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CT 44, 39 (P356054)

Mathematical, Old Babylonian, Sippar-Yahrurum · c. 1900 BCE–1600 BCE

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DesignationCT 44, 39
IDP356054
Museum no.BM 080209
CollectionBritish Museum, London, UK
LanguageAkkadian
PeriodOld Babylonian · c. 1900 BCE–1600 BCE
GenreMathematical
Find spotSippar-Yahrurum (mod. Tell Abu Habbah)
Coordinates33.0605, 44.2552

Transliteration (ATF)

From Open Richly Annotated Cuneiform Corpus (ORACC) · CC BY-SA 3.0 (ORACC default); per-file JSON license fields say: This data is released under the CC0 license (133618)

Machine draft. The right-hand column is machine English from ixmon/atf-to-english (atf-en-t5base-F, 2026-10-17), generated line by line from the transliteration. It is unreviewed and is not a scholarly translation.

LineATFMachine English (draft)
o
1[šum-ma n im]-ta-har A.ŠA₃ mi-nu-umIf ... has received, what is the field?
2[šum-ma n] ⸢im⸣-ta-har A.ŠA₃ mi-nu-umIf n (shekels of) emtahar-plant, what is the field?
3[šum-ma] 20 im-ta-har DAL mi-nu-umIf the sun faces the sky, what is the dividing line?
4[šum]-ma 10 im-ta-har di-ik-šum mi-nu-umIf the square-side is 0;10, what is the thickness?
5šum-ma 8.20 A.ŠA₃ GUR₂ mi-nu-umIf the area is 8;20, what is the dividing line?
6šum-ma 2.13.20 A.ŠA₃ GUR₂ mi-nu-umIf the field is 2 13 20, what is the dividing line?
7šum-ma 3.28.20 A.ŠA₃ GUR₂ mi-nu-umIf the field is 3 28 20, what is the dividing line?
8šum-ma 5 A.ŠA₃ GUR₂ mi-nu-umIf the field is 5 00, what is the dividing line?
9a-na A.ŠA₃ GUR₂ 1/2 US₂ DAH 8.25Add 1/2 length to the area of a field: 8 25.
10i-na A.ŠA₃ GUR₂ 1/2 US₂ <BA.ZI> 8.15From the field, ... 1/2 length is 0;08 15
11a-na A.ŠA₃ GUR₂ 1 US₂ DAH 8.30Add 1 length to the area of a field: 8 30.
12i-na A.ŠA₃ GUR₂ 1 US₂ BA.ZI 8.10Multiply 1 length by 0;00 08 10
13a-na A.ŠA₃ GUR₂ 1.1/3 US₂ DAH 8.33.20Add 1 1/3 lengths to the area of a field: 8 33 20.
14i-na A.ŠA₃ GUR₂ 1.1/3 US₂ BA.ZI 8.06.40Multiply 1 1/3 lengths by 0;00 08 06 40.
15a-na A.ŠA₃ GUR₂ 1.1/2 US₂ DAH 8.35Add 1 1/2 lengths to the area of a field: 8 35.
16[i]-⸢na A⸣.ŠA₃ GUR₂ 1.1/2 US₂ BA.ZI 8.05When you multiply by the volume of a reed, you multiply 1 1/2 lengths by 8 05.
17[a-na A].ŠA₃ GUR₂ 1.2/3 US₂ DAH 8.36.40Add 1 2/3 lengths to the area of a field: 8 36 40.
r
1[i-na A.ŠA₃] ⸢GUR₂⸣ 1.2/3 US₂ BA.ZI 8.03.20From a field of eškur-tree 1 2/3 lengths is the constant of 8 03 20.
2[a-na A.ŠA₃] GUR₂ 1 IGI-4-GAL₂ US₂ DAH 8.32.30Add 1 1/4 lengths to the area of a field: 8 32 30.
3i-na A.[ŠA₃ GUR₂ 1 IGI-4-⸢GAL₂⸣ US₂ BA.ZI 8.07.30Take away 1 1/4 lengths from the area of a square: 8 07 30.
4a-na A.⸢ŠA₃⸣ [GUR₂ 1 IGI]-5-GAL₂ US₂ [DAH 8.32[To add] 1 00, the length, to the depth. 8 32
5i-na A.⸢ŠA₃⸣ [GUR₂ 1 IGI-5-GAL₂ US₂ ⸢BA.ZI⸣ 8.08From the depth of the reed bed 1 5/8 lengths is 8 08
6A.ŠA₃ 2 GUR₂ UL.GAR 41.40 GUR₂ UGU GUR₂ 10 DIRIField: 2 00 00, completed. 41 40 00 is the dividing line of 10 00.
7A.ŠA₃ 2 GUR₂ UL.GAR 3.28.20 GUR₂ UGU GUR₂ 10 DIRISolve the reciprocal of 2 00, the square-side. 3 28 20 00 squares 10 00 00.
8A.ŠA₃ 2 GUR₂ UL.GAR 5.39.40 GUR₂ UGU GUR₂ 10 DIRIA field is 2 00 00. Solve the reciprocal of 0;05 39 40. Add 10 to the 00 10 00, the length.
9A.ŠA₃ 2 GUR₂ UL.GAR 8.28.20 GUR₂ UGU GUR₂ 10 DIRISolve the reciprocal of 2 00, the square-side. 8 28 20 00 squares 10 00 00.
10A.ŠA₃ GUR₂ DAL GUR₂ u₃ si₂-hi-ir-ti GUR₂ UL.GAR-ma; 8.32.20Solve the reciprocal of 0;00 08 32 20 so that it gives 8 32 20.
11A.ŠA₃ GUR₂ DAL GUR₂ u₃ si₂-hi-ir-ti GUR₂ UL.GAR-ma 1Add the dividing line of the šūzû-mark and the square-side (of the circle) so that (it is) 1.
12[A].⸢ŠA₃⸣ [GUR₂] ⸢DAL⸣ GUR₂ ⸢u₃⸣ si₂-hi-ir-ti GUR₂ UL.GAR-ma 1.55Add the šû-song, the kurru of the ēmurru-house (and) the reed bundles, so that 1;55.
13[A.ŠA₃ GUR₂ DAL] GUR₂ u₃ si₂-hi-ir-ti GUR₂ UL.GAR-ma 3.06.40Solve the reciprocal of 0;03 06 40 so that it gives 3 06 40.
143.06.40 15.33.20 40[3 06 40] 15 33 20 40
15[...] 26.40... 26;40
16[... 16 4 3.20 40... 16 4 3 20 40
171.55 9.35 33.40 4.401 55: 9 35 33 40: 4 40

Sources & licences

Cite the original edition and translator. Page generated by Unread Atlas from the public corpus export of 2026-10-18.