a vague intuition into an actual number — a price target you can write down before the move happens.

What a Point & Figure chart is, briefly

A P&F chart plots price using columns of X's (rising) and O's (falling), with no time axis at all — a new box only gets added when price moves by a fixed increment (the "box size"), and a new column only starts when price reverses by a minimum number of boxes (the "reversal amount," most commonly 3 boxes). Time and small noise are filtered out entirely; all that remains is price movement of a meaningful size.

That property — filtering out time — is exactly what makes it suited to counting "cause." A trading range that takes three weeks to build and one that takes three months to build the same width produce the same P&F count, because the count only cares about how much price ground was covered sideways, not how long it took.

The horizontal count

To project a target out of a trading range, count the number of boxes across the width of the range on the P&F chart — from roughly where the range begins forming (the SC/BC area from Chapters 3–4) to where it resolves (the breakout point). That horizontal box count is the raw measure of "cause."

Vertical projection = horizontal box count × box size × reversal amount
Target (accumulation) = breakout price + vertical projection
Target (distribution) = breakdown price − vertical projection

The reversal amount (typically 3) is in the formula because a 3-box reversal chart requires 3× the box size worth of movement to even register a new column — so each column already represents 3 boxes' worth of the "cause" being applied, and the standard convention keeps that multiplier in the vertical projection.

A worked example

Say a stock builds an accumulation range on a $1-box, 3-box-reversal P&F chart. The range spans 25 columns wide before the breakout, and the breakout occurs at $60.

Horizontal count: 25 boxes
Box size: $1
Reversal: 3
Vertical projection = 25 × $1 × 3 = $75
Target = $60 breakout + $75 = $135

That $135 isn't a guarantee — it's a minimum objective implied by the size of the cause built. Price can (and often does) exceed it, especially if a new range forms partway up and adds further cause via re-accumulation (Chapter 9). It can also fall short if the trend runs out of demand early — the count describes potential, not certainty.

Where to start and stop the count

This is the part with the most judgment involved, and it's why two Wyckoff practitioners can get two different targets from the same chart:

Conservative count
Count only the width of Phase B and C — the "true" range between the AR and the SC/ST lows, excluding the initial decline into the SC. Produces a smaller, more defensible target.
Full count
Count the entire width from the first sign of the range forming (PS/PSY) through the breakout. Produces a larger target and is more common when the range is unusually wide and well-defined.

The practical habit worth building: take both counts and treat the conservative one as your minimum expectation and the full count as an upside case, rather than committing to a single number as if it were precise.

The vertical count — a secondary method

There's a second, less commonly used P&F counting method that measures a single strong, uninterrupted column (a sharp SOS move, for instance) rather than a whole range's width, and projects forward using that column's box count. It's used far less often than the horizontal count because a trading range's width is generally considered a more reliable measure of built-up cause than one fast column's move — but it's worth knowing it exists if you see it referenced elsewhere.

The most common mistake with P&F counts
Choosing a box size that's too small for the instrument and timeframe. A $0.10 box on a $400 stock will produce a P&F chart dominated by noise, and a count built on noise produces a meaningless target. Box size should scale with the instrument's typical volatility — a rough starting point is roughly 0.5%–1% of price for a swing-timeframe chart, adjusted from there based on how clean the resulting chart looks.