TRANSLATIONS

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In the glyph catalogue I have listed 4 ika hiku glyphs under Q, and one of them is the 'prototype' I used as an example of the glyph type:

 
Qa9-36 Qb2-15 ika hiku Qb2-24 Qb6-106

It is quite difficult to decide - now several years later - which one it was, which became the prototype, whether it is Qb2-15 or Qb2-24. They are drawn exactly alike.

The 'legs' are definítely not depicting 'feathers' (fire). Those in Qb2-15 and Qb2-24 are rather meant to allude to the opposite phenomenon, ua (rain):

 
Qb2-15 ua

It seems as if the triplet of wave-forms in ua have been turned a quarter into a horizontal position. Maybe this implies two things: First, that Qb2-15 is located where the horizontal dimension is ruling (i.e. a solstice). Secondly, that it is not water in form of rain but water in form of sea waves.

... Mermaid's purses (also known as Devil's Purses) are the egg cases of skates, sharks and rays. They are among the common objects which are washed up by the sea. Because they are lightweight, they are often found at the furthest point of the high tide ...

 

 

The idea of sea waves in Qb2-15 and Qb2-24 finds support among the ua glyphs of Tahua:

 
   
Qb2-15 Aa6-25 Aa6-35

Though in Aa6-25 and Aa6-35 the waves are, it seems, submerging the entities below.

In Qb2-15 and Qb2-24 the meaning ought to be the opposite of submerging. Having read how 'fire feathers' can be subdued by an object between them and the observer, it is quite natural to see the same trick used here in order to illustrate how the waves of the sea are subdued (as when an egg case, impersonating the sea, is washed high ashore):

 
*Ca14-23

In C the winter solstice sun (at *Ca14-23) is half hidden. But in Qb2-15 another phenomenon must be depicted, maybe the change from a season of water to a season of land. If so, then the time could be say 4 months beyond winter solstice.

We need to investigate where in the text cycle of Q these two ika hiku glyphs are located. We need facts.

 

 
Aa3-41 Aa6-4 Aa6-7 Aa6-25 Aa6-35 Aa6-66
Aa6-72 Aa6-74 Aa8-11 Aa8-14 Aa8-17
Ab2-80 Ab4-40 Ab4-70 Ab5-79 Ab6-23 Ab6-25
Ab6-35 Ab6-36 Ab6-58 Ab6-60 Ab6-61 Ab7-70
Ab8-82 Ab8-83

On side a the ua glyphs normally are 'open' to the right, while on side b they have their 'back side' in front.

The 'submerged' pair Aa6-25 and Aa6-35 seem to have an opposite pair in Ab6-35 and Ab6-36, where we recognize the 'fire generator' sign from e.g. the G text:

 
Ga2-24 Ga2-25 Ga2-26 Ga2-27 Ga2-28 Ga2-29 Ga3-1

 

 

The structure of the Q text has been discussed at ariga erua, and winter solstice was found to be in line Qb5:

 

 

... In Q there are 2 glyphs per day:

*Qb5-29 *Qb5-30 (604) *Qb5-31 *Qb5-32 *Qb5-33 *Qb5-34
604 / 2 + 64 = 366 367 368
...
*Qb5-35 *Qb5-36 *Qb5-37 *Qb5-38 (612) *Qb5-39 *Qb5-40
369 370 371

Honu 'vae kore' (without legs) has been located in the calendar so that day number 296 counted from *Qa1-1 will coincide with winter solstice. Winter solstice is the 'finish' of old sun:

10
*Qb5-17 *Qb5-18 (592) *Qb5-29 *Qb5-30
296 + 64 = 360 5 366

I have restored the number of glyphs in Q as 736, which is equal to 368 days. The added 64 days from the end of side b is a pattern we recognize from G.

Counting backwards from the end of side b we will find the first glyph in the calendar to be 736 - 2 * 64 + 2 = 610, quite in agreement with the arrival of the new 'beast' depicted in the glyph:

*Qb5-35 *Qb5-36 (610)
369 = 610 / 2 + 64 = 305 + 64
day 1 (= 369 - 368)

... 736 (the number of glyphs in Q) = 16 * 46 ...

 

From this it seems to be an easy task to count glyphs and find where the pair of ika hiku glyphs 'stranded high on the beach' are located in the calendar cycle.

 

 

Significantly Qb2-24 is located at Hua Reva (day 295 counted from *Qb5-35):

 
Qb2-13 Qb2-14 Qb2-15 (453) Qb2-16 Qb2-17 Qb2-18
290 291 292
Qb2-19 Qb2-20 Qb2-21 Qb2-22 Qb2-23 Qb2-24 (462)
293 294 462 / 2 + 64 = 295

Haati in Qb2-23 confirms somebody is leaving. 462 / 2 = 231 is the 8th kuhane station, Te Pei. The parallel with G is obvious, and it can be used to get a grip on ika hiku in Gb2-15:

 
side b side a side b
63 230
Gb6-26 (1) Gb1-1 (231)
126 460
*Qb5-35 (1) *Qb5-36 Qb2-23 Qb2-24 (462)
295
side b side a side b
72 226
Gb6-17 (1) Ga8-23 (227)
144 452
Qb5-17 (1) Qb5-18 Qb2-15 (453) Qb2-16
300

Glyph number 400 in G is 9 days earlier than Rogo (Gb5-26), and 295 (at Gb1-1) will therefore increase to 304. But Ga8-23 lies 4 days earlier than Gb1-1, and the net effect will be day number 300.

But then, baffling us, we rediscover that the beginning is also the end - and, furthermore, equal to winter solstice:

 
glyph numbers are counted from *Qa1-1
10
*Qb5-17 *Qb5-18 (592) *Qb5-29 *Qb5-30
296 + 64 = 360 5 366
*Qb5-29 *Qb5-30 (604) *Qb5-31 *Qb5-32 *Qb5-33 *Qb5-34
604 / 2 + 64 = 366 367 368
...
*Qb5-35 *Qb5-36 *Qb5-37 *Qb5-38 (612) *Qb5-39 *Qb5-40
369 370 371

Q has winter solstice 9 days earlier than the break in the calendar (between *Qb5-35 and *Qb5-36), but G has it the other way - with day 400 coming 9 days earlier than Rogo.

 

The day of Rogo should be 363, not 360. I will change the last sentence into:

Q has the arrival of winter solstice 9 days earlier than the break in the calendar (between *Qb5-35 and *Qb5-36), but G has it the other way - with day 400 coming 9 days earlier than Rogo.

From day 363 to day 369 (= 368 + 1) there are 6 days, but 5 days could be the measure:

360 361 362 363 364 365 366 367 368 369