All of Gann's techniques require that equal time and price intervals be used on the
charts, so that a rise/run of 1 x 1 will always equal a 45 degree angle.
Gann believed that the ideal balance between time and price exists when prices rise or fall
at a 45 degree angle relative to the time axis. This is also called a 1 x 1 angle
(i.e., prices rise one price unit for each time unit).
Gann Angles are drawn between a significant bottom and top (or vice versa) at various
angles. Deemed the most important by Gann, the 1 x 1 trendline signifies a bull market if
prices are above the trendline or a bear market if below. Gann felt that a 1 x 1 trendline
provides major support during an up-trend and when the trendline is broken, it signifies a
major reversal in the trend. Gann identified nine significant angles, with the 1 x 1 being
the most important:
1 x 8 |
- |
82.5 degrees |
1 x 4 |
- |
75 degrees |
1 x 3 |
- |
71.25 degrees |
1 x 2 |
- |
63.75 degrees |
1 x 1 |
- |
45 degrees |
2 x 1 |
- |
26.25 degrees |
3 x 1 |
- |
18.75 degrees |
4 x 1 |
- |
15 degrees |
8 x 1 |
- |
7 degrees |
Note that in order for the rise/run values (e.g., 1 x 1, 1 x 8, etc) to match the actual
angles (in degrees), the x- and y-axes must have equally spaced intervals. This means that
one unit on the x-axis (i.e., hour, day, week, month, etc) must be the same distance as one
unit on the y-axis. The easiest way to calibrate the chart is make sure that a 1 x 1 angle
produces a 45 degree angle.
Gann observed that each of the angles can provide support and resistance depending on
the trend. For example, during an up-trend the 1 x 1 angle tends to provide major
support. A major reversal is signaled when prices fall below the 1 x 1 angled trendline.
According to Gann, prices should then be expected to fall to the next trendline
(i.e., the 2 x 1 angle). In other words, as one angle is penetrated, expect prices to move
and consolidate at the next angle.
Gann developed several techniques for studying market action. These include Gann
Angles, Gann Fans, Gann Grids and Cardinal Squares.