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2. But why should we assume that 50 dark nights are following day number 363? Would it not be more natural to think 314 (= 100π) + 50 = 364?

To satisfy our curiosity, the following are the glyphs of interest. With Sun ending after 10 months - for instance with Jupiter in Gb3-9 - it indeed seems to be quite possible that a season with dark nights will come after his leaving, and Jupiter in Gb3-23, a fortnight later, is number 314:

Gb3-1 Gb3-2
Gb3-3 Gb3-4 (295) Gb3-5 Gb3-6
Gb3-7 Gb3-8 Gb3-9 (300) Gb3-10
Gb3-11 Gb3-12 Gb3-13 Gb3-14
Gb3-15 Gb3-16
Gb3-17 Gb3-18 Gb3-19
Gb3-20 Gb3-21 Gb3-22 Gb3-23 (314)

If this is the correct interpretation, then we will expect 236 nights with Venus as evening star, to begin with vaha kai in Gb5-10. Where would such an evenening star period end and can we find 8 dark nights there?

363 + 236 = 599, 200 days beyond Jupiter in position 399. 472 - 399 = 73 and 200 - 73 = 127. It looks promising, because the expected 8-dark-night period is beginning and ending with Saturn:

Ga5-17 Ga5-18 (128) Ga5-19 Ga5-20 Ga5-21
Ga5-22 Ga5-23 Ga5-24 Ga5-25

51 * 8 = 408 and 52 * 5 = 260, numbers which both allude to 'final'. 260 = 13 * 20 and 408 should remind us about the time beyond Jupiter in position 399, where glyph number 408 is the last one before Rogo in Gb6-26 marks the beginning of a new solar year (5 days before tamaiti):

Gb6-17 Gb6-18 Gb6-19 Gb6-20 Gb6-21 Gb6-22
Gb6-23 Gb6-24 Gb6-25 (408) Gb6-26

And here we have closed our cycle of discussion. Because the 8 glyphs from Saturn in Gb6-18 could also easily be interpreted as 8 dark nights beyond which Rogo in Gb6-26 initiates the 'morning star' season.