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According to Worthen (Thomas D. Worthen,  The Myth of Replacement. Stars, Gods, and Order in the Universe.) the nakshatra method was used in India to determine the day of winter solstice:

... The system of Nakshatras, then, is quite distinct from systems that use the appearance of heliacally rising or setting stars as the equinoctial marker. Furthermore, the Indian system is all but unique in that two calendar systems competed with each other - a civil system, in which the year's beginning was at the winter solstice, and a sacrificial year, which begins at the spring equinox. The beginning of the former was determined by the Nakshatra method, observing the winter full moon's apparition near the point of the summer solstice in the sky ...

The southern winter solstice is in June and it was apparently described in line Cb3. This could mean we should change from heliacal stars to nakshatra stars when turning from side a to side b (the back side) of the tablet.

But possibly such a change occurs not until Cb3-1:

Rohini 9 (50) 10
Pleione 6 (20) 7
June 5 6 (157)
Cb3-1 Cb3-2 (443)
E vae ra - ka oho - ki te henua - kua huki ku kikiu - te henua
5h (76.1) λ Eridani (76.7)
Haedus II (75.9), ε Leporis (76.0), Cursa (76.4)
December 6 (340) 7
Az Zubana 8 9 (205)
Sabik (259.7), η Scorpii (259.9), Nodus I (260.0) π Herculis (260.7), Ras Algethi (260.8), Sarin (261.0), ο Ophiuchi (261.4)

The 'gate of the goat' (Haedus I and II) could then be imagined as a 'door of exit' for the 'goat of winter' and the picture in Cb3-1 maybe should be interpreted from the nakshatra perspective.

The strong Spring Sun light would tend to make observations of the stars in the mornings (or evenings) difficult. The nakshatra method would be better. According to Worthen there is a minimum 16º distance between the last visibility of a star and the rising Sun:

... The heliacal rising of the Pleiades is the sign of the equinox. The Pleiades rose an hour before the sun and have become visible, since their separation from the sun [in 3102 B.C.] is just beyond the minimum distance of 16º that a star may be from the sun and still be visible ...

In rongorongo times the Pleiades began to rise heliacally in May 15 = 55 days after March 21. Around 3100 B.C. they rose an hour before the Sun, i. e. since that time precession has carried Sun ca 15 + 55 = 70 days earlier. (1870 + 3100) / 70 = 71 means Sun had moved with around 1 day each 71 years.

16º equals ca 16 days and March 21 (80) - 16 = 64 (March 5). Instead of the Pleiades cluster we should search for some star rising around March 5, a star which in rongorongo times could have been used to announce the equinox.

Reasonably this 'Sheratan' (dual of 'Sign') was the pair of 'Mouth Fishes' (Fom-al-haut and Fum al Samakah). Then there could have followed a 15-day long transition period ending with 32 Piscium:

Saad Balaa 5 6 7 8 (293)
March 2 3 (63) 4 (429) 5
Ca13-4 Ca13-5 (348) Ca13-6 Ca13-7 (350)
tagata ma te kihikihi koia ra kua oho manu rere
τ Aquarii (345.7), μ Pegasi (345.9),  ι Cephei (346.0), γ Piscis Austrini, σ Pegasi, λ Aquarii (346.5) Scheat Aquarii (347.0), ρ Pegasi (347.2), δ Piscis Austrini (347.4) Fomalhaut (347.8), Fum al Samakah (348.3) Scheat Pegasi, π Piscis Austrini (349.3), Markab Pegasi (349.5)
September 2 3 4 5 (248)
Alterf 4 5 (140) 6 7
no star listed Alkes (165.6), Merak (166.2) 11h (167.4) no star listed
Dubhe (166.7)
Saad Balaa 9 10 (295) 11
March 6 7 (432) 8 (68)
Ca13-8 (351) Ca13-9 Ca13-10
kua moe koia i toona tahoga kua pu haki pu ka pu era
23h (350.0) π Cephei (350.6) Simmah (351.7), φ Aquarii (352.0), ψ Aquarii (352.4)
no star listed
September 6 7 (250) 8
Alterf 8 9 (144) 10
 Al Sharas (168.6), Zosma (169.2), Coxa (169.4) Alula (170.5)  Labrum (170.6)
Saad Balaa 12 13 Saad Al Saud 1 2 (300) 3
March 9 10 11 12 13 (73)
Ca13-11 (354) Ca13-12 Ca13-13 Ca13-14 Ca13-15
e toru gagata, tuhuga nui, tuhuga roa, tuhuga marakapa (Jaussen: kapa chant) - ma te hokohuki te tapamea - te kihikihi te vaha erua - te maro tagata kara te roturotu - te maro ka pu te niu - mai tae huki hia ka pu te niu
χ Aquarii (352.6), γ Tucanae (352.8), ο Cephei (353.3) Kerb (353.6), κ Piscium (354.2), θ Piscium (354.4) υ Pegasi (354.9) no star listed ι Phoenicis (357.3), ι Piscium (357.4)
September 9 10 11 12 13 (256)
Alterf 11 12 13 Dschuba 1 2 (120)
κ Crateris (172.5) no star listed ο¹ Centauri (173.8), ξ Hydrae (174.3) ο² Centauri, λ Centauri (174.8), θ Crateris (175.0), ω Virginis (175.3), ι Crateris (175.5  ο Hydrae (176.1)
Gredi (617)
 Saad Al Saud 4 5 (303) 6
March 14 (π) 15 16
Ca13-16 (359) Ca13-17 Ca13-18
oho te vae tagata puoko erua tagata puo pouo
λ Piscium (358.0), Alrai, θ Phoenicis (358.4) ω Aquarii (359.2) σ Phoenicis (360.4)
September 14 (257) 15 16 (624)
Dschuba 3 (121) 4 5
 ζ Crateris, ξ Virginis  (177.0), λ Muscae (177.1), ν Virginis (177.2) μ Muscae (177.8), 93 Leonis (178.0), Denebola (178.3) Alaraph (178.6), Phekda, β Hydrae  (179.3)
Deneb Cygni (624)
Saad Al Saud 7   8 (306)
March 17 (77) 18 (443)
Ca13-19 Ca13-20 (363)
vero hia -
no star listed φ Pegasi (361.7), Dzaneb (362.4)
Acubens (442)
September 17 (260) 18
Dschuba 6 7 (125)
η Crateris (179.9) π Virginis (181.0)
Saad Al Saud 9 10 11 12 (310) 13
March 19 20 21 (81) 22 23 (448)
*Ca14-1 *Ca14-2 *Ca14-3 *Ca14-4 *Ca14-5 (368)
Kua tupu te ata i te henua
ψ Pegasi (363.1), 32 Piscium (363.2), π Phoenicis (363.4) τ Phoenicis (363.9) 0h ε Phoenicis (0.8) Algenib Pegasi (1.8), χ Pegasi (2.1)
Caph, Sirrah (0.5)
September 19 20 21 22 (265) 23
Dschuba 8 9 10 (128) 11 12
ο Virginis (182.1) 12h (182.6) Minkar (183.7), ρ Centauri (183.9) Pálida (184.6), Megrez (184.9), Gienah (185.1), ε Muscae (185.2) Zaniah (185.9), Chang Sha (186.3)
Alchita, Ma Wei (183.1)

On Easter Island the nakshatra method could have been used to determine when the last part (the 'tail') of the first fish in Pisces had risen heliacally. At that time in the year the Raven stars were close to the full Moon. Possibly the nakshatra method was used from the beginning of line Ca14.