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2. Perhaps the sequence of dates correlated with heliacal star risings ends with Baten Algiedi?

180
Gb1-21 (*314) Gb1-22 Gb1-23 (253)
Yue (314.3)   Baten Algiedi (315.8)  
'January 29 '30 '31 (396) 73
Al Baldaah begins. 2 3 (260) 105
Gb7-23 (*25) Gb7-24 Gb7-25 (436) Gb7-26 Gb7-27
   Polaris, Baten Kaitos (26.6), Metallah (26.9), Segin, Mesarthim (27.2), Sheratan (27.4)  Alrisha (29.2)
'April 15 (105) '16 '17 '18 (108) '19

From 'February 1 (32) to 'April 15 (105) there are 73 days. From the 4th day of Al Baldaah to the end of the manzil year there are 365 - 260 = 105 days (equal to the number of days from the beginning of the Gregorian year to April 15).

105 days is equal to 15 weeks.

If there should be no gap in the right ascension time flow of the glyphs, then the structure of the G calendar - in a very simplified overview - seems to be:

Gb7-25 'April 17 (107) *27 Baten Kaitos (26.6) 222 290
Gb8-30 'May 24 (144) *64 Hyadum II (64.2)
Ga2-11 'July 4 (185) *105 Adara (104.8)
Ga7-16 'November 25 (329) *249 Antares (249.1) 68
Gb1-1 'January 8 (374) *294 Deneb Okab (294.0)
Gb1-23 'January 31 (396) *316 Baten Algiedi (315.8)
Gb1-24--Gb7-24 75 days 472 - 290 = 182 days

Maybe the 'Sea' stretches from 'February 1 (32 = 397 - 365) to 'April 16 (106). 107 - 32 = 75 nights. Time ticks on and after 75 days 'Land' miraculously emerges again in 'April 17, the same date as in the preceding year:

Sea 75 days 365 days
The Reef Baten Kaitos 'April 17 (107)
Land 288 days
Land's End Baten Algiedi 'January 31 (396)