Aa1-48	Aa1-86	Aa2-24	Aa2-72	Aa2-81	Aa3-75
Aa4-40	Aa5-75	Aa5-77	Aa7-75	Ab1-29	Ab2-3
Ab4-8	Ab4-35	Ab5-62	Ab5-70	Ab5-74	Ab6-6
Ab6-38	Ab6-40	Ab6-56	Ab8-30	Ab8-83

47		37		323		260
	Aa1-48		Aa1-86		Aa5-77 (410)
86				324 = 9 * 36
441		167		52		1
	Ab6-38 (1112)		Ab8-30 (1280)		Ab8-83 (1333)
442		168 = 6 * 28		54

260 does not need any explanation and 442 we should recognize from 15 * 29.5 = 442.5 (One Tea). But Ab6-38 has not reached to One Tea, it belongs to Tama.

We could close the cycle by adding 54 to 86 and reaching 140 = 20 weeks. Aa1-86 will then be similar to Aa1-48 in indicating the final of a night season. Thumb at left indicates a reversed normal hand and the meaning could be the last night. This interpretation fits not only with Aa1-48 and Aa1-86 but possibly also with Aa5-77 (although the gesture is upside down), likewise with Ab6-38, Ab8-30, and Ab8-83 (though here the gesture is alluded to, not being the proper one).

We have furthermore learnt from this exercise that counting glyphs one at a time is necessary also in Tahua.

Why did Metoro say amoamo at Aa1-86:

Amo, âmo Amo. To carry on one's shoulders: O Yetú i-amo-ai te tatauró ki ruga ki-te maúga Kalvario. Jesus carried his cross up to the Calvary. Amoga, bundle; to tie in a bundle: he-amoga i te hukahuka, to tie a bundle of wood. Vanaga. 1. A yoke, to carry; amoga, burden, load.  2. To bend, to beat a path. Churchill. Âmo. 1. To clean, to clean oneself: he-âmo i te umu, to clean the earth oven; ka-âmo te hare, ka haka-maitaki, clean the house, make it good; he-âmo i te ariga, to clean one's face wetting it with one's hand. 2. Clear; ku-âmo-á te ragi, the sky is clear. 3. To slip, to slide, to glide (see pei-âmo). Ámoámo, to lick up, to lap up, to dry; to slap one's body dry (after swimming or bathing): he-âmoâmo i te vaihai rima. Vanaga. Amoamo. 1. To feed, to graze. 2. To spread, to stretch (used of keete). Churchill.

Possibly he said ámoámo = to slap one's body dry after swimming. Metoro could have perceived that the 20 weeks ending here had been in the 'water'.

Reversed hand (with thumb) in G occurs in 6 glyphs (out of a total of 35 rima glyphs):

I have here listed all reversed hands with thumbs, not as in Tahua eliminated such glyphs which have their thumbs ending without a point.

48 + 38 at the beginning of side a of Tahua seems to be mirrored in 38 + 48 at the beginning of side a of G - given that we count from Ga1-1 instead of the normal Gb8-30:

Instead of a following 9 * 36 = 324 glyphs we have in G a following of 142 + 242 = 384 = 12 * 32 glyphs.

Restoring counting from Gb8-30, we will have 39 + 49 = 88 = 8 * 11 glyphs at the beginning. 88 + 384 = 472. Probably, though, we should think of Ga2-8 and Ga2-10 as final signs in the little calendar beginning with Ga2-1.

Discarding, at least for the moment, the odd Ga2-8 and Ga2-10, together with the glyphs with both hands up, we have a nice little table remaining:

364 is probably not coincidence. The signs are quite similar, yet with slight differences. 3 * 29.5 = 88.5, but Gb8-11 is no kuhane station. And the thumb is different from that in Ga4-5. 8 * 11 = 88 could allude to Ga4-4 (the last glyph of the 88 before Ga4-5):

Ga4-1	Ga4-2	Ga4-3	Ga4-4

In Tahua we have 3 months followed by 9 'months'. We could count the whole glyph line Aa1 as the first quarter (3 * 30 = 90). If we do so, then 324 - 4 = 320 becomes an expression equal to 10 * 32, and we are closing in on the structure of G.

A common trait in A and G could be that side a should begin with a quarter.

If we in G count with a new solar year beginning with Ga4-6 (number 90), then Gb8-12 will be number 364:

Gb8-1 (353)	Gb8-2	Gb8-3	Gb8-4	Gb8-5
Gb8-6 (358)	Gb8-7	Gb8-8	Gb8-9	Gb8-10
Gb8-11	Gb8-12 (364)	Gb8-13	Gb8-14	Gb8-15 (367)

Gb8-30 will be number 367 + 15 = 382, and we need Ga1-1 to reach around the 'corner':

 

Gb8-26 (378)	Gb8-27	Gb8-28	Gb8-29	Gb8-30
Ga1-1	Ga1-2 (384)	Ga1-3	Ga1-4	Ga1-5

13 * 29.5 = 383.5.

Tahua has 10 months with 32 glyphs each following the first 3 with 30-days:

 

side a
89		319		260
	Aa1-90		Aa5-77 (410)
90		320 = 10 * 32
670

90 / 2 = 45 days, maybe, i.e. 9 hands. 320 / 5 = 64 hands. 9 + 64 = 73 hands = 365 / 5. 260 / 5 = 52 hands. 73 + 52 = 125 = 5 * 5 * 5 hands. But 670 / 5 = 134 hands.

If we need 2 glyphs for each day, then 320 = 160 days and 260 = 130 days, which gives 290 days beyond 45 days (= 3 * 15).

290 = 29 'decades', and adding 3 '15ths' we have 32 once again.

Leaving the 90 first glyphs aside, we can regard the following 670 - 90 = 580 glyphs as equal to 20 * 29, presumably 10 * 29 days. But sun is falling on his face after 318 / 2 = 159 days. Then comes 261 glyphs:

side a
89		316					260
	Aa1-90		Aa5-74 (407)	Aa5-75	Aa5-76	Aa5-77 (410)
45 days		158	day 159		day 160		130
670

Probably, though, there are 310 glyphs (155 = 5 * 31 days) which should be considered as important. Because then comes: