The ure
signs in front
in such glyphs
as Gb1-1, Gb2-6,
Gb2-9, Gb3-11 and
Gb3-14 could
possibly represent
X in the
generative
function X + Y =
Z ('X copulates
with Y and the
result is Z'):
 |
 |
 |
28 |
| Gb1-1 (230) |
Gb1-2 |
Gb1-3 |
| November 6 |
7 (311) |
8 (*232) |
| Deneb Okab (294.0), α Vulpeculae (294.9) |
ν Aquilae (Ant.) (295.0), Albireo (295.5) |
μ Aquilae (296.3), ι Aquilae (Ant.) (296.8), κ Aquilae (Ant.) (296.9) |
| January 9 |
10 (375) |
11 |
| ºJanuary 5 (*290) |
6 |
7 (372) |
| LUCIA |
'December 14 (*268) |
15 (349) |
| "November 29 |
30 (*254) |
"December 1 (335) |
|
*325 |
east |
west |
west |
east |
 |
|
summer
solstice |
winter
solstice |
 |
 |
 |
 |
 |
 |
|
Gb2-6
(261) |
Gb2-7 |
Gb2-8 |
Gb2-9 |
Gb2-10 |
Gb2-11 |
|
*261
=
325
- 64 |
*262
(342) |
*263 |
*264 |
*265 |
*266
(Dec
12) |
|
Al
Sa'd
al
Su'ud-22
/
Emptiness-11
BUNDA
(Foundation)
/
KAKKAB
NAMMAΧ
(Star
of
Mighty
Destiny) |
θ
Piscis
Austrini
(330.1) |
|
Tsin
(325.2),
Alphirk
(325.7),
SADALSUD,
ξ
Gruis
(325.9) |
no
star
listed
(326) |
Castra
(327.2),
BUNDA
(327.5)
Sirius |
Nashira
(328.0),
Azelfafage,
κ
Capricorni
(328.7) |
ENIF,
Erakis
(329.2),
46
Capricorni,
Jih
(329.3),
ι
Piscis
Austrini
(329.4),
λ
Capricorni
(329.6),
ν
Cephei
(329.7),
DENEB
ALGIEDI
(329.8) |
|
Febr
9
(40) |
10 |
11 |
12 |
13 |
14 |
 |
 |
 |
 |
 |
 |
 |
 |
 |
 |
 |
 |
| Gb2-12 |
Gb2-13 (268) |
Gb2-14 |
Gb2-15 |
Gb2-16 |
Gb2-17 |
| LUCIA |
*268 |
*269 |
*270 (Dec 16) |
*271 (351) |
*272 |
| Kuh (331.4), γ Gruis (331.5) |
no star listed (332) |
η Piscis Austrini (333.4) |
22h (334.8) |
ι Pegasi (335.0), Alnair (335.1), μ Piscis Austrini, υ Piscis Austrini (335.3), Woo (335.7), Baham, τ Piscis Austrini (335.8) |
ζ Cephei (336.2), λ Cephei (336.3), -/270 Lac. (336.7), λ Piscis Austrini (336.8) |
| Kae Uh (334.0), Al Kurhah (334.4), SADALMELIK, Al Dhanab (334.6), ι Aquarii, ν Pegasi (334.7) |
| Febr 15 |
16 |
17 (14 * 29½) |
18 |
19 (50) |
20 (*336) |
| 28 |
 |
 |
 |
 |
 |
| Gb3-11 (301) |
Gb3-12 |
Gb3-13 |
Gb3-14 (π) |
Gb3-15 |
| January 16 |
17 |
18 (383) |
19 |
20 (*305) |
| Al Fargh al Thāni-25 |
Uttara Bhādrapadā-27 / Wall-14 |
χ Pegasi (2.1), θ Andromedae (2.7) |
σ Andromedae (3.0), ζ Tucanae (3.5), π Tucanae (3.7), ρ Andromedae (3.9) |
no star listed (4) |
| 0h (365.25) |
| Caph, SIRRAH (0.5), ε Phoenicis (0.8) |
ALGENIB PEGASI (1.8) |
| March 21 (80) |
22 (446) |
23 (383 + 64) |
24 (14 * 32) |
25 |
| ºMarch 17 |
18 (77) |
19 (443 = 383 + 60) |
20 (14 * 29½ + 31) |
21 (*0) |
| 'February 22 |
23 (Terminalia) |
24 (Bis-sextum) |
25 (14 * 4) |
26 (*342) |
| "February 8 |
9 (40) |
10 (*326) |
11 |
12 (408) |
| JULY 17 |
18 |
19 (200) |
20 |
21 (*122) |
| 12h (182.6) |
Alchita, Ma Wei (183.1), Minkar (183.7), ρ Centauri (183.9) |
Pálida (184.6), Megrez (184.9) |
Hasta-13 / Chariot-28 |
Chang Sha (186.3) |
| ο Virginis (182.1), η Crucis (182.5) |
GIENAH (185.1), ε Muscae (185.2), ζ Crucis (185.4), Zaniah (185.9) |
| September 19 |
20 |
21 (264) |
equinox |
23 |
| ºSeptember 15 |
16 |
17 (260) |
18 |
19 (*182) |
| 'August 23 |
24 (236) |
25 (*157 = 314 / 2) |
26 |
27 |
| "August 9 |
10 (222) |
11 |
12 (*144) |
13 |
From
Rogo
without
a head
in Gb1-3
(January
11) to
Rogo
in full
view in
Gb3-15
(March
25)
there
were 365
+ 84 -
376 = 73
(= 365 /
5) days.
North of
the
equator
the
spring
Sun had
arrived.
On
Easter
Island
it was
the
opposite,
which
could be
observed
from the
Raven
(Corvus)
close to
the Full
Moon.
Moving
the
calendar
64 days
back
in time
would
push the
Raven
earlier
in the
year, to
right
ascension
day *185
- 64 =
*121
(July
1). In
the
Gregorian
calendar
day 121
(= 80 +
*41) is
May 1.
At the
time of
Bharani
the
leading
star of
Corvus,
Gienah,
rose
with the
Sun in
"August
12 (*144
= *185 -
41).
*144 +
80 = 224
("August
12) and
224 -
183 = 41
("February
11). In
rongorongo
times
February
11 was
where
Bunda
rose
with the
Sun and
where Sirius
culminated
at
midnight.
It may
have
been the
day of
the 2nd
stone of
the
Mayan
Chorti
(cfr
Gb2-8).
Hanau
in
Gb3-13
evidently
illustrates
how a
new baby
is
emerging
and in
Roman
times
this was
'February
24 =
Bissextum
where
the leap
day was
located:
..
The
leap
day
was
introduced
as
part
of
the
Julian
reform.
The
day
following
the
Terminalia
(February
23)
was
doubled,
forming
the
'bis
sextum
-
literally
'double
sixth',
since
February
24
was
'the
sixth
day
before
the
Kalends
of
March'
using
Roman
inclusive
counting
(March
1
was
the
'first
day').
Although
exceptions
exist,
the
first
day
of
the
bis
sextum
(February
24)
was
usually
regarded
as
the
intercalated
or
'bissextile'
day
since
the
third
century.
February
29
came
to
be
regarded
as
the
leap
day
when
the
Roman
system
of
numbering
days
was
replaced
by
sequential
numbering
in
the
late
Middle
Ages
...
|
