Hexagram Navigator

Contrast Cluster

This cluster satisfies the equation ~P = o(P). Specifically, it satisfies ~P = o(P) and ~P ≠ e(P).

	A:	A = e(~B)	A = ~C = o(C)	A = e(D)
	B:	B = e(~A)	B = ~D = o(D)	B = e(C)
	C:	C = e(~D)	C = ~A = o(A)	C = e(B)
	D:	D = e(~C)	D = ~B = o(B)	D = e(A)

This cluster has the same key opposition relationships as the Canonical Taiji Contrast Cluster obeying the equation X = e(~Y) for distinct X and Y, but makes ~(.) and o(.) the same rather than equating e(.) and o(.) as the canonical cluster does. In both cases, this prevents discussion of reflection as a distinct operation.