SumerianGrammar
SumerianGrammar
SumerianGrammar
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66 CHAPTER TEN<br />
Unlike 600, 36,000 has not become a new basic number. 72,000<br />
is “ár-ni“ “twenty 3600” and not *“two 36,000”. 180,000 is “ár-ninnû<br />
“fifty 3600”. See Powell 1971, 73–77.<br />
216,000: [“ar∞ ge“(d)] = “sixty 3600, also “ár-gal “big 3600”. [“ar∞ ge“(d)]<br />
is written ”ÁR × ªGÉ” or ”ÁR × U-gunû until Ur III and later on<br />
”ÁR.ªGÉ”. See Powell 1971, 73–78.<br />
The highest number attested is 216,000 × 60 = 12,960,000, “ár-gal-<br />
“u-nu-tag-ga “big 3600 that has not been touched”. See Powell 1971,<br />
76–78.<br />
In practice, “ár-gal occurs in Ur III administrative documents with<br />
the count of reed-bundles; cf., e.g., “ár-gal, 4 ”ÁR × U, 2 “ár 4 600,<br />
7 60, 27 = 216,000 + 144,000 + 7200 + 2400 + 420 + 27 =<br />
367,647 gi-sa “reed-bundles” P. Artzi/S. Lewy, Atiqot 4 (1965) no.<br />
8 iv 3 = 10–11.<br />
Note: It is interesting to note the increase of the number 3600 −> 36,000 −><br />
216,000 in royal inscriptions from ªGirsu in the phrase “when god’s hands seized<br />
(the ruler) from among n people”: [“à-l]ú-“ár-ta (Enmetena, CIRPL Ent. 32 i 2''),<br />
“à-lú-”ÁR × U-ta (Erikagina, CIRPL Ukg. 4/5 vii 18), “á-lú-”ÁR × U-gunû-ta<br />
(Gudea, Stat. B iii 10). It would, of course, be absurd to refer this diachronic<br />
increase of symbolic figures to a corresponding growth of the population.<br />
Sumerian numerals, as to be expected, had special forms in Emesal.<br />
Emesal voc. III 131–133 (MSL 4, 39) notes [did], [imma] and<br />
[ammu“] for “1, 2, 3”; for [mu“] “60” see ibid. 134–138. More<br />
details in Powell 1971, 51–53; Schretter 1990, 154 ff. nos. 53, 70,<br />
71, 190, 331, 395, 397.<br />
A peculiar system, rising in groups of three, for 1 to 7 is found<br />
in the (reconstructed) series me-er-ga “1”, TAKA “2”, pe“ “3”; pe“-<br />
bala “beyond three” “4”, pe“-bala-ge 4 “beyond three + one” “5”,<br />
pe“-bala-ge 4 -ge 4 “beyond three + one + one” “6”, pe“-pe“-ge 4 “three<br />
three one” “7”: NBGT IV 33, 41–45 (MSL 4, 164 f.), and see<br />
Powell 1971, 28–32 with lit. Origin (and application) of this system<br />
are still unknown.<br />
10.3. ORDINAL NUMBERS<br />
In principle, cardinal numbers may also function as ordinal numbers,<br />
cf. Gudea Cyl. A xxi 1 é-a(k) sá-min-nam nam-mi(-n)-sì “(Gudea)<br />
verily laid the second square (of the ziggurat)”, followed by sá-e“ 5 <br />
àm (xxi 5) up to sá-umun 7 (xxi 11).