As summer is beginning with moa in Ga3-3, we ought to count 8 * 29.5 = 236 glyphs ahead (half the cycle of the text around) in order to find some kind of end. Half that distance is the season of growth (according to the measure of the moon):

			19				66		25
Ga3-3	Ga3-4	Ga3-5		Ga4-1	Ga4-2	Ga4-3		Ga6-13		Ga7-10
24						68 = 4 * 17			26
118 = 4 * 29.5 ↑

Beyond the special 26 glyphs at the end of the first moon 'Quarter' (to differentiate from the normal moon 'quarter' = a week), the next moon 'Quarter' is beginning with what I earlier have regarded as a special 32nd period:

Ga7-11	Ga7-12	Ga7-13	Ga7-14

Ga7-12 (with 7 * 12 = 84 = 3 * 28) I have imagined to be Haga Hônu, because of how it looks, but also for numerical reasons. I wanted to have 96 instead of 94 (counted from Ga4-3) as the season of growing sun. 96 = 4 * 24.

Counting instead from Ga3-3 (exactly one glyph line earlier), the number of days in the season of growing sun will be 120 (96 + 24 = 120). The first 'quarter' of those 120 glyphs belong to the takaúre season, a highly meaningful statement I think, because the structure 3 + 1 for the quarters of the year (with the last quarter 'without' sun) is here repeated, though in opposite order.

Quite possibly we can keep the sun measures without the moon measures disturbing them. Haga Hônu is a sun station, not a moon station, a point where sun has to stop in order to reorientate his 'canoe', while taking a pause for rest. Ga7-14 may be an important sign of this. The 'sails' are at left and have been shifted around. At Ga5-10 the sails are at right, and Ga7-14 therefore presumably indicates their new orientation:

	59
Ga5-10		Ga7-11	Ga7-12	Ga7-13	Ga7-14
35		95	96	97	98
59		119	120	121	122

7 * 14 = 98, the canoe belongs to the sun. 98 is one of the numbers counted from henua in Ga4-3, while the second line with ordinal numbers 'belongs to the moon' (they are counted from moa in Ga3-3).

We must avoid being led astray. Our task was to go to the end of the sequence of 236 glyphs. From moa in Ga3-3 to the end of side a there are 229 - 30 (a1) - 29 (a2) - 2 = 168 glyphs! And 236 - 168 = 68! I.e. 8 * 29.5 - 8 * 21 = 8 * 8.5 = 4 * 17 = 4 * 59 - 4 * 42. Counting 68 glyphs from the beginning of side b we arrive at: 26 (b1) + 35 (b2) + 7 (b3):

Gb2-34	Gb2-35	Gb3-1	Gb3-2
Gb3-3	Gb3-4	Gb3-5	Gb3-6
Gb3-7	Gb3-8	Gb3-9	Gb3-10

Beyond Gb3-7 there are lots of 'feather' signs, and Gb3-9 probably illustrates vaha mea, a red opening (new fire) in midwinter. Gb3-8 resembles Ga7-12 somewhat, but is rather a mixture between niu and the glyph type vaha mea.

Gb2-35 has the same kind of sign (though inversed) at left as that at right in Ga8-19 (68 glyphs earlier), and it also appears in Gb1-15:

	21		45
Ga8-19		Gb1-15		Gb2-35
161		183		229

The location is the beginning of the takaure season. We have counted with Gb3-2 as its first glyph. Gb3-7 is located 5 days later, and the difference possibly is to be explained as 365 - 360.

	57		58
Ga7-11		Gb1-9		Gb3-7
118 = 4 * 29.5 →

34 - 11 = 23 (a7) + 26 (a8) + 10 (b1) = 59. Gb1-9 is close to Gb1-6:

Gb1-5	Gb1-6	Gb1-7	Gb1-8
173	174	175	176
Gb1-9	Gb1-10	Gb1-11	Gb1-12
177	178	179	180

6 * 29.5 = 177, which comes close to 6 * 30 = 180 days. As a measure of the summer 'half' of the year south of the equator 177 is better than 180. If we count with 29 we will come to Gb1-6 and we at last can understand where that imposing glyph is standing - halfway around the cycle of the year from Ga3-3 and counted  as 12 * 29 = 348 days .

Ga1-26 should also be counted by the measure 29 (it is a viri too):

30 - 25 = 5 (a1) + 29 (a2) + 3 (moa in a3) = 37 (from Ga1-26 up to and including moa). I.e. the distance covered with these two viri glyphs is 36 + 174 = 210, a number not congruent with 29. But counting the other way, the distance becomes 471 - 210 = 261 = 9 * 29.