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Rearrange historical sequence starting from the highest peak, analyzing cycle reversals. Determine if the current reversal is smaller than the following one. Explore the sequence to identify cycles and analyze peak dynamics.
E N D
D D H F B B E A A C C G
Rearrange the history so that the sequence begins with the highest peak D D H F B B E A A C C G
Rearrange the history so that the sequence begins with the highest peak D D D D H H F F B B B E E A A A C C C G G
(D-E) (E-F) ) ”is current reversal smaller than the following reversal?” D D H F B E A C G ΔE-F < ΔD-E = D-E is not a cycle
(E-F) (F-G) ) ”is current reversal smaller than the following reversal?” D D H F B E A C G ΔF-G ≥ ΔE-F = E-F is a cycle
D D H F B E A C G ΔF-G ≥ ΔE-F = E-F is a cycle
D D D D H H F Remove E-F B B E A A C C G G ΔF-G ≥ ΔE-F = E-F is a cycle
(D-G) (G-H) ) ”is current reversal smaller than the following reversal?” D D H B A C G ΔG-H < ΔD-G = D-G is not a cycle
(G-H) (H-A) ) ”is current reversal smaller than the following reversal?” D D H B A C G ΔH-A < ΔG-H = G-H is not a cycle
(H-A) (A-B) ) ”is current reversal smaller than the following reversal?” D D H B A C G ΔA-B < ΔH-A = H-A is not a cycle
(A-B) (B-C) ) ”is current reversal smaller than the following reversal?” D D H B A C G ΔB-C ≥ ΔA-B = A-B is a cycle
D D H B A C G ΔB-C ≥ ΔA-B = A-B is a cycle
D D D D H H Remove A-B B A C C G G ΔB-C ≥ ΔA-B = A-B is a cycle
(D-G) (G-H) ) ”is current reversal smaller than the following reversal?” D D H C G ΔG-H < ΔD-G = D-G is not a cycle
(G-H) (H-C) ) ”is current reversal smaller than the following reversal?” D D H C G ΔH-C < ΔG-H = G-H is not a cycle
(H-C) (C-D) ) ”is current reversal smaller than the following reversal?” D D H C G ΔC-D ≥ ΔH-C = H-C is a cycle
D D H C G ΔC-D ≥ ΔH-C = H-C is a cycle
D D D D H Remove H-C C G G ΔC-D ≥ ΔH-C = H-C is a cycle
(D-G) (G-D) ) ”is current reversal smaller than the following reversal?” D D G ΔG-D ≥ ΔD-G = D-G is a cycle
D D G ΔG-D ≥ ΔD-G = D-G is a cycle