R (Small Washington Tablet)
 

8.  It suddenly strikes me that the 10th and last star pillar in the Tahitian list - Polaris (Ana-nia) - had been given the description 'the pillar-to-fish-by'.

Nika. 'Savage tribes knew the Pleiades familiarly, as well as did the people of ancient and modern civilization; and Ellis wrote of the natives of the Society and Tonga Islands, who called these stars Matarii, the Little Eyes: The two seasons of the year were divided by the Pleiades; the first, Matarii i nia, the Pleiades Above, commenced when, in the evening, those stars appeared on the horizon, and continued while, after sunset, they were above. The other season, Matarii i raro, the Pleiades Below, began when, at sunset, they ceased to be visible, and continued till, in the evening, they appeared again above the horizon. Gill gives a similar story from the Hervey group, where the Little Eyes are Matariki, and at one time but a single star, so bright that their god Tane in envy got hold of Aumea, our Aldebaran, and, accompanied by Mere, our Sirius, chased the offender, who took refuge in a stream. Mere, however, drained off the water, and Tane hurled Aumea at the fugitive, breaking him into the six pieces that we now see, whence the native name for the fragments, Tauono, the Six, quoted by Flammarion as Tau, both titles singularly like the Latin Taurus. They were the favorite one of the various avelas, or guides at sea in night voyages from one island to another; and, as opening the year, objects of worship down to 1857, when Christianity prevailed throughout these islands.' (Allen)

Surely the Tahitian word nia meant above. And what star would be more above than the star at the north pole?

In the A text we have found that the beginning of side b presumably should coincide with Arcturus in October 22 (a month after equinox in September 22), and we should therefore now see if we can put Polaris at the fishing bird illustrated in Aa8-66:

*18

Aa8-66 (1315)

→ 8 * 84 = 14 * 48 weeks

Aa8-85 (664 + 670 = 1334)

kua mau te manu - i to ika ki te henua -
MINELAUVA (*195)

Oct 2 (275)

*213

ALKES

Κ VIRGINIS (*214)

Oct 21 (294)

"Aug 22 (234, *154)

"Sept 10 (253, *173)

"Febr 21 (457 - 41 = 416, 92 - 41 = 51 = 234 - 183)

*336 416 - 80

→ 48 weeks (Dec 2, 336)

April 20 (110, *30)

"March 11 (51 + 19 = 70 = 253 - 183)

*355 = *336 + *19

→ Dec 21 (355)

... In 1638 Johannes Holwarda determined a period of the star's reappearances, eleven months; he is often credited with the discovery of Mira's variability. Johannes Hevelius was observing it at the same time and named it 'Mira' (meaning 'wonderful' or 'astonishing,' in Latin) in 1662's Historiola Mirae Stellae, for it acted like no other known star. Ismail Bouillaud then estimated its period at 333 days, less than one day off the modern value of 332 days, and perfectly forgivable, as Mira is known to vary slightly in period, and may even be slowly changing over time ...

I have not listed the culmination date for Polaris (*26), but since the Knot (Alrisha, α Piscium) was rising with the Sun at *29,

we have reason to count to a date just a few days earlier than December 7 (336 + 5 = 341, *261) when Arisha culminated (at 21h).

  365 days
  (80 + RA / 24h * 365¼)   Day of culmination  
ALCYONE May 16 (136, *56) *229 Dec 31 (365, *285) 135
Betelgeuze June 17 (168, *88) *226 Jan 29 (394, *314) 138
CASTOR July 12 (193, *113.4 = *41.4 + *72.0) '226 Febr 23 (Terminalia) 138
MAY 9 (129 = 193 - 64) *226 DEC 21 (SOLSTICE) 138
Alkes Sept 3 (246) *229 April 20 (110) 135
Denebola Sept 15 (258) *230 May 3 (123) 134
Gienah Sept 22 (265, *185) *230 May 10 (130, *50) 134
ACRUX Sept 24 (267, *187) *231 May 13 (133. *53) 133
JULY 22 (*123 = *187 - *64) *231 MARCH 10 (*354 *290 + *64)
 
Thuban Oct 19 (292, *212) *230 June 7 (158, *78) 134
Arcturus Oct 22 (295, *215) *227 June 8 (159, *79) *136
Zuben Elgenubi Oct 31 (304, *224)   June 17 (168, *454. *88) *136
Vega Dec 27 (361, *281) *227 Aug 12 (224, *144) *137
Alphekka Meridiana Jan 5 (*290 ↔ *307 - *17) *220 Aug 13 (225, *145) '146
Gredi Jan 22 (*307 *314 - *7) *220 Sept 9 (251, *171) '146
Deneb Cygni Febr 7 (38, *323) *221 Sept 16 (259, *179) *144
Fomalhaut March 3 (62, *348) *236 Oct 25 (*584, *218)  
*
Schedir March 29 (88, *8) *233 Nov 18 (322, *242) 131
Alrisha April 19 (109, *212 - *183 = *29) *232 Dec 7 (341, *261) 132
HAMAL April 20 (110, *30) *235 Dec 11 (345, *265) 129
Menkar May 4 (124, *44) *231 Dec 21 (355, *275) 133
ALGOL May 5 (125, *45) *232 Dec 23 (357, *277) *132

April 16 (= 19 - 3) should coincide with the right ascension day *26 (↔ 80 + 26 = 106) for Polaris.

