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E: Late Mesopotamian Constellations
11: Babylonian world and universe
The so-called Babylonian "map of the world" is a rare visual depiction of the world. Irving Finkel (2014) states: "It is one of the most remarkable cuneiform tablets ever discovered ...." Francesca Rochberg (2012) states: "Its provenance is uncertain but its British Museum catalog number, and the onomastics of the scribe who copied the tablet point to the city of Borsippa.
(1) The Babylonian "map of the world"
BM 92687 (82-7-14, 509) "Mappa Mundi." Babylonian "map of the world" in the British Museum, London. It is the earliest extant map. The clay tablet is 12.2 cm tall. The map occupies two-thirds of the obverse. The remainder of the obverse and the entire reverse contain related textual information. The map was composed in Babylonia and is the only Babylonian map drawn on an international scale. It includes the local geographic environment and also attempts to depict quite distant regions. Its provenance and date of composition is uncertain. The tablet is placed within the 82-7-14 collection at the British Museum. This particular collection primarily comes from Sippar. However, because it has been given the out-of-sequence number 509 within the 82-7-14 collection this suggests it is not from Sippar. The colophon information suggests the tablets actually comes from Borsippa. It is usually stated it is a Neo-Babylonian (Persian Period, circa 500 BCE) copy of an original dating to the Sargonid Period, circa late 8th- or 7th century BCE. In his 1998 discussion Wayne Horowitz states on philological grounds the World Map tablet can be dated to between the 9th- and the 7th-century BCE. From the colophon information again it is known that there was at least one earlier map. The German assyriologist Felix Peiser, during a stay in London to access tablets in the British Museum, came across the tablet. Johann Strassmaier made a drawing of the tablet for Felix Peiser to publish in his article Eine babylonische Landkarte (ZA, Band 4, 1889, Pages 361-370). (At least one source mistakenly states the article as a book title published 1899.) The clay tablet is a drawing and textual description of the Babylonian cosmos. It is oriented to the north-west. However, no directions are actually indicated on the map. (It is uncertain whether the accompanying cuneiform text was composed together with the map. Rochberg (2012), relying on Horowitz (1988) writes: "It has an integral, but complicated, relation to the image.") It is the only known map of the world dating from the Neo-Babylonian Period. All other maps have a purely local focus.
Wayne Horowitz states: "In 1906, R. C. Thompson re-copied the tablet as CT 22, 48. This second copy served as the basis for later studies by E. F. Weidner in BoSt 6 (1922), 85–93 and E. Unger in Unger, Babylon, 254–8 (1931)." Wayne Horowitz also points out: "Unfortunately, neither the early copy by Peiser, nor CT 22, 48, is completely reliable. The two copies disagree on a number of points, and a new collation of the tablet revealed a number of errors. For instance, Peiser drew two nagû at the bottom of the map which are omitted in CT 22, 48, and both copyists read the label in the lowest oval inside the circle (no. 8) sideways!" (According to Irving Finkel in The Ark Before Noah (2014), a lost nagû has recently been located by a volunteer worker at the British Museum.
The map depicts a "bird's-eye" view of the world (the world as seen from above) and shows a flat, round world with the city of Babylon in the centre. (Circa 500 BCE Babylon was still a flourishing city and regarded as the centre (i.e., the "hub") of the world. In the 3rd millennium BCE Nippur was considered to be the city at the centre of the world.) It is likely that the Sumerians made the city of Nippur the centre of the universe (a Sumerian Rome) from about 2300 BCE (just prior to the Ur III Period). Political supremacy was regarded as conditional on the possession of Nippur. With the rise to political supremacy of the Babylonian kings, from the early 2nd-millennium onwards, it was possible for Babylon to claim the central position and replace Nippur as the centre of the universe.
The map depicts the world as two concentric circles, with triangular areas/projections (most likely seven when complete) radiating outwards from the outer of the 2 circles. The area of the map within the inner circle represents the central continental area of the Earth's surface where Babylon and Assyria are located (= the oikumene (the known part of the inhabited world)). The continent is surrounded by the circle of salty ocean. The area/band between the two circles represents the (earthly) circumambulating cosmic (?) ocean. (The circular body of water is called the id marratu ("the Salt River").) The area beyond the outer circle consists of the triangular areas, which are the uncharted distant transoceanic regions, or distant region across or associated with the sea in Babylonian texts. (The several (originally 7?/8?) outer triangular 'regions' or 'islands' are called nagû. The term nagû has the sense of "island.") The continent on the map contains various geometric shapes representing places and topographic features. The place names include the countries of Assyria (indicated north-east of Babylon), Urartu (Armenia) (indicated north of Assyria), the land of Habban (South Yemen) (indicated south-west of Babylon) and the city of Babylon. The topographic features include a mountain, a swamp, and a channel. (The mountains are located at the top, in the north.) Babylon is represented by a large rectangle encompassing almost half the width of the central continent. Assyria is represented as a small oval. (Various nameless places are also indicated by ovals.) The Euphrates River, which originates in the mountains at the top of the map, runs through Babylon and flows into the marshes at the bottom of the map. The map schematically portrays the entire kingdom of Babylonia. The text contains the names of countries and cities but, on the reverse side, the text is largely concerned with a description of the seven unnamed outer regions ("islands") which are depicted in the form of equal triangles rising beyond the encircling earthly (cosmic?) ocean.
Rochberg (2012) relying on Horowitz (1998) writes: "Circles represent cities ... and parallel lines rivers. The largest demarcated area, shown as a rectangle on the upper central portion, is Babylon, the point of view from which the map was presumably made. Also on the map are the states of Urartu and Assyria .... The cities of Der and Susa and the territory of Bit Yakin are included. The regions, cities, and other geographic features such as the swamp and the water channel are all arranged inside a circle bounded by the waters of the ocean, designated as the "Bitter River" around the entire circling band."
There is text accompanying some parts of the map. The text (on both sides of the tablet) shows that the map attempts to depict the entire world. The emphasis on distant places in the text accompanying the map indicates that the likely purpose of the map was to locate and describe distant regions. The text of the reverse of the tablet describe the "7 islands" (8 islands?) in detail. (From the paucity of the information given it is evident that the Babylonians knew little about these "islands." Mostly, the description given is mostly about their various degrees of brightness.) From the text on the reverse of the tablet, and the inscriptions on the map itself, it can be determined that the first "island" lay in the south-east. the second "island" lay in the south-west, and so on, so that the sequence of the "islands" is somewhat analogous with the hands of a modern clock. The descriptions of the first and second outer regions are not preserved.
Other textual sources describe the earthly ocean as being enclosed by a double range of mountains, those to the east and those to the west (the "sunrise" and "sunset" range, respectively.
The map has a definite orientation - it is inclined. The orientation is such that the northwest is at the top. Thus the Babylonian system of orientation did not follow the perpendicular plane - north, west, south, and east - of our Western cardinal points. The Babylonian system of orientation was based upon the prevalent winds. The northwest wind was sent from the goddess Ishtar and was a favourable wind.
For a detailed early discussion of the Babylonian world map see "From Cosmos Picture to the World Map." by Eckhard Unger (Imago Mundi, Volume 2, 1937, Pages 1-7). A detailed recent discussion of the Babylonian world map is by Irving Finkel in The Ark Before Noah (2014). Irving Finkel dates the cosmological system set out on the Babylonian world map to the Old Babylonian period in the 2nd-millennium BCE.
"The most important element is the drawing, which takes up the lower two-thirds of the obverse. (Wayne Horowitz states the drawing occupies the lower half of the obverse.) It is a brilliantly accomplished piece of work. The known world is depicted from far above as a disc surrounded by a ring of water called marratu in Akkadian. Two concentric circles were drawn in with some cuneiform precursor of a pair of compasses whose point was actually inserted south of Babylon, perhaps the city of Nippur, the 'Bond of Heaven and Earth'. Within the circle the heartland of Mesopotamia is depicted in schematic form. The broad Euphrates River runs from top to bottom, originating in the northern mountainous areas and losing itself in canals and marshes in the south. The great river is straddled by Babylon .... [A] ... great ring of water ... surrounds everything, while even further beyond is a ring of vast mountains that marks the rim of the world. These mountains are projected as flat, projecting triangles; each is called a nagû. Originally they numbered eight." (Irving Finkel, The Ark Before Noah (2014; Pages 262-263).)
It has been pointed out that the Babylonian world map deals with a mythologised landscape, not any actual scientific physical geography. As example: The text refers to the "ruined gods" who are likely the 11 composite beings of Tiamat defeated by Marduk in the Enuma Elish.
For a complete description and account of the "Mappa Mundi," see: Wayne Horowitz, Mesopotamian Cosmic Geography, (1998), Pages 20–42.
(2) The levels of the Babylonian universe
The assyriologist Wilfred Lambert (1926-2011) and Wayne Horowitz have pointed out there is no direct evidence that the ancient Mesopotamians thought the visible heavens comprised a (solid) dome. They had no clear word for sphere or dome. The ancient Babylonians viewed the cosmos as a series offlat, superimposed layers of the same size separated by space, held together by ropes.
Basically, they had 6 levels of the universe, 3 heavens and 3 earths (but some texts indicate slightly greater detail. The vertical levels of the (generalised) Mesopotamian universe are indicated as:
Region Above the Heaven of Anu (See: The Etana Epic, Section B 30-43) (Open space implied by The Etana Epic)
Upper Heaven (High Heaven) of Anu (Highest Region of the Universe)
Middle Heaven (Intermediate High Heaven) of Igigi
Lower Heaven of the (Visible) Sky (Stars, Planets, Sun, and Moon)
The "Atmosphere" (Either not specifically listed (not considered a separate level of the universe) or identified as Part of Visible Sky (Lower Heaven); or Separate Geographical Level)
Upper Earth (Humankind, The Level of the Earth's Surface (Dry Land and Sea))
Middle Earth, Apsu of Ea (Enki/Ea) (Cosmic Subterranean Water)
Lower Earth, Underworld of Nergal (King) and Ereškigal (Queen) (Realm of the Dead) (Lowest Region of the Universe)
The existing accounts of Mesopotamian cosmology are rather limited. Unfortunately they are also conflicting. For a detailed discussion of Mesopotamian cosmology, including the Babylonian world map, see Mesopotamian Cosmic Geography by Wayne Horowitz (1998). Babylonian cosmology distinguished 3 heavens. The lower two only were considered to be visible to humankind: the heaven of Enlil, where the main god Marduk/Bel had his particular dwelling, and the heaven of Ea, or lower sky on which the movements of the stars and planets could be observed. The mystical religious text KAR 307 states that the sky (the lowest of the 3 heavens) is made of jasper, the middle heaven above the sky is made of saggilmud-stone (a variety of the blue lapis-lazuli), and the upper heavens (the heaven of Anu) are made of luludānītu-stone.
(3) The physical structure of the heavenly regions
Cuneiform texts of the 1st millennium BCE record a tradition of 3 superimposed heavenly realms. The High Heaven belonged to the god Anu and was also the abode of 300 Igigi or great gods. The Middle Heaven belonged to the Igigi, and Marduk also had his throne there. The stars and constellations were drawn upon the surface of the Lower Heaven. (Invocations to 7 heavens and 7 earths occurring in Sumerian incantations have magical than cosmological significance and are not related to the 3 heavens and 3 earths found in other texts.) The texts recording a cosmological picture of 3 heavens also contain poetic speculation about the heavens being made of different stones of varying colours. The High Heaven of Anu was reddish, speckled with white and black; the Middle Heaven was blue like lapis lazuli; the Lower Heaven was translucent jasper, either blue or grey. This concept is not an attempt at empirical description but has a likely connection with mythological and/or other associations between stones and gods. The statement that the stars were drawn, or inscribed as 'writing,' upon the stone surface of the heavens is also poetic. This metaphor stressed the meaning of the stars as signs 'written' by the gods for people to observe and use to make forecasts about the future. In literary/mythological texts the term 'firmament' (and sometimes the term 'base of heaven') is used to denote the celestial realm of the planetary deities.
The term 'sky,' not 'firmament,' was used in the terminology of astronomical texts to refer to the place where celestial phenomena were observable. Both celestial divination and astronomical texts required a terminology to specify the positions and times for the occurrence of celestial phenomena. A variety of systems denoted celestial positions (without the use of the conception of the celestial sphere and its coordinates). A major frame of reference was the horizon. The 3 systems of importance were: (1) The 3 'paths.' The terminology of the 'paths' of Anu, Enlil, and Ea was used in early astronomical texts. The path of the god Anu had its gate in the center of the 'cattle pen,' or eastern horizon; the path of the god Ea lay to the south, and the path of the god Enlil lay to the north. The stars may have been associated with the gods Anu, Ea, and Enlil even earlier than the establishment of the path system, but were assigned to these paths according to where on the horizon their risings were observed (= according to their circles of declination, the distance north or south of the celestial equator). (2) Another system implied to denote celestial positions is implied in the device called a 'string.' The Babylonian GU text on BM 78161 arranges stars in 'strings' that lie along declination circles and therefore measure right-ascensions or time intervals. A 'string' established a relation between stars of similar right ascensions that crossed the meridian at the same time. (3) The other 'path' of importance was 'the path of the moon,' marked by 17/18 constellations, and used at least by circa 750 BCE. The 17/18 constellations in 'the path of the moon' were unequal in size and could not be used as a standard of reference for the calculation of 'distance' along 'the path of the moon.'
