Qalb al Akraab 5	6		7 (229)		8	9
December 29	30 (364)		31		January 1	2
Ca10-28 (283)	Ca10-29		Ca11-1		Ca11-2	Ca11-3
te inoino	te tagata		E inoino		te inoino	kua haga

Rogo in Ca10-29 is probably representing Gregorian day 364.

Metoro said te tagata which could be his way to state that the regular solar year is 'fully grown' (completed) with day 364 (= 4 * 91 = 13 * 28).

To reach day 364 at December 30 is to count from January 1. In a way December 31 is a day 'zero', which necessitates the expression 'a year and a day' to describe 365 days.

The text is evidently beginning with March 22 (81) and 80 + 285 = 365. By counting March 21 as right ascension day 0 December 30 will be RA day 284.

The Gregorian day numbers can be reached by adding 80 to the glyph (RA day) numbers .

One of the most obvious Signs in the text is the beginning of the Moon calendar with glyph 157 in Gregorian day 80 + 157 = 237:

The measure used is here 29½ nights per month and 237 = 8 * 29½ + 1. But the Sun measure could have been 30 days because there is a dot in front in Ca6-20, where 240 = 8 * 30. Furthermore,  8 * 29 = 232 (= 236 - 8 * ½):

We should therefore be aware of the following number values: