To count distances between glyphs we must have the ordinal numbers for them counted from some (arbitrary) point. Counting from Gb8-30 has proven to give interesting results and we can therefore as well use that method:

Gb2-9	Gb2-10 (266)	Gb2-11	Gb2-12 (268)
Gb2-13	Gb2-14 (270)	Gb2-15	Gb2-16 (272)

270 at Gb2-14, together with the viri signs at the top in the flanking two glyphs, suggests a connection with the year stretching for 364 days to vaha kai in Gb5-10:

Gb5-6 (360)	Gb5-7	Gb5-8	Gb5-9
Gb5-10 (364)	Gb5-11	Gb5-12 (366)	Gb5-13

272 at Gb2-16 is 200 less than 472. 268 at Gb2-12 is similar to 168 (which we have found to be a measure for the spring sun). It is therefore presumably relevant to find the distance to be 168 between Gb2-14 and another curious glyph:

	168
Gb2-14		Gb7-28
270		439

472 = 2 * 168 + 2 * 68 = 336 + 136 - and we notice that both numbers end with 36. It means we can express 472 as 400 + 72, where 72 = 360 / 5.