(Mul.Apin tablet 1 describes the Path of Sin (= the way of the Moon) which crossed the boundaries between the Paths of Anu, Enlil, and Ea. This referred to 17/18 constellations/stars marking the path of the Moon ("gods standing on the path of the moon."). It was a fixed path in the sky. (When the ecliptic started to become a primary reference line the 17/18 (depending on how you interpret the list) constellations/stars marking the path of the Moon were basically formed out of the "three stars each" (i.e., monthly calendar star) system of menologies and other constellations/stars were added.))
Later, these 17/18 constellations were reduced to 12 to form the basis for the zodiac, to mark the passage of the sun with respect to the fixed stars through the months of the year. Because the planets were observed to hold close to the path of the sun (the ecliptic), a larger group of ecliptical stars was identified for the purpose of observing the movement of the planets. "Although the twelve constellations of the zodiac gave their names to the zodiacal signs, once the signs were defined by longitude rather than constellation, they became a mathematical reference system of twelve 30-degree parts, counted from a defined starting point. In this way, no geometrical dimension was attributed to the heavens in mathematical astronomical texts, whose predictive schemes were strictly arithmetical and linear, and consequently shed no light on the question of the spatial structure of the heavens. (Rochberg, Francesca. (2005). "Mesopotamian Cosmology." In: Snell, David. (Editor). A Companion to the Ancient Near East. (Pages 316-329).)"
The stars of the zenith were also separated by right-ascension differences. Zenith stars were a group of stars whose culminations are used for keeping time, known as ziqpu-stars after the Akkadian term for culmination, ziqpu. Ziqpu-stars were stars "so chosen that one crosses the meridian before dawn, in the middle of each month, as another constellation is rising heliacally." (See: Mul.Apin by Hermann Hunger and David Pingree (1989) Page 142.) The ziqpu-stars were useful if, for whatever reason, the eastern horizon was obscured and the heliacal rising of important stars was unable to be directly observed. The most common version of the ziqpu-star list contained 25 stars. Another major frame of reference was a fixed celestial frame of 33 bright stars, so-called 'normal stars,' unevenly distributed along the ecliptic within a few degrees of the paths of the sun, moon, and planets. (10 degrees north latitude and 7.5 degrees south latitude (of the ecliptic).) The reasons for the uneven distribution are not understood. 'Normal stars' were used as reference points in the sky to indicate the relative position of the moon and planets and a (normal) star, where the (normal) star becomes the reference point. In the astronomical texts the position of the moon or of a planet is given by stating that it is 'in front of' a Normal Star (which means to the west of the star), or that it is 'above' 'below,' or 'behind' (which means to the east of the star) the star, often in terms of the Babylonian units cubit and digits (finger(s)). In the late Babylonian period celestial phenomena were recorded in terms of the 31/33 Normal Stars (Mul.Sid) that were marked along the ecliptic path. The Babylonian astronomical terms used with the Normal Stars have not yet been absolutely clarified.
The 17/18 stars in 'the path of the Moon' were recognised at least by the 2nd-quarter of the 1st-millennium BCE. Hence circa 750 BCE the use of 17/18 'counting stars' along the path of the moon to measure the progress of the moon through the month. In the Mul.Apin series (Tablet 1, Section 4, Lines 38-39) the list of the stars in 'the path of the Moon' is defined as: "All these are the gods who stand in the path of the Moon through whose regions the Moon in the course of a Month passes, and whom he touches." The system of Normal Stars was in use at least as early a circa 600 BCE. The system of 36 stars marking the 'three ways/paths' gave way to a system involving 31/33 'normal stars' (= reference stars) being placed along the ecliptic, to serve as markers (primarily) for the paths of the planets. Actual (particular) 17/18 stars in 'the path of the Moon' were not denoted in the Mul.Apin series - those 'stars' used were basically asterisms. The 31/33 stars used in the scheme of Normal Stars were not necessarily the same as those used previously in the Mul.Apin scheme for 'the path of the Moon.'
(4) The cosmic waters (Apsu)
In Sumerian and Akkadian mythology there was a cosmic realm called Apsu comprising watery depths beneath the earth. The Apsu was located directly beneath the earth's surface. The Apsu was the creation, abode, and kingdom of the god Enki. The temple of Enki in the very early Sumerian city of Eridu was called the E-Abzu 'House of the Abyss.' Enki's son, Marduk, was known as 'first-born son of the Apsu.' Because Enki was associated with wisdom, magic, and incantations, the Apsu was thought of as the fount of wisdom and source of the secret knowledge of incantations. The later temple of Marduk in erected in Babylon was explained as the replica of Apsu. As the counterpart to Enki's cosmic abode, Marduk's temple was also the home of all the gods. Enki's shrine in Eridu too was known as the 'holy mound.' The association of the Apsu with the 'holy mound' showed the cosmic importance of Ea's domain as a place for the divine assembly and where destiny was decreed. The assyriologist Wayne Horowitz writes (Mesopotamian Cosmic Geography (1998, Page 342)) that the Apsu and the underworld were, in some texts, confused with each other.
(5) The realm of the dead
The furthest realm in the direction downward was 'the netherworld.' The underworld was the lowest region of the Mesopotamian universe. There were various ideas of the land of the dead in literary texts. In the only known text where cosmic regions were placed relative to one another within an overall scheme the location of the netherworld was specified as being below the Apsu. As such it was the lowest of all regions. In literary texts the netherworld was depicted as a land that was dark and distant, inhabited by ghosts, demons, or gods who ruled over the dead or who brought death.
Appendix 1: Babylonian Pole Star(s)?
For the last 10,000 years the only star to come within 1 degree of the equatorial North Pole (circa 3000 BCE, and remaining there for 200 years) was Thuban (Bayer designation Alpha Draconis (α Draconis)), a 4th magnitude (presently + 3.65 but may have been brighter in the historic past) yellow star in the constellation Draco.
Discussion on whether or not the Babylonians, and perhaps even the Sumerians were aware of both the Pole of the Equator and the Pole of the Ecliptic is, at times, confused. The discussion of an alleged Babylonian pole star by Robert Brown Junior in his Primitive Constellations, Volume II, 1900, Pages 176-191 is muddled, unreliable, and outdated. According to Brown Junior (Primitive Constellations, Volume II) "The Pole Star is Dugga-Kaga-gilgatil." In an early article (The Babylonian and Oriental Record, Volume 1, 1887) Brown maintained Vega was the pole-star, called in Akkadian Tir-anna, ("Life-of-heaven"), and in Assyrian Dayan-samê ("Judge-of-heaven"), as having the highest seat or throne. Persons who maintain the Babylonians, and perhaps even the Sumerians were aware of both the Pole of the Equator and the Pole of the Ecliptic basically use out-dated references to try and prove it. (The attempted argument by Gavin White in his book Babylonian Star-Lore (2007) ) that the celestial pole was stressed in Babylonian star-lore is erroneous and is likely influenced by reliance on outdated references (but the author gives very few references for the content of his book; but years later did publish them separately on the internet).) However, there is no credible proof the Sumerians and/or Babylonians had established a Pole of the Equator and a Pole of the Ecliptic.
