TRANSLATIONS

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My lucky discovery of Tama and the other kuhane stations on side b of G has now been confirmed by a similar - though shorter - sequence of kuhane stations on side a (remarkably moving in opposite, sun-oriented, order).

We can therefor update our table:

1st quarter (side b)

4th quarter (side a)

He Anakena (July)

Vaitu nui (April)

Te Pei

Te Pou

Nga Kope Ririva

Te Pu Mahore

Hora iti (August)

Vaitu potu (May)

Tama

One Tea

Te Poko Uri

Te Manavai

Hora nui (September)

He Maro (June)

Hanga Takaure

Poike

Te Kioe Uri

Te Piringa Aniva

Both Hanga Takaure and Poike belong on side a, but I have let them stay where they are in the table. Moreover, Poike is beyond the end point (Ga1-1) of the time flow from west to east on side b.

For better overview I have here eliminated the 2nd and 3rd quarters of the year.

But shouldn't Te Pou, One Tea etc (the blue-marked stations above) be present in their proper places in the text of G? A complication is that their ordinal numbers are halfway between whole numbers (29.5 etc). Relying on earlier experience I predict it means we must look at two glyphs:

a1 30 = 29 + 1 b1 26 = 7 + 19
a2 29 b2 35 = 10 + 1 + 24
a3 24 b3 30 = 5 + 25
a4 27 = 5 + 1 + 22 b4 33 = 4 + 1 + 28
a5 30 = 8 + 22 b5 29 = 1 + 28
a6 29 = 7 + 1 + 21 b6 28 = 1 + 1 + 26
a7 34 = 8 + 26 b7 31 = 3 + 28
a8 26 = 3 + 1 + 22 b8 30 = 1 + 1 + 28

For ease of verification the basic counting table is given here. Redmarked are the new figures necessary to reach the double-glyph midpoint between each of the 8 earlier established '59-glyphs'.

Ga1-26 Ga1-27 Ga1-28 Ga1-29 Ga1-30 Ga2-1
Ga4-1 Ga4-2 Ga4-3 Ga4-4 Ga4-5 Ga4-6
Redmarked are the 8 glyphs with ordinal numbers (counted from Ga1-1) equal to i * 59 + 29 respectively i * 59 + 30, where i = 0, 1, 2, 3, viz. 29/30, 88/89, 147/148, and 206/207.
Ga4-7 Ga4-8
Ga6-5 Ga6-6 Ga6-7 Ga6-8 Ga6-9 Ga6-10
Ga6-11 Ga6-12 Ga6-13 Ga6-14 Ga6-15 Ga6-16
Ga8-1 Ga8-2 Ga8-3 Ga8-4 Ga8-5 Ga8-6

On side b, having used the same method - and continued the counting from side a - we immediately can observe well-known points, e.g. the earlier suggested Saturday in Gb2-10--11:

Gb2-8 Gb2-9 Gb2-10 Gb2-11 Gb2-12
Gb3-25 Gb3-26 Gb3-27 Gb3-28 Gb3-29 Gb3-30
Gb4-1 Gb4-2 Gb4-3 Gb4-4 Gb4-5
Gb5-12 Gb5-13 Gb5-14 Gb5-15 Gb5-16 Gb5-17
Gb5-18 Gb5-19 Gb5-20 Gb5-21 Gb5-22
Gb5-23 Gb5-24 Gb5-25 Gb5-26 Gb5-27 Gb5-28
Gb5-29 Gb6-1 Gb6-2 Gb6-3 Gb6-4 Gb6-5
All the glyphs from Haga Te Pau (Gb5-12) are presented here in order to get an overview of this important part of the calendar. Gb6-2 is the central one of a triplet of tagata glyphs (maybe the same persons as in Gb5-24).
Gb6-6 Gb6-7
Gb7-31 Gb8-1 Gb8-2 Gb8-3 Gb8-4 Gb8-5

It should be added, that the triplet of tagata glyphs mentioned is followed by a similar triplet with just a hint of 'feathers' at the top of their heads:

Gb5-27 Gb6-2 Gb6-6
Gb6-9 Gb6-12 Gb6-15

Side b should be easier to understand, because moon time flows towards rising sun in the east, exactly as in the rongorongo system of writing - the faces are normally towards right:

 
265/266 Te Pou 295 Hua Reva
Gb2-10 Gb2-11 Gb3-5
324/325 Akahanga 354 Hatinga Te Kohe
Gb4-4 Gb4-5 Gb5-1
383/384 Roto Iri Are 413 Tama
Gb6-1 Gb6-2 Gb7-3
442/443 One Tea 472 Hanga Takaure
Gb8-1 Gb8-2 Ga1-1

At first it is not easy to find any signs which could confirm that the 4 kuhane stations listed at left may be hidden in the corresponding pairs of glyphs.

Clearly, though, cardinal points are located at each pair of glyphs, quite as expected for purely numerical reasons: 472 = 16 * 29.5 and each lunar month should be marked.

The 16 first kuhane stations stretch over the south (moon) coast and on side b, we can conclude, Te Pou must come first. Sirius is by ancient tradition all over the world recognized as the brightest star in heaven functioning as marking where a new year begins.

The preceding Te Pei is though also on side b, and it is the opposite of the bright Sirius. First there is utter darkness and then comes the brightest of stars. We will come back later to Te Pei.

In the darkest part of the week, Saturday, the new light should be ignited. If my interpretation is correct, then it is reasonable to colour Gb2-10 (twice 10 means end of fingers and toes) black and the following  Gb2-11 (with 7 'feathers' at its top) red:

 

Gb2-10 Gb2-11

Gb2-11 apparently indicates Te Pou, a ragi glyph without any moon crescent but with 'feathers' instead.

Next comes Akahanga which, we should remember, is where Hotu Matua rests in peace:

 
Gb4-4 Gb4-5

... The king arose from his sleeping mat and said to all the people: 'Let us go to Orongo so that I can announce my death!' The king climbed on the rock and gazed in the direction of Hiva, the direction in which he had travelled (across the ocean). The king said: 'Here I am and I am speaking for the last time.' The people (mahingo) listened as he spoke. The king called out to his guardian spirits (akuaku), Kuihi and Kuaha, in a loud voice: 'Let the voice of the rooster of Ariana crow softly. The stem with many roots (i.e., the king) is entering!' The king fell down, and Hotu A Matua died.

Then all the people began to lament with loud voices. The royal child, Tuu Maheke, picked up the litter and lifted (the dead) unto it. Tuu Maheke put his hand to the right side of the litter, and together the four children of Matua picked up the litter and carried it. He and his people formed a line and went to Akahanga to bury (the dead) in Hare O Ava. For when he was still in full possession of his vital forces, A Matua had instructed Tuu Maheke, the royal child, that he wished to be buried in Hare O Ava. They picked him up, went on their way, and came to Akahanga. They buried him in Hare O Ava. They dug a grave, dug it very deep, and lined it with stones (he paenga). When that was done, they lowered the dead into the grave. Tuu Maheke took it upon himself to cover the area where the head lay. Tuu Maheke said, 'Don't cover the head with coarse soil (oone hiohio)'. They finished the burial and sat down ...

The old king went to Orongo because that is where his path ends - at the extremity in the west on the south coast. Hotu Matua is the sun. Therefore, the light from him (respresented by 'feathers' in the rongorongo system of writing) could be the 3 + 3 = 6 'feathers' at the bottom end of Gb4-4. He has become a takaure, he has completed his cycle:

 
Taka

Taka, takataka. Circle; to form circles, to gather, to get together (of people). Vanaga.

1. A dredge. P Mgv.: akataka, to fish all day or all night with the line, to throw the fishing line here and there. This can only apply to some sort of net used in fishing. We find in Samoa ta'ā a small fishing line, Tonga taka the short line attached to fish hooks, Futuna taka-taka a fishing party of women in the reef pools (net), Maori takā the thread by which the fishhook is fastened to the line, Hawaii kaa in the same sense, Marquesas takako a badly spun thread, Mangareva takara a thread for fastening the bait on the hook. 2. Ruddy. 3. Wheel, arch; takataka, ball, spherical, round, circle, oval, to roll in a circle, wheel, circular piece of wood, around; miro takataka, bush; haga takataka, to disjoin; hakatakataka, to round, to concentrate. P Pau.: fakatakataka, to whirl around. Mq.: taka, to gird. Ta.: taa, circular piece which connects the frame of a house. Churchill.

Takai, a curl, to tie; takaikai, to lace up; takaitakai, to coil. P Pau.: takai, a ball, to tie. Mgv.: takai, a circle, ring, hoop, to go around a thing. Mq.: takai, to voyage around. Ta.: taai, to make into a ball, to attach. Churchill.

We have already earlier counted with Gb4-4 marking the end of a solar year, and it is all very complicated (yet obvious when focusing on one detail at a time) and I have to quote it all exactly as written (in the excursion at haga rave in the glyph dictionary):

 

Now to a somewhat complicated but necessary numerical exercise:
Gb2-34 Gb3-1 Gb3-4 Gb3-5 Gb4-4 Ga4-2
1 3 6 7 36 268

Counting from Gb2-34 to the end of side b there are 183 glyphs (half 366). The glyphs in lines a1-a3 sum up to 83, and therefore Ga4-2 will have ordinal number 183 + 83 + 2 = 268 (counted from Gb2-34), maybe a number related to 168.

Counting from Gb4-4 to Ga4-2 we have 232 = 8 * 29 glyphs. Gb4-4 (with ordinal number significantly = 36) could measure a full 8 months cycle together with Ga4-2. But such cycles should be measured by 29.5, not by 29. Therefore we presumably should start from Gb4-1, a glyph arriving after a special (negative) 'fire generator':

Gb3-25 Gb3-26 Gb3-27 Gb3-28 Gb3-29 Gb3-30 Gb4-1
Gb4-2 Gb4-3 Gb4-4 Gb4-5

Gb4-1 evidently initiates a season with sun 'hidden', alluded to by a pau sign in Gb3-30 and clearly stated by the reversed hau tea (Gb4-1).

On side b there are 242 glyphs. There are 91 glyphs (the number of days in a quarter) in the first 3 glyph lines, leaving 242 - 91 = 151 glyphs for the 5 following lines. Ga4-2 is glyph number 85 on side a. When we add the glyphs from Gb4-1 up to and including Ga4-2 we reach 151 + 85 = 236 = 8 * 29.5. We recognize 236 as the number of glyphs from Gb1-6 to the end of side b:

24 208 235
Ga1-1 Ga1-26 Gb1-6 Gb8-30

Gb1-6 is glyph number 235 counted from the beginning of side a, and the total number of glyphs on G is twice 236 minus 1 = 471 = 16 * 29.5 - 1. The last subtraction is hardly meant to be done. Instead we should count Gb8-30 or Ga1-1 twice, thereby making clear that there is no ending to the cycles of 8 * 29.5 glyphs (= days). Time never stops.

Gb4-5 presumably is the red one here, because the 'feathers' are inversed compared with their normal location at the top:

 
Gb2-10 Gb2-11 Gb4-4 Gb4-5
Te Pou Akahanga

If toes are similar to 'feathers', we can conclude that their normal position should be in front, not reversed as in Gb2-10.

So far the reconstruction is credible, I believe. We must, though, take a little break before continuing.