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In line a3 there are also 25 glyphs:

Ca3-1 (52)
Ca3-2 Ca3-3 Ca3-4 (55)
Ca3-5 Ca3-6 Ca3-7 Ca3-8 (59)

Ca3-8 has an obvious gap in front at the top of henua. This phenomenon is mirrored in the prolonged front line of henua in Ca3-16. The thin united kiore henua in Ca3-4 is likewise contrasted with the fat united kiore henua in Ca3-13:

Ca3-9 Ca3-10 Ca3-11 Ca3-12 Ca3-13 (64)
Ca3-14 Ca3-15 Ca3-16 (67)
Ca3-17 Ca3-18 Ca3-19 Ca3-20 (71)

There are 5 groups each beginning with a glyph illustrating a reversed tapa mea (red cloth) and hanau (birth). It could mean red Sun is in the past with a new season being born. There are 2 * 6 + 7 + 2 * 6 = 31 maro 'feathers' on the 5 reversed tapa mea signs.

The π glyph has its reversed tapa mea drawn with a vertical straight line. A new season seems to begin with glyph 65 (= 5 * 13), where great fists are held both in front and at the back. If counting should begin anew with Ca3-14, then the previous 64 glyphs resemble how we in G have to add 64 to the glyph numbers on side a in order to reach right ascension days. 80 + 65 = 145 (= 5 * 29) = May 25 (5-25). Perhaps we do not have to add 64 to the glyph numbers in the Mamari text in order to reach the right ascension days.

A pair of Rogo figures at the end of line a3 possibly define the length of the year:

Ca3-21 (72) Ca3-22 Ca3-23 Ca3-24 Ca3-25

32 * (1 + 2 + 3 + 4 + 5) = 15 * 32 = 480 = 5 * 96. At the central great henua 96 = 32 * 3.

80 + 72 (Ca3-21) = 152 = June 1. The first Rei in the Mamari text is 64 glyphs earlier than the one in Ca3-24 and it is also surrounded by Rogo glyphs:

Ca1-8 Ca1-9 Ca1-10 Ca1-11 Ca1-12 Ca1-13 Ca1-14

8 + 9 + 10 + 11 + 12 + 13 + 14 = 77 (= 22 * 3 + 11). Rei in Ca1-11 could, according to my guess, be in Gregorian day 80 + 11 = 91 = April 1. And the beginning of the text could then be as follows:

Ca1-1 Ca1-2 Ca1-3 Ca1-4 Ca1-5 Ca1-6 Ca1-7
March 22 23 24 25 26 27 (86) 28