Update note: Gill Zukovskis (6/10/2012) has kindly brought to my attention that a bibliography for Babylonian Star-Lore has appeared at Solaria Publications website: "Reference Notes to Babylonian Star-lore, 2nd Edition, posted on April 11, 2012" by Gavin White. Amongst the references is "Page 135 §1: Identified as Pole star. Reiner 1995, pages 20-1." See below for Reiner's dated (and sole) source.
It is puzzling that people want keep using Peter Jensen and Alfred Jeremias. Likely it is because few other persons make these kind of statements. However, Peter Jensen is outdated and Alfred Jeremias is biased and dated. Neither can be regarded as authoritative. In his very early book (1890) on Babylonian astronomy Die Kosmologie der Babylonier the pioneering Assyriologist Peter Jensen includes a diagram associating Anu with the North Pole of the Ecliptic and Bil-Enlil with the North Pole of the Equator (which is opposite to the assignments given later (1913) by Alfred Jeremias), but in his brief discussion on Page 19 Jensen also offers that the assignments could be reversed. In his Die Kosmologie der Babylonier (Pages 190-191), also Jensen indicates a knowledge of the two poles when he writes (English translation courtesy Leroy Ellenberger (Hastro-L)): "Since it is absolutely unthinkable that the sun and the moon, as also the 'god stars' Anu and Bil (that is, the two north poles!), could be related to the Earth in any shape, form or fashion, we shall break neither our or anyone else's noggins over VR 46, 15-16ab. This text presents no problem unless one is dead set to create difficulties where there [really] are none."
The cuneiform text VR 46 is a star list dated to the Late Babylonian Period - for simplicity it can be dated circa 500 BCE. The text equates stars/constellations with gods/goddesses and it associates Anu with the `wolf star.´ However, the late `theological´ cuneiform text KAR 142 associates Enlil with the 'wolf star.' Hunger/Pingree Astral Sciences in Mesopotamia (1999) have Wolf as alpha Trianguli. (The Plough constellation is α. + β Trianguli and γ Andromedae.) However, it was also associated with Sirius. It is difficult to understand how the text relates to the Pole of the Equator and the Pole of the Ecliptic being established/identified in Babylonian astronomy.
In the entry for "Enlil am Himmel" in the scholarly fascicle Reallexikon der Assyriologie Volume II, Page 389, the claim that the Babylonians identified the Pole of the Equator and the Pole of the Ecliptic is repeated: "Wo der »Standort« des Enlil am Himmel zu lokalisieren ist, läßt sich nicht mit Sicherheit entscheiden. Es kann sich um den Höhepunkt des scheinbaren Sonnenlaufes zur Zeit der Sommersonnenwende (unter der Breite von Babylon etwa 7,5° südlich vom Zenit) oder um den Pol der Ekliptik (s. Jensen Kosmologie, S. 19ff. und KB VI, I, S.347; Weidner Handb. babyl. Astron., S. 33) handeln." Reallexikon der Assyriologie Volume II is a dated publication (and the author of the entry is using dated references). Volume 2 was published circa the mid 1930s. There is no mechanism for updating RLA entries. (Weidner is actually simply repeating the claims he made in his book Handbuch der babylonischen Astronomie. For example, in Handbuch der babylonischen Astronomie Weidner holds that (Pages 32-34) Nibiru is the Pole of the Ecliptic (= Enlil is the Pole of the Ecliptic), and (Page 97) kakkab MU-SIR-KEŠ-DA = kakkab Niru, is the Pole of the Equator (= Anu is the Pole of the Equator).) Handbuch der babylonischen Astronomie by Ernst Weidner (1914) was written from the Panbabylonism standpoint and is a veritable wonderland of Panbabylonism. (It was completed several years prior to its publication in 1914, and was in press from 1913.) In Handbuch der babylonischen Astronomie Weidner declared a sophisticated Babylonian astronomy existed at least circa 2,000 BCE, misunderstood and incorrectly used 'The Hilprecht Text' (HS 245) – which he could not date (but is Middle Babylonian Period circa latter part of the 2nd-millennium BCE) - as evidence of an early sophisticated mathematical astronomy (before the Kassite Period), and asserted texts from the library of King Ashurbanipal go back to at least 4,500 BCE. (For Weidner 'The Hilprecht Text,' which he believed likely dated to the 3rd-millennium BCE, provided evidence for an equator-based system of coordinates for measuring the the locations of fixed stars.)
Recently Gavin White in his popular (and misleading) book Babylonian Star-Lore supported the identifications made by Alfred Jeremias in 1913 and identified Bil-Enlil with the Pole of the Ecliptic (Plough-star) and Anu with the Pole of the Equator. However, Gavin White, though quite knowledgeable, is not an expert on Babylonian astronomy and astral lore. Simply, since 1920 there has been a vast increase in our knowledge of how to interpret cuneiform languages. Cuneiform translations prior to 1920 may be unreliable and involve questionable interpretations. What the pioneering Assyriologists sometimes thought they were reading is simply mistaken. Even the Assyriologist (and staunch Panbabylonist) Ernst Weidner warned that interpretations and translations earlier than 1920 needed to be used with caution.
Auguste Bouché-Leclercq in L'Astrologie grecque (1899, Page 122) writes: "On sait que le pole par excellence était pour les Chaldéens le pole de l'écliptique, lequel est dans la constellation du Dragon." Here Bouché-Leclercq briefly mentions a late source, Diodorus Siculus (1st century CE), for the Chaldeans identifying Anu with pole of the ecliptic in the constellation of the Dragon. Bouche-Leclercq is relying on what Diodorus Siculus (1st century AD) had to say on Mesopotamian astrology/astronomy in their own day. The reputation of Diodorus Siculus for accuracy and reliability is rather dubious. He basically copied his information from other sources, without up-dating it. He was a writer, not a researcher. Some of the information he gives on Mesopotamia is confused.
Persons having a preference for uncritically using old material to make their case need to present supportive reasons for maintaining their continued adoption. In his bibliography in Die Rolle der Astronomie in den Kulturen Mesopotamiens (1993) the Assyriologist Christopher Walker comments that Weidner´s Handbuch der babylonischen Astronomie is "now very out of date." In the same volume (?) (or elsewhere) the Assyriologist Francesca Rochberg cautions against reliance on Handbuch der altorientalischen Geisteskultur (2nd edition 1929) by Alfred Jeremias. On Page 134 of the 2nd edition Jeremias insisted that 'Nibiru' in all star texts of later times indicated Canopus.
