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The Babylonian World - Historia Antigua

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— Mesopotamian astral science —<br />

reveal that highly accurate astronomical systems had been devised in Babylonia that<br />

could be both logically consistent (e.g. the System A lunar ephemerides), and be<br />

adapted in an ad hoc manner as a (probable) consequence of empirical feedback (e.g.<br />

System B of the lunar ephemerides). <strong>The</strong> schemes adhered to accepted notions as to<br />

the manner in which the year should be divided (i.e. the 360 degrees in the zodiac<br />

recall the 360 days in the ideal year), months should be divided (in the planetary<br />

ephemerides, a thirtieth-of-a-month unit was employed, which mirrors the ideal<br />

month), and the way change could be modelled using piece-wise linear techniques<br />

(Brown 2000: 239). Even in the most sophisticated of mathematical astronomical<br />

texts, many links with the ancient, highly esteemed art of celestial divination were<br />

preserved. A lack of physical underpinning does not seem to have dented their appeal<br />

in antiquity. Nor should it now.<br />

FURTHER READING<br />

Britton and Walker 1996 offer a superb, concise summary of Mesopotamian astral<br />

science. Koch-Westenholz’s 1995 slim book on astrology is excellent and accessible.<br />

Neugabauer 1975 devoted Book II to a detailed elucidation of cuneiform astronomy,<br />

though data on the long-lasting utility of <strong>Babylonian</strong> astronomical methods can be<br />

found scattered throughout that magnum opus. Hunger and Pingree 1999 is a thorough,<br />

accurate survey of all publications on cuneiform astronomy, as defined by them,<br />

at times strictly for the specialist. Brown 2000 attempts to place the development<br />

of predictive astronomy, as opposed to the mere ordering of the heavens, or calendrics,<br />

within the context of cuneiform celestial divination and Mesopotamian history.<br />

Rochberg 2005 is devoted (mainly) to contextualising the rise of personal predictive<br />

astrology in Babylonia after c.450 BC and to placing cuneiform astronomy-astrology<br />

within the context of the history and philosophy of science. <strong>The</strong> above does provide<br />

an overview of the sources from ancient Iraq that pertain to astral concerns, but is<br />

concerned rather more with those aspects of this field that strike me as the most<br />

interesting, the least written about, and the hardest for the non-specialist to appreciate.<br />

NOTES<br />

1 I use the term in the literal sense, as ‘wanderers’, corresponding to the Sumerian mul udu.idim<br />

and Akkadian bibbu, or ‘wild sheep’ (Horowitz 1998: 153).<br />

2 According to ETCSL 4.15.2 (Nergal B): 16, Nergal ‘travels through heaven’, suggestive of<br />

Mars, with whom Nergal is later closely associated. In ETCSL 4.31.1 (Hymn to Sˇ ul-pa-e): 1,<br />

Sˇ ulpae ‘shines forth like moonlight’, a probable reference to Jupiter.<br />

3 <strong>The</strong> Sumerian text ETCSL 5.6.3 9(<strong>The</strong> Farmer’s Instructions): 38 ud mul-an-na sˇu im-ma-abdu<br />

7-a-ta (39) 10-am 3 a 2 gud a-sˇag 4 zi-zi-da-sˇe 3 igi-zu nam-ba-e-gid 2-I ‘When the constellations<br />

in the sky are right, do not be reluctant to take the oxen force to the field many times.’ Cf.<br />

also ETCSL 5.5.5 (<strong>The</strong> Song of the Ploughing Oxen).<br />

4 Sˇ amasˇ, the Sungod, Sîn, the Moongod and Kakkabu ‘star’ appear in the earliest Semitic<br />

incantations from Ebla, in Syria (Cunningham 1997: 18).<br />

5 Brown 2000: 246–7, §3. Additionally, Inana is a ‘celestial sign’ according to the translation<br />

of ETCSL 4.07.04 (Hymn Inana D): 6. She is also referred to as dilibat in ETCSL 2.5.3.1 (Iddin-<br />

Dagan A): 135. Dilibat is specifically the name for the celestial body we know as Venus, and<br />

is typically used in omens. It is noteworthy that this name first appears in the Isin-Larsa period.<br />

Nisaba’s association with the stars is explicit in ETCSL 1.6.2 (<strong>The</strong> Exploits of Ninurta): 712f.<br />

469

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