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Whatever Metoro may have meant at Cb1-10 with his hiko o tea (not preceded by atua) we can see a 'fist held high in front' as a sign of 'nothing as yet counted' = a new beginning:

... The practice of turning down the fingers, contrary to our practice, deserves notice, as perhaps explaining why sometimes savages are reported to be unable to count above four. The European holds up one finger, which he counts, the native counts those that are down and says 'four'. Two fingers held up, the native counting those that are down, calls 'three'; and so on until the white man, holding up five fingers, gives the native none turned down to count. The native is nonplussed, and the enquirer reports that savages can not count above four ...

*AUGUST 14 (*146 = 2 / 5 * 365) 15 (227) 16
'September 24 (84 + 183) 25 (268) 26
October 21 (*214 = *146 + *68) 22 (295 = 227 + 68) 23
Neck-2 (Dragon)

ASELLUS TERTIUS = κ Bootis, κ VIRGINIS, 14 Bootis (214.8)

Al Ghafr-13 / Svāti-15 / TAHUA-TAATA-METUA-TE-TUPU-MAVAE-6 (a pillar to stand by)

15 Bootis (215.2), ARCTURUS = α Bootis (215.4), ASELLUS SECUNDUS = ι Bootis (215.5), SYRMA (Garment's Train) = ι Virginis, λ Bootis (215.6), η Apodis (215.8)

ι Lupi, 18 Bootis (216.3), KHAMBALIA (Crooked-clawed) = λ Virginis (216.4), υ Virginis (216.5), ψ Centauri (216.6), ε Apodis (216.8)
Cb1-5 Cb1-6 (398) Cb1-7
rutua te pahu rutua te maeva
η Arietis (31.9) ξ¹ Ceti (32.1) θ Arietis (33.3), MIRA = ο Ceti (33.7)
*FEBRUARY 12 (408 = 365 + 43) 13 (*330 = *147 + *183) 2-14 (45 = 31 + 14)
'March 24 Julian equinox 26
April 21 (111 = 43 + 68) 22 (*32 = *215 - *183) 23
*AUGUST 17 (229) 18 (*150) 19
'September 27 28 (*191 = *218 - *27) 29 (272 = 2 * 136)
October 24 25 (*218 = *150 + *68) 26 (299)
ASELLUS PRIMUS = θ Bootis (217.8) τ Lupi, δ Oct. (218.1), φ Virginis (218.7)

FOMALHAUT (α Piscis Austrini)

σ Lupi (219.1), ρ Bootis (219.5), HARIS = γ Bootis (219.7)
Cb1-8 (400) Cb1-9 Cb1-10
atua rerorero atua hiko ura hiko o tea
no star listed (34) ξ Arietis (35.0), ρ Ceti (35.4), ξ² Ceti (35.9) σ Ceti (36.9)
*FEBRUARY 15 16 (*333 =*150 + *183) 17 (48)
'March 27 28 (88 = 115 - 27) 29
April 24 25 (115) 26 (*36)
*AUGUST 20 (232 = 8 * 29)
'September 30 (*193)
October 27 (300 = 232 + 68)
σ Bootis (220.2), η Centauri (220.4)
Cb1-11 (403)
ka higa te ao ko te henua ra ma te hoi atua
ν Ceti (37.9)
*FEBRUARY 18 (49 = 7 * 7)
'March 30 (90 = 49 + 41)
April 27 (300 - 183 = 117)

In order to understand the meaning of 403 (at Cb1-11) this number should be reduced by 4 precessional days from Gregory XIII up to the time of rongorongo and by another 4 because he moved the date for spring equinox. 403 - 4 - 4 = 395.

Similarly Cb1-6 (398) should be understood as representing day 398 - 4 - 4 = 390. And 390 = 13 * 30.

However, we will remember from the compressed henua calendar in the text on the G tablet that the total cycle probably was 13 * 31 = 403 days (cfr the glyph number at Cb1-11):

1  1-13 1 winter solstice
Ga2-27 Ga2-28 Ga2-29 Ga3-1 Ga3-2 Ga3-3 Ga3-4 Ga3-5
Ka3-15 Ka3-16 Ka3-17 Ka3-18 Ka3-19 Ka3-20 Ka3-21
25 * 13 = 325 (as in the year A.D. for the Council of Nicaea)

... When Julius Caesar established his calendar in 45 BC he set March 25 as the spring equinox. Since a Julian year (365.25 days) is slightly longer than an actual year the calendar drifted with respect to the equinox, such that the equinox was occurring on about 21 March in AD 300 and by AD 1500 it had reached 11 March. This drift induced Pope Gregory XIII to create a modern Gregorian calendar. The Pope wanted to restore the edicts concerning the date of Easter of the Council of Nicaea of AD 325 ...

 

27 338-350
Ga6-21 Ga6-22 Ga6-23
Kb3-11 Kb3-12 Kb3-13
28 351-363
Ga6-24-25 Ga6-26
Kb3-14-15 Kb3-16
29 364-376 - -     366 Winter solstice
    Ga6-27 Ga6-28 Ga6-29      
Kb4-1 Kb4-2 Kb4-3 Kb4-4 Kb4-5
30 377-389
Ga7-1 Ga7-2 Ga7-3 Ga7-4
Kb4-6 Kb4-7 Kb4-8 Kb4-9
31 390-402
Ga7-5 Ga7-6 Ga7-7 Ga7-8 Ga7-9 Ga7-10
Kb4-10 Kb4-11 Kb4-12 Kb4-13 Kb4-14
Suggested sum: 31 * 13 = 403 = 399 (synodic cycle of Jupiter) + 4

... Every year that is exactly divisible by four is a leap year, except for years that are exactly divisible by 100; [but] the centurial years that are exactly divisible by 400 are still leap years. For example, the year 1900 is not a leap year; the year 2000 is a leap year ...

 

398 (Cb1-6) - 4 - 4  + 13 = 403 (Cb1-19), which is 8 positions beyond the 'muan' bird:

Cb1-12 Cb1-13 (405) Cb1-14
manu rere - kua rere ga manu - ki te ragi eaha te nuku erua koia kua huki
Cb1-15 Cb1-16 (408) Cb1-17
e niu tu ki te ariki - e ka hua ra tona rima koia kua iri i ruga o te rima - e o to vaha mea
Cb1-18 Cb1-19 (411 - 4 - 4 = 403)
manu moe ra ki to mata