A pioneering study of Mesopotamian astronomy was initiated with the 3 articles by Archibald Sayce and Robert Bosanquet published during 1879-1880 in Monthly Notices of the Royal Astronomical Society. By at least 1887 Sayce was identifying a Pole Star (Lectures on the Origin and Growth of Religions). He held that "The Star/Constellation of Anu was the "Yoke of Heaven" = Draco, alpha Draconis. In an early Volume of Transactions of the Society of Biblical Archaeology he stated: "The Akkadian term "Ditar-Anki" ("the Judge of Anki") and the Assyrian term "Dayen-Same" are designations of the Pole Star (North Celestial Pole). The assertion by Sayce of ""Yoke of Heaven" = Draco, alpha Draconis" may possibly be matched to the modern translation "Hitched Yoke" which Hunger/Pingree (1999) tentatively identify with α Draconis. (Note: The Yoke star, mul.SUDUN/nīru, is equated with (approximately Boötes (or Arcturus (and parts of Boötes).)
In his Handbuch der babylonischen Astronomie Weidner explained "man-za-az il Enlil" as the north pole of the ecliptic. (Relying on K 13 774?) Jensen went for similar in his book Die Kosmologie der Babylonier. However, he later withdrew this argument (changed his interpretation) in his book Assyrische-babylonische: Mythen und Epen (1906). This does not seem to be widely known by persons who like to quote his earlier book. (It also helps to demonstrate the lack of any real familiarity with these early authors.)
In the early history of Assyriology the term "Nebiru (Neberu)" was sometimes interpreted as meaning the Pole Star, Pole, or Pivot (especially in the Enuma Elish). The Assyriologist Leonard King, using K 13 774, interpreted "man-za-az Neberu" as the Pole Star of the Equator in his book The Seven Tablets of Creation (1902). Anu is identified as the Pole Star of the Ecliptic. In his Babylonien und Assyrien (1920-25, 2 Volumes) the Assyriologist Bruno Meissner identifies 'Nibiru' with the celestial north pole (but likely is simply following Weidner). According to the Dutch assyriologist Francisco Bohl, the station of Nebiru was the point of entry of Jupiter into the path of Anu observed during the night of the vernal equinox, the Babylonian New Year. (According to Astrolabe KAV 218, during this period, the equinox occurred when the sun entered the constellation Mul Aš-Gan (= Iku) which was the "Field" constellation (= Alpha, Beta, Gamma, and Delta Pegasus + Andromedae). The "Field" was enclosed by the rivers of paradise (the constellation of Pisces).)
The concept of nēberu changed over time. Nēberu, written MULNe2-bi-ru (the term is usually transliterated nebiru, neberu, or nibiru.), can mean Jupiter in culmination or in other specific positions, but can also denote the North Star (α Ursa Minor) and Canopus (α Carina), and even the constellation Perseus or a meteor. (It is presently rather usual to explain that the Akkadian name/term Nebiru is the planet Jupiter and the astral name of Marduk.) It is clear that the Mesopotamians used the term 'Nebiru' to mark an astronomical event; a "crossing" at some point in the sky of Jupiter, Mercury, and a star. Nēbiru perhaps defines a turning point (kunsaggû) of the sky. "Station" appears to refer to position in the sky. (One text has "If Mercury crosses the sky and stops it is Nebiru.")
The concept/astronomical meaning of nēberu in the Enuma Elish (2nd millennium BCE) is not clear. It has been stated that the early concept of nēberu as a star in the centre of the sky (i.e., fixed) is not reconcilable with the later (1st millennium BCE) conception of Marduk as a planet (or planets) (i.e., mobile). In the Enuma Elish the pole star idea is seen, by some scholars, as imminent in nēberu. In the circular astrolabes Marduk's own star is deemed to be in the centre of the inner circle (i.e., the centre of the Stars/Path of Enlil; the centre of the sky). In the Enuma Elish priority is given to the organisation of the stars. In the Enuma Elish the god Marduk is stated to have (in order): (1) organised the (stars into) constellations, (2) organised the calendar, (3) fixed the stand of nēberu, and (4) gave the moon and sun orders about their motion. The organisation of the calendar was achieved by 3 constellations of stars being established for each of the 12 months, to fix the days of the year. They are simply placed in their cosmic position as constellations in the 3 Ways/Paths. Marduk does not create the stars - they are the 'great gods.' In her book, Mesopotamian Astrology (1995, page 117), Ull Kock-Westenholz states the astronomical meaning of nēberu (both in the Enuma Elish and elsewhere) is not clear.
Among modern scholars who, based on the Enuma Elish, identify nēberu with the pole-star are B. Landsberger and J. Wilson ("The Fifth Tablet of Enuma Elish." JNES, Volume 20, 1961, page 173). As well as holding that Marduk fixing the stand of nēberu refers to the pole-star some scholars also hold that the statement in Tablet V:9-11 where Marduk placed the zenith in the belly of Tiamat is also a reference to the pole-star.
Donald Mackenzie (Myths of Babylonia and Assyria (1915) and The Migration of Symbols (1926)) has the Babylonians calling the pole star Ilu Sar ("the god Sar (Star)" or Anshar ("Star of the Height" or "Star of the most High") but cites no reference(s). According to James Bonwick, Egyptian Belief and Modern Thought (1878), the Chaldean pole-star was Cagagilgate. In his book, Myths and Legends of Babylonia and Assyria (1916), Lewis Spence writes (mistakenly) that "Anu is the Pole Star of the ecliptic, Bel the Pole Star of the equator, while Ea, in the southern heavens, was identified with a star in the constellation Argo" (Chapter VIII, Page 235).
