From One Tea in G we go forward 29.5 glyphs and return to the point of beginning, Hanga Takaure:

	440			28
Ga1-1 (1)		Gb8-1	Gb8-2 (443)		Ga1-1 (472)
472 = 8 * 59

The cycle is completed. The white sands of One Tea presumably represents full moon, and then another cycle will begin, that of waning moon.

In A One Tea is finished with a manu kake glyph showing the 'downfall' of waxing moon:

One Tea 15 * 29.5 = 442.45
	Gb8-1	Gb8-2 (443)	Ab3-5	Ab3-6	Ab3-7	Ab3-8 (886)

The resemblance to Te Pei, the halfway station of the cycle, could mean it is at this point waning moon should 'fall':

 

Te Pei 8 * 29.5 = 236
	Gb1-6	Gb1-7 (236)	Aa6-12	Aa6-13	Aa6-14	Aa6-15 (472)

But the cycle of the moon cannot be finished at One Tea, because only at Hanga Takaure will another 236 glyphs have been used up.

Furthermore, Gb1-6 has 9 + 9 = 18 feathers and also other evidence - most of all the tall figure with light at the top - indicates summer solstice rather than a black new moon. On the other hand, 'full sun' and 'no moon' go hand in hand. In Aa6-14 the little knob at bottom has a horizontal line behind, which suggests solstice.

We must postpone judgment until we know more about the stations on side a of G and the corresponding ones in A. My guess is that waxing sun inhabits side a of G rather than waning moon. Side b seems at first refer to waning sun, later on to young moon.

In A we count 2 * 472 = 944. 944 - 41 = 903. 903 - 670 = 233. In lines b1 and b2 there are 82 respectively 85 glyphs. 233 - 82 - 85 = 66. The last of the two searched for glyphs is Ab3-66

The cycle from Te Pei to Hanga Takaure can now be listed in full. I have divided the table in two parts, up to Hanga Te Pau and beyond:

Te Pei 8 * 29.5 = 236
	Gb1-6	Gb1-7 (236)	Aa6-12	Aa6-13	Aa6-14	Aa6-15 (472)
Te Pou 9 * 29.5 = 265.5
	Gb2-10	Gb2-11 (266)	Aa6-72	Aa6-73	Aa6-74	Aa6-75 (532)
Hua Reva 10 * 29.5 = 295
	Gb3-4	Gb3-5 (295)	Aa7-46	Aa7-47	Aa7-48	Aa7-49 (590)
Akahanga 11 * 29.5 = 324.5
	Gb4-4	Gb4-5 (325)	Aa8-22	Aa8-23	Aa8-24	Aa8-25 (650)
Hatinga Te Kohe 12 * 29.5 = 354
	Gb4-33	Gb5-1 (354)	Aa8-79	Aa8-80	Aa8-81	Aa8-82 (708)
Hanga Te Pau
	Gb5-11	Gb5-12 (366)	Ab1-16	Ab1-17	Ab1-18	Ab1-19 (730)

Roto Iri Are 13 * 29.5 = 383.5
	Gb5-29	Gb6-1 (384)	Ab1-54	Ab1-55	Ab1-56	Ab1-57 (768)
Tama 14 * 29.5 = 413
	Gb7-2	Gb7-3 (413)	Ab2-30	Ab2-31	Ab2-32	Ab2-33 (826)
One Tea 15 * 29.5 = 442.45
	Gb8-1	Gb8-2 (443)	Ab3-5	Ab3-6	Ab3-7	Ab3-8 (886)
Hanga Takaure 16 * 29.5 = 472
	Gb8-30	Ga1-1 (472)	Ab3-63	Ab3-64	Ab3-65	Ab3-66 (944)

We cannot stop here. We must reiterate also the kuhane stations on side a and put them together with the corresponding A glyphs.

To avoid possible problems with the reversed kuhane order on side a of G, we can begin with Te Puoko Uri, which was not necessary to move and which, we have discovered, presumably occupies a cardinal point:

 

Ga5-8 (118)	Ga7-8 (177)	Gb1-7 (236)	Gb3-5 (295)	Gb5-1 (354)
Te Puoko Uri	Nga Kope Ririva	Te Pei	Hua Reva	Hatinga Te Kohe