And the last glyph on side a of the C tablet was seemingly designed to refer to heliacal Polaris, we remember:

*14

*5

Ca14-14

Ca14-15 (378)

Ca14-29 (392)

Cb1-1 (393)

Cb1-6 (398)
kua pua Oct 2 (275, *195) Oct 16 (80 + 209) Oct 17 (290) Oct 22 (295)
Legs-15 (Wolf) April 2 (92) April 16 (80 + 26) April 17 (107) 22 (112 = 295 - 183)
21 Jan

22 = 92 - 70

5 Febr (36) 6 Febr (31 + 6 = 37) 11 Febr (42 = 112 - 70)
η ANDROMEDAE

*335.0 = *11.4 - *41.4

CIH (Whip) = γ Cassiopeiae, λ Tucanae (*12.4) POLARIS (*26) SHERATAN ARCTURUS (*215)

From my culmination list we can see that the distance which at Alcyone measured 135 days (136 days when counting from January 1 to heliacal Alcyone) is not a constant and certainly not so in December. However, from Schedir (*8) to Polaris (*26) we can count with 18 right ascension nights which therefore should give us a good approximation for the culmination date of Polaris, viz. November 18 (322) + 18 = 340 (December 6, *260 → 10 * 26).

... The correspondence between the winter solstice and the kali'i rite of the Makahiki is arrived at as follows: ideally, the second ceremony of 'breaking the coconut', when the priests assemble at the temple to spot the rising of the Pleiades, coincides with the full moon (Hua tapu) of the twelfth lunar month (Welehu). In the latter eighteenth century, the Pleiades appear at sunset on 18 November. Ten days later (28 November), the Lono effigy sets off on its circuit, which lasts twenty-three days, thus bringing the god back for the climactic battle with the king on 21 December, the solstice (= Hawaiian 16 Makali'i). The correspondence is 'ideal' and only rarely achieved, since it depends on the coincidence of the full moon and the crepuscular rising of the Pleiades ...

Schedir March 29 (88, *8) *233 Nov 18 (322, *242) 131
POLARIS April 16 (106, *26) *234 Dec 6 (340, *260) 130
Alrisha April 19 (109, *212 - *183 = *29) *232 Dec 7 (341, *261) 132
HAMAL April 20 (110, *30) *235 Dec 11 (345, *265) 129
Menkar May 4 (124, *44) *231 Dec 21 (355, *275) 133
ALGOL May 5 (125, *45) *232 Dec 23 (357, *277) *132

And, as if by chance, day 234 ("August 22, *154) - according to the era of Bharani - should coincide with Aa8-66, because October 2 (275) - 41 = 234.

We have earlier figured out that Aa8-66 ought to be located where ideally the Full Moon should be in night number 416 - i.e. in "February 21 = "August 22 (234) + 183:

*18

Aa8-66 (1315)

→ 8 * 84 = 14 * 48 weeks

Aa8-85 (664 + 670 = 1334)

kua mau te manu - i to ika ki te henua -
MINELAUVA (*195)

Oct 2 (275)

POLARIS

*213

ALKES

Κ VIRGINIS (*214)

Oct 21 (294)

"Aug 22 (234, *154 = *195 - *41)

"Sept 9 (252, *172)

"Sept 10 (253, *173)

"Febr 21 (457 - 41 = 416, 92 - 41 = 51 = 234 - 183)

*336 416 - 80

→ 48 weeks (Dec 2, 336)

April 20 (110, *30)

"March 11 (51 + 19 = 70 = 253 - 183)

*355 = *336 + *19

→ Dec 21 (355)

... In 1638 Johannes Holwarda determined a period of the star's reappearances, eleven months; he is often credited with the discovery of Mira's variability. Johannes Hevelius was observing it at the same time and named it 'Mira' (meaning 'wonderful' or 'astonishing,' in Latin) in 1662's Historiola Mirae Stellae, for it acted like no other known star. Ismail Bouillaud then estimated its period at 333 days, less than one day off the modern value of 332 days, and perfectly forgivable, as Mira is known to vary slightly in period, and may even be slowly changing over time ...

20 nights

As I have explained in my table at "February 21 this was day 364 + 31 ("January) + 21 ("February) = 416 as counted from the beginning of the previous year, and 416 - 80 = *336.