Felix Gössmann Planetarium Babylonicum oder die sumerisch-babylonischen Stern-Namen (1950) comments that 'nibiru' appears to be used for various stars or regions of sky including: (1) north celestial pole or pole star (= Alcor?), (2) Canopus, near the Pisces-Aries region of the zodiac, and (3) Jupiter. (Though Nibiru could be Jupiter (the texts that place Marduk in "in the center of heaven" support the identification of Jupiter, which is located in the center of the line of planets) it was once identified with Mercury.) Some modern authors still translate 'Neberu' as 'Pole Star.' Recent examples are the Assyriologist Wayne Horowitz (Mesopotamian Cosmic Geography (1998)) who is followed by the British Assyriologist Stephanie Dalley (translating and interpreting the Enuma Elish) and the British cuneiform philologist and mathematician Eleanor Robson (who is likely simply following Dalley). The particular text is Astrolabe B, 'Rising Stars' list, Month 12 (Adar) for the Path of Anu (Column 2, Lines 29-32). The term 'Neberu' which has the determinative dinger = god (= Marduk) - preceded by the determinative MUL = star - is translated as 'Pole Star' (MUL BI dingir Né-bé-ru dingir AMAR.UD). There is nothing in the text that compels the identification as 'Pole Star.' The translation simply is "This star is Nibiru-Marduk." The full passage translates: "The red star which stands in the south after the gods of the night [the stars] have been finished, dividing the the sky in half, this star is Nibiru-Marduk." (Wayne Horowitz translates: "The red star, which stands at the rising of the south-wind after the gods of the night have finished their duties and divides the heavens, this star is Neberu, Marduk.") (The 'red star' suggests an identification with Mars - but this would be incorrect. Comparing Astrolabe B, Column 2, Lines 29-32 with BM 86378 (Mul.Apin, Tablet 1), Column 1, Lines 36-38 the interpretation Jupiter is valid. Mul.Apin, Tablet 1 set out: "When the stars of Enlil have disappeared, the great, faint star [Jupiter remaining faintly visible in the morning when the other stars have disappeared], which bisects the heavens and stands, is mul dinger Marduk-Niribu, mul SAG.ME.GAR; he (the god) changes his position and wanders over the heavens.") However, the 'Pole Star' (of the equator) identification is likely done because in the cuneiform texts Nibiru is not only described as mobile but is also described as a 'fixed' star. It needs to be kept in mind the Babylonians had no concept of a celestial equator.
The northern constellation of the Wagon had a small rotations and served as a "pole star" (of the equator) and general indicator for the north. The Neo-Assyrian literary fragment K 7067 contains the lines: "The great gods divided up the st[ations ... / In the station, the pole [... ." There is no definite indication of a pole star in this fragmented text.
In her book Astral Magic in Babylonia (1995) Erica Reiner, discussing HUL.BA.ZI.ZI ('Begone, Evil') a collection of incantations, writes (pages 20-21): "A magic effect is sought by praying to a deity called First-born of Emah: O First-born of Emah, First-born of Emah, you are the eldest son of Enlil. You are descended from Ekur and you stand in the middle of the sky with the Wagon. The stellar nature of this divine being addressed is evident from the middle line, where he is described as standing in the middle of the sky, with the Wagon Star. As for the astronomical identity of the "first-born of Emah," such a star, described as "first-born son of Anu," is listed in an astronomical compendium from about 1000 B.C. [MUL.APIN] as the star that stands in the "rope" of the Wagon, and has been identified with the Pole Star. A prayer to it is prescribed in the hemerology for the month of Ulūlu (month VI)." Reiner is reliant on studies by Carl Bezold and Franz Kugler dating almost 100 years earlier. The star that stands in the rope of the Wagon of Heaven was identified as the Pole Star by the pioneering assyriologists Carl Bezold (Zenit- und Aequartorialgestirne am babylonischen Fixsternhimmel (1913, page 43) and Franz Kugler (Sternkunde und Sterndienst in Babel. Ergänzungen zum ersten und zweiten Buch. I. Teil. (1913, page 57)) as β Ursa Minor (in Ursa Minor).
Both Reiner/Pingree (Babylonian Planetary Omens 2 (1981)) and Hunger/Pingree (Astral Sciences in Mesopotamia (1999)) simply render the Month 12 for the Path of Anu in Astrolabe B (Column 2, Lines 29-32) as Neberu. In the composite so-called "Pinches Astrolabe" (which combines information from 4 astrolabe tablets and 2 star-lists) Month 12 for the Path of Anu has Fox (sometimes translated as Jackal), which is circumpolar and usually identified as a star (associated with the Great Bear constellation). The Fox (Sumerian MUL.KA.A or MUL.KA5.A , Akkadian sēlebu) has been variously identified. Felix Gössmann (1950) has 80-86 [= 80] Ursa Major (?) (= Alkor), and in a circular astrolabe it appears in the Path of Enlil; whilst other have ε (?) Ursa Major, or the magnitude 4.0 star Alkor(Alcor) ?, a star on the tail of the Great Bear (Ursa Major); or the constellation Canis Minor. (The modern Vulpecula, the Fox, is a small constellation with no bright star.) The 'Fox Star' is one of the 7 names of Mars. In the Star-list K 250 the 'Fox Star' is a name for Mars. The celestial movements of the 'Fox Star' represent Erra (= Irra).
It is worth noting that the British Assyriologist Stephen Langdon, in his detailed discussion of the astrolabes (The Babylonian Epic of Creation (1923, Pages 154-156)) does not make - or even suggest - a pole star identification for various descriptors applied to Marduk.
Some translate the term 'Nusku' as the Pole of the Equator. In her article "The Shape of the Cosmos According to Cuneiform Sources." (Journal of the Royal Asiatic Society, Third Series, Volume 7, 1997, Pages 189-198) Margaret Huxley brings together evidence from a range of sources and argues that in ancient Mesopotamia the sky was thought to be a rotating sphere with a polar axis. Nusku is the Babylonian and Assyrian god of light and fire altar - and a symbol of the heavenly and terrestrial fire. The god Nusku is indistinguishable from the god Girra. I have not seen any details of why Nusku would be translated as the pole of the equator.
I do not know of any cuneiform text that explicitly mentions/establishes/describes a Pole Star (equator or ecliptic) in Babylonian astronomy. (The poorly preserved Neo-Assyrian literary fragment K 7067 has opening lines describing the great gods apparently arranging the stars in the sky. Two of the opening lines (both damaged) are usually translated: "In the station, the pole [..." and "[...] the pole [..." but I am presently not aware of the transcriptions.) A modern case, using principally Astrolabe B has been made by Wayne Horowitz. (Astrolabe B is a combination of menology and star lists compiled from older sources.) The god Marduk's pivotal position was at the centre of Astrolabe B. This places Marduk at the centre of the sky (= Marduk being associated with the pole-star of the equator). It was connected with Marduk's role in controlling/regulating the movement of the stars. The star of Marduk is stated/identified in Astrolabe B as the last month of the year (Adar) or the first month of the new year (Nisan). This is clearly associated with Marduk's role to control/regulate the movement of the stars. (The star of Marduk marked the passage from the old year to the new year.) Hence Wayne Horowitz translating text of Astrolabe B as: "The red star, which stands at the rising of the south-wind after the gods of the night have finished their duties and divides the heavens, this star is the pole star [Neberu], Marduk." Referring to the (now completed) Chicago Assyrian Dictionary should help to clarify matters. It would be helpful for proponents to cite: (1) catalogue number of relevant cuneiform text, (2) relevant transcription, (3) translation, (4) possible date, and (5) reference for such.
