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A slight change in the method of counting 2 glyphs per day will result in the following satisfactory solution:

194
Ab5-1 Ab5-2 Ab7-25 Ab7-26 (522)
1 97 99
Ab7-27 Ab7-28 Ab7-29 Ab7-30 (526)
100 0

It can be shown that the text on side b is structured as a series of sequences which are 200 + 2 glyphs (or 100 + 1 days) long.

Viri in Ab7-26 exemplifies a sign which was used to draw the line between an old and a new season. Therefore, the 4 glyphs Ab7-27--30 belong at the beginning of a new season. Likewise we should regard hahe in Ab2-36 as the last glyph of an old season and manu kake in Ab2-37 as the first glyph of a new season:

194
Aa8-6 Aa8-7 Ab2-35 Ab2-36 (118)
1 97 99
Ab2-37 Ab2-38 Ab2-39 Ab2-40 (122)
100 0

With Sun allotted 300 days he should have 3 of these 'seasons', the first of which probably is ending with hahe in Ab2-36. The 3rd and last will then end with viri in Ab7-26.

The fully grown viri in Ab7-26 measures the distance from the little viri in Ab1-1, but the distance from the 'lopped off' viri seems to connect to kara etahi:

59 520 = 20 * 26
Aa8-26 (1) Ab1-1 Ab7-26 Ab7-27 Ab7-28 (584)