|
If we assume
that the system of 31 periods (in G) of kiore - henua (with growing
maro) basically describes the spring part of a solar year
cycle, then we could guess that the face-to-face double
bird glyph illustrates the time when
the famous manu tara mates. According to G this event would
then occur in the 4th period:
|
4 |
 |
 |
 |
|
Ga3-17 |
Ga3-18 (78) |
Ga3-19 |
78 = 6 * 13, and from
there 22 * 13 = 286 days remain to the end of the year:
|
77 |
|
26 |
 |
258 |
 |
|
Ga3-18 (78) |
Ga4-21 (105) |
Gb5-10 (364) |
|
78 = 6 * 13 |
260 = 20 *
13 |
If we try with the
bird type of manu kake, the mating pair comes on the other
side and the result is not very convincing - 281 is a prime number,
282 = 6 * 47, and 283 is also a prime number:
 |
16 |
|
281 |
 |
|
Ga3-1 (61) |
Ga3-18 (78) |
Gb5-6 (360) |
|
300 = 20 *
15 |
|