The Menology KAV 218 A and Astrolabe KAV 218 C (2 sections of Astrolabe B = KAV 218) list the Iku-star (GÁN (Ikû) = α, β, γ Pegasi and α Andromedae) of (the month) Nisannu as the new year's star. The heliacal rising of the Iku-star would have occurred on the eastern horizon just before dawn on Nisannu 4. However, the akitu festival, which included a celebration of the turning of the New Year, actually began on Nisannu 1.
The most recent informed discussion of the topic is by the assyriologist Wayne Horowitz at the 2007(?) CAENO Foundation conference.
Appendix 2: Babylonian Astronomy
Mesopotamian astral science was applied science. Early Babylonian astronomy was very much concerned about astronomical phenomena at the horizon. The horizon was a key reference point. It provides the basis for accurate measurements of how things are changing in the sky. It is more difficult to accurately measure items above the horizon i.e., overhead.
The assyriologist David Brown (2000) has made a compelling case that prior to the mid 8th-century BCE there was no interest in predicting celestial events. (Over 100 years ago Franz Kugler, the pioneer of much of our knowledge of Babylonian astronomy, made a similar case.) The period schemes, intercalations, rules, etc. found in such late 2nd millennium texts as Enūma Anu Enlil, and Mul.Apin are aspects of celestial divination, not primitive astronomy or inaccurate astronomy. Even the so-called 'astrolabes' are primarily astrological documents. Only after the mid 8th-century BCE was there a goal to predict celestial phenomena accurately (i.e., to perhaps a day). The Babylonian astronomical techniques that reached their highest point in the Seleucid period circa 200 BCE originated a half a millennium earlier, circa 700 BCE, when prediction became an all-important skill to the astronomers who practised astrological divination in the service of the Assyrian kings. According to David Brown (2000) through divinatory thinking an ideal state (scheme) of the universe was devised. In general, astral omens were not based on empirical observations. Rather they were developed through the application of a strict code. Observations were contrasted with this ideal representation of the universe and mismatches were interpreted as bad omens.
Also, other considerations added to the development of ideal schemes. A 12-month, 360-day year for administrative purposes appears in documents from Uruk from the end of the 4th-millennium BCE (circa 3200-3000 BCE), and is well consolidated by the Ur III period a millennium later.
After circa 750 BCE Babylonian astronomy was developed primarily as mathematical theory (for being able to know/determine (predict) where the positions of the moon and planets would be in the night sky). The main focus of their effort was solving predictive problems relating to the motions of the moon and planets. In the late 1st-millennium BCE the Babylonians developed sophisticated theories for the motions of the planets. The mathematical basis of Babylonian planetary theory is set out in the form of either 'procedure texts' or as (tabular) 'ephemerides' i.e., tables enabling at least approximate prediction of future lunar and planetary phenomena. 'Procedure texts' contain collections of rules for the computation of 'ephemerides' i.e., explain the calculations for synodic or heliacal phenomena comprising the 'ephemerides.' Most of the predictive Babylonian planetary models that have survived are usually empirical and arithmetical (based on numerical sequences), and usually do not involve geometry, cosmology, or speculative philosophy. 'Procedure texts' date from the Seleucid era. A 'procedure text' (or 'proto-procedure text' representing a non-ACT approach to calculating solar and lunar motion) that may antedate the Seleucid era is BM 36712. During the Seleucid period (3rd-century BCE) 'goal-year texts' (related to the nontabular 'diaries' (= based on information excerpted from at least more than 12 diaries) and involving simple predictive methods) were used to predict the movements of the planets for a given year. Specifically, 'goal-year texts' "present for a given year the planetary data (dates of the Greek-letter phenomena [synodic or heliacal] and of the passing by of the Normal Stars by the moon and planets) for a certain number of years previous to the given year for each planet. ... There is also a column of lunar phenomena, that is, the occurrences of lunar eclipses and the "Lunar Six," .... (Astral Sciences in Mesopotamia by Hermann Hunger and David Pingree (1999, Pages 167-168)." (Goal-year texts, in summary, contain Lunar Sixes, planetary phases, conjunctions of planets and (= with) Normal Stars, and eclipses.) During this period use of mathematical models replaced use of records of past observations to enable prediction. Most of the 'ephemerides' give calculated dates and longitudes for the synodic phenomena (including distinguishment of conjunctions, oppositions, and stationary positions). Very few give data for the planet between the synodic phenomena. For an inner planet (Mercury, Venus) the synodic phenomena are (1) its first appearance in the morning, Morning First; (2) its subsequent disappearance, Morning Last; (3) its first appearance in the evening, Evening First; (4) its disappearance in the evening, Evening Last; and (5) its stationary points. For an outer planet (Mars, Jupiter, Saturn) the synodic phenomena are (1) its first appearance in the morning, Morning First; (2) its disappearance in the evening, Evening Last; (3) opposition; (4) the beginning of retrogression, Beginning Retrogression; and (5) the end of retrogression, End Retrogression.
The variable velocity of the moon and planets was taken into account in 2 ways: (1) either by the abrupt alternation of larger and smaller values, or (2) by means of values zigzagging up and down between 2 constant extremes.
Within the genre of mathematical astronomy texts copies of texts are recognizable when numbers that are obviously errors (usually typical copyist errors) do not affect the subsequent calculations recorded.
Babylonian astronomy, in its most developed and valuable form, comprised the establishment of numerical relationships with the succession of specific celestial phenomena that preoccupied them. During the late period of Babylonian mathematical astronomy various different predictive methods were in use at the same time (there were 5 major systems), and all were considered equally legitimate.
Babylonian Lunar Six. Source: "Babylonian Lunar Six." by Peter Huber and John Steele (SCIAMVS 8, 2007, Pages 3-36), Pages 3.
Babylonian Greek Letter Phenomena for the Planets.
It has been remarked that Babylonian mathematical astronomy appears rather suddenly, without any apparent connection with earlier astronomical texts. This is not quite correct. Several important improvements in observational techniques established the basis for mathematical astronomy. These were the keeping of Astronomical Diaries beginning under king Nabonassar (Nabû-nāşir) in the 8th-century BCE and the later recording of helical rising phenomena beginning circa 500 BCE (but tracing back to the period of the last Sargonids in the 7th-century BCE). The basis for Babylonian mathematical astronomy was the information recorded in the so-called Astronomical Diaries. The Astronomical Diaries recording project was conceived of and designed circa the middle of the 8th-century BCE (and likely the beginning was the 1st year of king Nabû-nāşir, 746 BCE. The project was then dependably implemented for at least 700 years. The type of information collected and recorded remained almost stable. (In the Astronomical Diaries the phenomena dealing with the moon were the most important of the astronomical events recorded. In addition to recording a variety of observed astronomical and atmospheric phenomena, the Astronomical Diaries also record historical, economic, and ecological observations.) The fact that only astronomical phenomena which are periodic and therefore capable of being described mathematically are included - and almost all of the phenomena regarded as ominous in the series Enūma Anu Enlil were constantly ignored, even though still constantly observed, recorded, and interpreted for the royal court at Nineveh - leads to the conclusion that the astronomical observations entered into the Astronomical Diaries (both observations and approximate estimates when observations were unable to be made) were from the beginning of the project intended to be the basis of a mathematical, predictive system. (See: Astral Sciences in Mesopotamia by Hunger/Pingree (1999) Page 144.) The Babylonians used criteria (not yet known) to estimate the "ideal" dates of the planetary phenomena.
