98		76		183 = 6 * 30.5
Gb1-2 (232)	Gb1-3		Gb3-15		Gb6-26 (409)		Ga5-10 (121)
	177 = 6 * 29.5

The table above shows that 177 days from Gb1-3 up to and including Gb6-26 can be added to the following 183 days (to Ga5-10), i.e. a year with 360 days is measured out.

From Gb1-3 to Gb6-26 the height of honu is increasing; Gb1-3 is at summer solstice and Gb6-26 at winter solstice.

Gb6-26 is situated in a structure with 2 * 7 = 14 glyphs, where the first septett refers to the first half of the year (spring) and the second to the second half (autumn):

Gb6-17 (400)	Gb6-18	Gb6-19	Gb6-20	Gb6-21	Gb6-22	Gb6-23	Gb6-24
Gb6-25	Gb6-26	Gb6-27	Gb6-28	Gb7-1 (412)	Gb7-2	Gb7-3	Gb7-4

In Gb6-18 hipu strives upwards, in Gb6-26 the 'sack' is at the bottom. A tamaiti arrives close to the end of the year (position 13 of 14), and Tama is the 13th kuhane station. 14 * 29.5 = 413 (at Gb7-2).

The 3 redmarked glyphs has a special function, they serve as intercalated days, increasing the waning sun season from 177 to 180 days. Moa at Gb7-1 is the last glyph of waning sun. We can therefore revise the table into:

98 76 Gb1-2 Gb1-3 Gb3-15 Gb6-26 177 = 6 * 29.5 180 = 6 * 30 Gb6-27 Gb6-28 Gb7-1 Ga5-10

From Ga5-10 up to and including Gb1-2 there are 233 - 120 = 112  = 4 * 28 glyphs:

	54			54
Ga5-10 (121)		Ga7-6	Ga7-7 (177)		Gb1-2 (232)
112 = 4 * 28

The basic structure of the G text - with lunar months (16 * 29.5 = 472) - has an alternative reading based on a year with 360 days, completed with a calendar defined by fortnights: 6 * 60 + 8 * 14 = 472.