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I here - at ζ Persei (Menkhib according to my list) - discovered that ξ Persei (Menkhib according to Wikipedia) was missing in my star list. Moreover all the 24 Greek lettered stars in Perseus should be in my list, not only these 5:

Algol β Persei 2.09 40º 46' N 03h 05m 46.9
Misam κ Persei 3.79 44º 40' N 03h 06m 47.2
Algenib Persei α Persei 1.79 49º 41' N 03h 21m 51.0
Atiks ο Persei 3.84 32º 08' N 03h 41m 56.1
Menkhib ζ Persei 2.84 31º 44' N 03h 51m 58.6

However, 3  (blackmarked below) of the remaining 19 Greek lettered stars appeared not to be visible in Wikipedia's star map above.

Α α Ν ν
Β β Ξ ξ
Γ γ Ο ο
Δ δ Π π
Ε ε Ρ ρ
Ζ ζ Σ σ/ς
Η η Τ τ
Θ θ Υ υ
Ι ι Φ φ
Κ κ Χ χ
Λ λ Ψ ψ
Μ μ Ω ω

Pythagoras' letter (Υ, υ) is used in my astronomy book for the star which Bayer gave the Roman letter c and which Flamsteed designed as 48 Persei. For what reason did Bayer avoid upsilon in Perseus?

... As the Roman writer Persius [not Perseus] wrote in Satire III: 'and the letter which spreads out into Pythagorean branches has pointed out to you the steep path which rises on the right' ...

Was it because the highest number for the right ascension hours was 23?

As to φ and χ these stars would have been problematic for the map maker. The position of χ was at the yellow spot where 869 / 889 had to be and the letter φ had to be placed just outside the white area intended for the Perseus constellation. Therefore I could not at first find φ, which is just above the line for declination 50° N and below Messier 76 (indicated by a green symbol).

In my old astronomy book Algol has been listed with right ascension 3h 05m, which I then converted into my 'right ascension days' via the formula 185m / 1440m * 365.25 = 46.9, which in turn then would correspond to the approximate theoretical value of 46.9 / 365.25 * 1440m = 184.903m.

Due to the precession the current Wikipedia position for Algol was a few minutes later, viz. at 03h08m10.13s (according to the epoch J2000.0). This value can then be used for extrapolating backwards in time the earlier right ascension positions of the other stars:

Algol

3h 05m

03h04.903m

46.9

φ

01h43m39.62s

01h43.660m

25.5

χ

02h18m04.60s

02h18.077m

34.2

 θ

02h44m11.69s

02h44.195m

40.8

η

02h50m04.79s

02h50.080m

42.3

τ

02h54m15.46s

02h54.258m

43.4

π

02h58m45.65s

02h58.761m

44.5

γ

03h04m47.79s

03h04.797m

46.0

ρ

03h05m10.50s

03h05.175m

46.1

Algol

03h08m10.13s

03h08.169m

46.9
ι

03h09m02.88s

03h09.048m

47.1

ω

03h11m17.40s

03h11.290m

47.7

σ

03h30m34.48s

03h30.575m

52.6

ψ

03h36m29.36s

03h36.489m

54.1

δ

03h42m55.48s

03h42.925m

55.7

ν

03h45m11.64s

03h45.194m

56.3

ε

03h57m51.22s

03h57.854m

59.5

ξ

03h58m57.90s

03h58.965m

59.8

λ

04h06m35.06s

04h06.584m

61.7

υ

04h08m39.67s

04h08.661m

62.2

μ

04h14m53.86s

04h14.898m

63.8

For instance would the corresponding approximate position of φ (disregarding the proper motion of the star) have been equal to right ascension day 46.9 - (03h08.169m - 01h43.660m) / 24h * 365.25 = 46.9 - (188.169m - 103.660m) / 1440m * 365.25 = 46.9 - 21.4 = 25.5 - a value which in turn could be expressed as ca 25.5 / 365.25 * 1440m = 100.534m = 01h40.534m (to be compared with 01h43.660m according to J2000.0).

In my presentations of the right ascension days at the time of rongorongo I have assumed the precession would have moved the star positions with 1 more day, and φ Persei would accordingly be at a glyph (like Gb4-5) which was representing right ascension day 24 (= 25.5 - 1 and then truncated). Day 24 after 0h would have been day 80 + 24 = 104 counted from January 1, i.e. April 14 (4-14).

64 right ascension days earlier (at the time when Ain rose with the Sun at 0h) φ Persei would have risen heliacally in day 104 - 64 = 40 = FEBRUARY 9 (disregarding the proper motion of the star and assuming 26000 years for a complete precessional cycle).

My starlist also includes declinations, proper names, and visibility:

Alseiph φ Persei 4.01 50º 41' N 25.5
  χ Persei 5.99 57º 31' N 34.2
   θ Persei 4.10 49º 14' N 40.8
Miram η Persei 3.77 55º 54' N 42.3
Ta Ling τ Persei 3.93 52º 46' N 43.4
Gorgonea Secunda π Persei 4.68 39º 40' N 44.5
  γ Persei 2.91 53º 30' N 46.0
Gorgonea Tertia ρ Persei 3.32 38º 50' N 46.1
  ι Persei 4.05 49º 37' N 47.1
Gorgonea Quarta ω Persei 4.61 39º 37' N 47.7
  σ Persei 4.36 48º 00' N 52.6
  ψ Persei 4.32 48º 11' N 54.1
  δ Persei 3.01 47º 47' N 55.7
  ν Persei 3.77 42º 35' N 56.3
  ε Persei 2.90 40º 01' N 59.5
  ξ Persei 3.98 35º 47' N 59.8
Jīshuĭ λ Persei 4.25 50º 21' N 61.7
  υ Persei 3.96 47º 43' N 62.2
  μ Persei 4.12 48º 24' N 63.8

The very faint χ Persei (5.99) can be explained as a value referring to the star and not to the brighter NGC884, which object according to Wikipedia often was referred to as χ Persei.