A sophisticated system of Babylonian stellar coordinates did not exist until circa the 3rd-century BCE. From the earliest period of Babylonian astral science - the Old Babylonian period dating to the early 2nd-millennium BCE - to the 8th-century BCE a system of 3 "paths" and constellations was used. From the 8th-century BCE to the Seleucid period the position of the moon and planets was given by describing their distance from nearby bright stars or constellations. However, there was no rigidly defined standardised system in place. The earliest known systematic use of spherical coordinates is found in Babylonian astronomical texts dating to the Seleucid period. It comprised a form of ecliptic coordinates. During the last 3 centuries BCE systematic ephemerids for the moon and planets were computed. (According to Otto Neugebauer the completeness of the Babylonian source material makes it unlikely that lunar and planetary ephemerids were computed earlier than the middle of the 3rd-century BCE.) In the ephemerids ecliptic coordinates are used by giving longitudes expressed in degrees in relation to zodiacal signs, and - in the case of lunar ephemerids only - latitudes in degrees north and south of the ecliptic.
A nearly perfect calendar was not developed until the reign of king Nabonassar (first king of the 9th dynasty of Babylon, ruled circa 747–734 BCE) when Babylonian astronomers recognised that 235 lunar months are almost identical to 19 solar years. (The difference is only 2 hours.) They concluded that 7 out of 19 years ought to be leap years with 1 extra (intercalary) month. The intercalary months were at first announced by the king (on the advice of his astronomer) but, after the capture of Babylon by the Persian king Cyrus in 539 BCE, priestly officials took over the function. They investigated the introduction of a standard procedure for the intercalation of months. The standard procedure for regulating the calendar was introduced in 503 BCE (but perhaps earlier) by Darius I the Great.
Circa the 7th-century BCE, at the time of Assurbanipal, the class of sky observers were beginning to understand that the 'mechanics' of the sky is geometric in nature and working with this realisation mathematically eventually led to the more precise mathematical astronomy of the Seleucid period.
The later mathematical basis of Babylonian planetary theory (derived from Astronomical Diaries) is set out in the form of either 'procedure texts' (containing collections of rules for the computation of 'ephemerides') or as (tabular) 'ephemerides' i.e., tables enabling at least approximate prediction of future lunar and planetary phenomena. Babylonian Goal-Year texts contain collections of 'raw' astronomical observations (derived from Astronomical Diaries) to make predictions of future astronomical (lunar and planetary) phenomena (for a given year = the "goal year") using known lunar and planetary periodicities. (John Steele makes the point that Goal-Year texts contain collections of (mainly) observational data that could be used in making predictions for that year (rather than a coming "goal-year").) Babylonian almanacs contain collections of predicted astronomical phenomena for a given year. However, the Almanac data is not excerpted from observational texts (Astronomical Diaries) but is computed. Almost all lunar and planetary ephemerides date from the 3rd to the 1st centuries BCE. The so-called 'Goal-Year' texts are contemporary with the ephemerides.
The observational (empirical) data on which Babylonian theoretical astronomy is based is recorded in the so-called Astronomical Diaries. The Astronomical Diaries were a system for accurately describing astronomical phenomena based on regular daily observations. These were meticulously maintained daily records of certain celestial events, kept for circa 800 years from circa 8th-century BCE to the 1st-century CE. The observations in the Astronomical diaries are written in a very abbreviated form of cuneiform script.
The Astronomical Diaries give the time of heliacal phenomena of the planets to the day of the calendar month and the location by zodiacal sign, sometimes specifying beginning or end of zodiacal sign. Also recorded in the Astronomical Diaries was the planets' passings of the Normal Stars, and each other. The moon and the planets are usually stated to be "above," "below," "in front of" (= to the west), or "behind" (= to the east), a Normal Star, and the distances are given in 'cubits' and/or 'fingers.' The only aspects of solar motion recorded in the extant Astronomical Diaries are the dates on the occurrences of the solstices and equinoxes and of the heliacal rising and setting and the acronychal rising of Sirius. Some of these dates for solstices may be based on actual observations, and not computed (= the statement "I did not watch"). The Astronomical Diaries provide a full listing of both lunar and solar eclipses, observed and predicted. Most Astronomical diaries extant cover the period from 385 BCE to 60 CE.
Most of the astronomical mathematical texts are ephemerides for the moon and the planets. and also procedure texts which contain rules for computing the ephemerides. There are approximately 300 mathematical astronomical texts known. There are approximately 1500 observational texts (mostly Astronomical Diaries) known.
The Babylonian astral sciences were carried out by a group of priestly literati within the institutional framework of the great and enduring temples of Babylon and Uruk. In effect, Babylonian professionals systematically observing the sky for purposes of celestial divination developed possession of a quantitative and predictive astronomy. There is nothing in the texts comprising mathematical astronomy that set out: (1) what the practitioners believed they were doing, and (2) what the practitioners believed the heavens were doing. Babylonian astronomy, though technically sophisticated, was not theoretical. Speculation was confined to the content of myths.
Also, primitive forms of celestial divination or astrology did not stimulate the growth of scientific astronomy. The American assyriologist Erica Reiner (1924-2005) believed that omen astronomy and mathematical astronomy were separate disciplines of scholarship; especially from the 5th-century BCE onwards. Omens had importance in the Neo-Assyrian empire. The pinnacle of Babylonian astrological influence was reached during the Hellenistic period. Astrology, based on an ancient Babylonian and Egyptian astral beliefs, took shape in the 3rd-century BCE. Extispicy (divination using entrails of sacrificed animals) was astrology's closest rival. Also, "The computational systems of Babylonian mathematical astronomy, which emerged at about the same time as did horoscopic astrology, cannot be accounted for by reason of their serving astrological purposes." (Rochberg, Francesca. "Babylonian Horoscopy: the Texts and their Relations." In: Swerdlow, Noel. (Editor). Ancient Astronomy and Celestial Divination. (1999, Pages 39-59; Page 55).
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