As of 12/20/2024
Indus: 42,840 +498.02 +1.2%
Trans: 15,892 +32.54 +0.2%
Utils: 986 +14.76 +1.5%
Nasdaq: 19,573 +199.83 +1.0%
S&P 500: 5,931 +63.77 +1.1%
|
YTD
+13.7%
0.0%
+11.9%
+30.4%
+24.3%
|
44,200 or 41,750 by 01/01/2025
16,100 or 17,700 by 01/01/2025
1,050 or 975 by 01/01/2025
20,500 or 19,300 by 01/01/2025
6,100 or 5,775 by 01/01/2025
|
As of 12/20/2024
Indus: 42,840 +498.02 +1.2%
Trans: 15,892 +32.54 +0.2%
Utils: 986 +14.76 +1.5%
Nasdaq: 19,573 +199.83 +1.0%
S&P 500: 5,931 +63.77 +1.1%
|
YTD
+13.7%
0.0%
+11.9%
+30.4%
+24.3%
| |
44,200 or 41,750 by 01/01/2025
16,100 or 17,700 by 01/01/2025
1,050 or 975 by 01/01/2025
20,500 or 19,300 by 01/01/2025
6,100 or 5,775 by 01/01/2025
| ||
This page describes the expanded flat corrective wave of the Elliott wave principle, how price moves not in a straight line but in a series of rises and retracements.
Flats come in three varieties, regular, expanded, and running. This page concerns itself with the expanded flat. An expanded flat is more common than a regular flat. Elliott called an expanded flat an irregular flat. The chart to the right shows the basic configuration of an expanded flat in a bull market. Notice how wave B extends beyond the start of wave A, and wave C extends beyond the end of wave A.
The chart to the right has the same general shape as the preceding chart but with more detail. It shows the subwaves within the extended flat 3-3-5 correction. The red numbers 1-5 describe the line segments or subwaves within the ABC correction. Wave A is composed of three subwaves as is wave B, but wave C has five subwaves. That's where the flat 3-3-5 term comes from. A flat is a term used for any ABC correction that has 3-3-5 subwaves.
This chart shows the same expanded flat 3-3-5 corrective wave but in a bear market (also called an inverted expanded flat). Waves A and B are threes and wave C is a five. Wave B ends beyond where wave A starts, and wave C ends well beyond where wave A ends.
The three wave corrective phase has rules that govern its shape. They are listed here.
-- Thomas Bulkowski
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