As of 01/17/2025
Indus: 43,488 +334.70 +0.8%
Trans: 16,431 -169.75 -1.0%
Utils: 1,013 +1.53 +0.2%
Nasdaq: 19,630 +291.91 +1.5%
S&P 500: 5,997 +59.32 +1.0%
|
YTD
+2.2%
+3.4%
+3.0%
+1.7%
+2.0%
|
44,700 or 41,600 by 02/01/2025
17,200 or 15,700 by 02/01/2025
1,050 or 950 by 02/01/2025
20,500 or 18,670 by 02/01/2025
6,100 or 5,700 by 02/01/2025
|
As of 01/17/2025
Indus: 43,488 +334.70 +0.8%
Trans: 16,431 -169.75 -1.0%
Utils: 1,013 +1.53 +0.2%
Nasdaq: 19,630 +291.91 +1.5%
S&P 500: 5,997 +59.32 +1.0%
|
YTD
+2.2%
+3.4%
+3.0%
+1.7%
+2.0%
| |
44,700 or 41,600 by 02/01/2025
17,200 or 15,700 by 02/01/2025
1,050 or 950 by 02/01/2025
20,500 or 18,670 by 02/01/2025
6,100 or 5,700 by 02/01/2025
| ||
This page describes the reverse symmetrical triangle pattern of the Elliott wave principle, how price moves not in a straight line but in a series of rises and retracements.
The figure to the right shows what a reverse symmetrical triangle looks like in a bull market. The reverse symmetrical triangle is a region of horizontal price movement, a consolidation of a prior move, and it is composed of "threes." That means each of the A-B-C-D-E waves have three subwaves. I labeled the B subwaves with red numbers, 1, 2, and 3, as an example.
In a reverse symmetrical triangle, the shape of the pattern follows two diverging trendlines, shown here as red lines. A reverse symmetrical triangle is more commonly known as a broadening top or broadening bottom. According to Frost and Prechter, "There are no variations on the rarer expanding triangle," which is another name for the reverse symmetrical triangle. I have not looked for the 3-3-3-3-3 combination, but I do know that other broadening patterns exist. Check out: right-angled broadening top, ascending, right-angled broadening top, descending, broadening wedge, ascending, and broadening wedge, descending.
A reverse symmetrical triangle in a bear market is an inverted picture of a bull market triangle. The price action swings from trendline to trendline, and diverges. The A-B-C-D-E waves subdivide into threes, forming a 3-3-3-3-3 configuration.
The reverse symmetrical triangle has rules that govern its shape. They are listed here.
-- Thomas Bulkowski
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