Appearance

Personalize your experience

Mode
Accent Color
Direction
Gann Grid

Gann Grid

Gann

A repeating lattice of 1×1 lines from a pivot. Where the Gann Fan asks what slope a market is advancing at, the grid asks where the 1×1 from every pivot falls — and the crossings are the answer.

What the grid is for

A draws one ray per angle from a single . The grid does something different: it tiles the chart with 1×1 lines in both directions, rising and falling, so the 1×1 from every pivot on the lattice is present at once.

The output is the intersections. Each one is a price and a date at which a rising 1×1 from one pivot meets a falling 1×1 from another. That coincidence — price advancing at the same rate as time from one origin, declining at the same rate from another — is Gann’s construction for a time-and-price turning .

The two anchors define one cell: the price and time distance the 1×1 covers. Every other line is that cell repeated, so the whole lattice is by the single measurement you actually make, and adjusting the cell rescales all of it at once.

Working in the cell, not in degrees

The rising and falling lines are drawn at the slope the cell implies, never at a literal 45°. This matters more than it sounds.

!
Caution:On an unsquared chart a 45° line is not a 1×1, and the lattice it produces is meaningless. This is the same reason the derives its angles from a placed 1×1 rather than from screen — and it is the single most common error in all Gann work. The tool reports the cell’s price-per-bar so you can check the scale against the values Gann’s method expects.
Cell
The price and bar distance between the two anchors. This is the 1×1 unit and the only measurement the tool takes.
Price/bar readout
The cell's per bar. Gann's method expects 1, 2, 5, 10, 20 or 40 — an arbitrary means the geometry has no .
Cells each way
How far the lattice extends. Bounded, because a lattice is quadratic in this number and an unbounded one would issue thousands of paths per frame.
Major line every
Emphasises every nth cell boundary, so the lattice can be counted rather than just looked at.

How to draw (2 clicks)

cellrising 1×1falling 1×1PivotGann Grid — one cell repeated; the crossings are the turning points
One cell placed at the pivot generates the whole lattice. The heavier pair is the 1×1 through the pivot itself; everything else is that pair shifted by whole cells.
  1. 1
    Click the pivot
    A significant high or low. The 1×1 pair through this is drawn in the accent colour, because it is the line the rest of the lattice is generated from.
  2. 2
    Drag out one cell
    Set the price and time distance the 1×1 covers. Fit it so the rising line follows the market's own rate of advance — that is the same judgement you make when placing a , and it is what makes the lattice mean anything.
★
Pro tip:Pick a cell whose price/bar figure is for the : $1 per day on a mid-priced stock, 5 per day on an index. A round unit is one you can carry to another timeframe and verify; an arbitrary one is unfalsifiable.

How to read the lattice

  • The intersections are the tool’s output, not the lines. the ones near current price and current time; those are the candidate turning coordinates.
  • The 1×1 through the pivot is the reference. Price above the rising line is in an uptrend by Gann’s definition; a close below it is the trend-character change the method on.
  • Price riding one diagonal for several bars and then jumping to the next is the lattice’s version of angle rotation: the trend has changed speed by exactly one cell.
  • Where an intersection coincides with a prior swing point, the cell is well chosen. Where past extremes fall between intersections, it is not — change the cell, not the density.
  • Turn cell boundaries on when you need to count , and off when reading the diagonals. The boundaries are scaffolding; the diagonals are the content.

Reverse

Reverse mirrors the lattice vertically, so a grid built off a low reads off a high without being redrawn. It carries the same meaning here as on the , which is deliberate: one toggle, one behaviour, across the family.

Common mistakes

!
Caution:Do not raise the density until something lines up. A dense enough lattice has an intersection within a of any price, which is the same as having no levels. Fix the cell first and judge it over many .
!
Caution:All angle-based Gann work requires an arithmetic price . On a the diagonals are curves in price terms and the cell no longer repeats uniformly.
ℹ
Note:The grid is best on daily and weekly charts, where the price/bar rate is stable enough for one cell to stay valid over the span the lattice covers. On intraday charts the rate changes faster than the lattice can describe it.

Related tools

See also

References & further reading

  • 1.How to Make Profits in Commodities — W.D. Gann (1942)
  • 2.45 Years in Wall Street — W.D. Gann (1949)
  • 3.Gann Angles — StockCharts ChartSchool

Related articles

  • Gann Box

    Charts / Drawing Tools / Gann

    A geometric price-time square with an anchored 45° (1×1) diagonal. Built on W.D. Gann's theory that price and time oscillate in harmonic proportion, the box…

  • Gann Fan

    Charts / Drawing Tools / Gann

    A family of nine rays radiating from a pivot point at fixed geometric angles. The 1×1 (45°) angle is the centrepiece — above it price is strong, below it…

  • Gann Square Fixed

    Charts / Drawing Tools / Gann

    A static Gann square with a predetermined grid size. The fixed square projects all major Gann angles from a pivot point and keeps them locked to the same…

  • Gann Square

    Charts / Drawing Tools / Gann

    A dynamic Gann square that responds to price and time in real-time. As price unfolds, the square continuously adjusts its geometry to maintain a true…

  • Gann Square of 144

    Charts / Drawing Tools / Gann

    Gann's Master Calculator: 144 units of time by 144 units of price, divided in eighths and thirds, with the 1×1 angles drawn from the corners. The time side…

  • Gann Square of 9

    Charts / Drawing Tools / Gann

    Price projections taken around Gann's numeric wheel. Levels are spaced evenly in the square root of price, so they widen as price rises — the behaviour…

  • Gann Time Cycles

    Charts / Drawing Tools / Gann

    Vertical lines at Gann's natural time counts from one pivot. The counts are absolute — 30, 45, 90, 144, 180, 360 — not fractions of a prior swing, which is…

  • Gann Wheel (360°)

    Charts / Drawing Tools / Gann

    The Square of Nine drawn as what it physically is: a spiral wound round a centre, cut by the cardinal and ordinal crosses. Rings are turns; spokes are…

  • Fib Speed Resistance Arcs

    Charts / Drawing Tools / Fibonacci

    Half-circle arcs drawn from a price swing at Fibonacci ratios — blending time and price into curved dynamic support and resistance zones that adapt as each…

Browse all knowledge base articles →