7. In the chapter Hamal it was noted that Regulus was one of 10 stars which maybe could be associated with the 10 antediluvian kings: ... Brown associates it with Aloros, the first of the ten mythical kings of Akkad anterior to the Deluge, the duration of whose reigns proportionately coincided with the distances apart of the ten chief ecliptic stars beginning with Hamal, and he deduces from this kingly title the Assyrian Ailuv, and hence the Hebrew Ayil; the other stars corresponding to the other mythical kings being Alcyone, Aldebaran, Pollux, Regulus, Spica, Antares, Algenib, Deneb Algedi, and Scheat ... Antares was another such star, it was said. Let us measure the current distance from Regulus to Antares and then compare with the length of reigns in the king lists. First we should put Regulus not only in its own position in the sky but also at the position of Achird, because 266 + 153.7 = 419.7 and Achird can be imagined as the star where Regulus 'is buried' (puo, 'hilled up'):
The logic of referring to Regulus also at Achird is based on the knowledge that autumn equinox on Easter Island is equal to spring equinox north of the equator. Maybe side b is longer than side a because summer is longer north of the equator. 30 is a number of Jupiter (Father Sun) and 42 (twice 21) is the number of assessors in the Underworld (the night side). Thus the G tablet can be said to have 72 (= 360 / 5) + 400 glyphs. Next we should put also Antares in double positions (which we did already in the Achird chapter):
We had better work this out once more:
Not only are the mago glyphs basically alike but also the numbers are striking, with 185 and 43 on one hand and with the same numbers in the opposite order on the other. The closed mouth on side b ought to refer to the back side of the sky, where time in a way runs in the opposite direction. 186 (from Ga2-13) + 36 (Gb2-10) = 222. Therefore we should be able to count 222 from Ga7-16 and find spring equinox: 186 + 222 = 408 and this is indeed where we have counted spring equinox to be north of the equator. Question now is what the distance from Regulus to Antares could be. There are two possibilities:
The measure in the king lists (cfr e.g. in Argo Navis) should therefore be 96,000 or similar:
There is no such number in the lists, but who thought it would be easy? |