The current corresponding right ascension night should be *336 + *41 = *377, and *377 - *182 = *195 = 275 (October 2) ↔ "August 22 (234) + 41.

This curious operation might possibly be somewhat easier to understand from a few tables:

April 16 (106)

*169

Oct 2 (275)

"March 6 (65)

"Aug 22 (234)

April 16 (106)

*234

Dec 6 (340 = 275 + 65)

"March 6 (65)

"Aug 22 (299 = 234 + 65)

"Febr 21 (*336, 416, 51)

*248 ↔ *169 + *79

"Aug 22 (*584, 299)

April 2 (92 = 51 + 41, *12)

Dec 6 (340 = 299 + 41, *260)

So we seem to be able to translate the current date October 2 (275) into December 6 (340 = 275 + 65) by considering the effects of moving past December 31 (365, *285).

... As soon as one has mastered the elementary grammar and accidence of myth, and built up a small vocabulary, and learned to distinguish seasonal myths from historical and iconotropic myths, one is surprised how close to the surface lie the explanations, lost since pre-Homeric times, of legends that are still religiously conserved as part of our European cultural inheritance. For example, the various legends of the halcyon, or kingfisher which like the wren, is associated in Greek myth with the winter solstice. There were fourteen 'halcyon days' in every year, seven of which fell before the winter solstice, seven after, peaceful days when the sea was smooth as a pond and the hen-halcyon built a floating nest and hatched out her young. According to Plutarch and Aelian, she had another habit, of carrying her dead mate [†] on her back over the sea and mourning him with a peculiarly plaintive cry ...

This would hardly come into mind unless we were considering the Sun absent days from the end of December until spring equinox in March 20 (79).

... Ecclesiastically, the equinox is reckoned to be on 21 March (even though the equinox occurs, astronomically speaking, on 20 March in most years) ...

79 - 65 (March 6) = a fortnight.

Aa8-66

Aa8-67

Aa8-68

kua mau te manu - i to ika kua noho i te henua - i te ragi ma to ua
Oct 2 (275, *195) Oct 3 Oct 4 (*197)
"Aug 22 (234, *154) "Aug 23 (276 - 41 = 235)

"Aug 24 (236 ↔ 8 * 29½)

"Febr 21 (*336, 416, 51) "Febr 22 (235 - 182 = 53)  "Febr 23 (54 ↔ 2 * 27 ↔ π)

... The ordinary year in the previous Roman calendar consisted of 12 months, for a total of 355 days. In addition, a 27-day intercalary month, the Mensis Intercalaris, was sometimes inserted between February and March. This intercalary month was formed by inserting 22 days after the first 23 or 24 days of February; the last five days of February, which counted down toward the start of March, became the last five days of Intercalaris. The net effect was to add 22 or 23 days to the year, forming an intercalary year of 377 or 378 days ...

... 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 ...

April 2 (92 = 51 + 41, *12, 457, *377)

April 3 (*13, 458 - 80 = *378)

→ 4-13 → 413 (→ 14 * 29½) - (365 - 355)

→ SATURN

April 4 (*14 = *197 - *183)

Dec 6 (340 275 + 65)

POLARIS

Dec 7 (341, *261 → 9 * 29)

ALRISHA

342 → 18 * 19) + 3 = Dec 11

  (HAMAL)

... Väinämöinen set about building a boat, but when it came to the prow and the stern, he found he needed three words in his rune that he did not know, however he sought for them. In vain he looked on the heads of the swallows, on the necks of the swans, on the backs of the geese, under the tongues of the reindeer. He found a number of words, but not those he needed. Then he thought of seeking them in the realm of Death, Tuonela, but in vain. He escaped back to the world of the living only thanks to his potent magic. He was still missing his three runes. He was then told by a shepherd to search in the mouth of Antero Vipunen, the giant ogre. The road, he was told, went over swords and sharpened axes. Ilmarinen made shoes, shirt and gloves of iron for him, but warned him that he would find the great Vipunen dead. Nevertheless, the hero went. The giant lay underground, and trees grew over his head. Väinämöinen found his way to the giant's mouth, and planted his iron staff in it. The giant awoke and suddenly opened his huge mouth. Väinämöinen slipped into it and was swallowed. As soon as he reached the enormous stomach, he thought of getting out. He built himself a raft and floated on it up and down inside the giant. The giant felt tickled and told him in many and no uncertain words where he might go, but he did not yield any runes. Then Väinämöinen built a smithy and began to hammer his iron on an anvil, torturing the entrails of Vipunen, who howled out magic songs to curse him away. But Väinämöinen said, thank you, he was very comfortable and would not go unless he got the secret words. Then Vipunen at last unlocked the treasure of his powerful runes. Many days and nights he sang, and the sun and the moon and the waves of the sea and the waterfalls stood still to hear him. Väinämöinen treasured them all and finally agreed to come out. Vipunen opened his great jaws, and the hero issued forth to go and build his boat at last ...