Baker's Square

Context Title: Baker's Square     
Context Name (Publication): Baker's Square     
Context Description: This square is located to the South West of AH.      

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Objects: Baker's Square Export: JSON - XML - CSV

Object U Number Museum Number (UPM Date Reg Number) Museum Number (BM Registration Number) Museum Number (UPM B-number) Description (Catalog Card)
7802Q (none) (none) (none) [A-V] 22 tablets, complete and incomplete. Mostly accounts. HC.48. (A) List of fields. (B) accounts (with new? date) (C) Accounts (gardener's) (D) Accounts (of wood?) (E) Accounts (Payments of silver) (F) List of 9 semantic Proper Names (G) Account of silas of - payed on successorship (H) Account of Silas pays by various patrons[?] (I) Account of ammts received from 2 person on kelens [?] [J is skipped] (K) Payments of -, and proper names (semetic) (L) Delivery [?] of 68 Mas-Gir Goats.
16599 31-43-21 (none) (none) Cylinder seal. Steatite. (Not pierced) Gimil- ^dNin-gis-si(d) , dumu ^dLugal-gu-ni-da.
16768A (none) 1931,1010.153 (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768B (none) 1933,1013.122 (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768C (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768D (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768E (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768F (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768G (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768H (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768I (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768J (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768K (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768L (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768M 31-17-160B (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768N (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768O (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16768P (none) (none) (none) 17 Haematite Weights (A) lentoid, to be weighed, Type II (B) lentoid, to be weighed. (C) lentoid (broken), weight 25.6 grs =3 sheqels (nominally 25.248) (D) lentoid, weight 17.92 grs.= 2 sheqels (nominally 16.832) (E) alpha / lentoid, weight 16.64 grs. = 2 sheqels; beta [U.16768I] (F) ovoid, weight 8.62 grs. = 1 sheqel (nominally 8.416). Type I. (G) lentoid, weight 8.512 grs =1 sheqel (H) alpha / lentoid weight 8.192 grs. = 1 sheqel; beta [U.16768O] [I] lentoid, weight e.alpha / (exactly) (J) alpha / weight 5.76 grs.= 1 double minette (nominally 5.611), shape thus: [drawing] Type XVIII; beta [U.16768Q] (K) lentoid, weight 5.31 grs. = 1 double minette (L) lentoid, weight 4.03 grs.= 1 half sheqel (nominally 4.208) (M) lentoid, weight 2.94 grs.= 1 minette (nominally 2.805) (N) lentoid, weight 1.152 grs.= 1/2 minette (nominally 1.4025) [O] facetted lentoid, weight = h.alpha / (exactly) (P) fragment of lentoid. [Q] lentoid, weight j.alpha / (exactly). Type II
16769 (none) 1931,1010.300 (none) Scale pan. Copper. Circular. Traces of fine copper wire on the under side of the pan. Small portion missing.
16770 (none) 1931,1010.294 (none) Copper pan. Type _. [drawing]
16771 31-43-509 (none) (none) Copper tumbler. [drawing]
16772 (none) 1931,1010.311 (none) Copper chisel. [drawing]
16773A (none) (none) (none) [A-E] Miniature copper tools. Collection. Thin strip copper. [drawing 1:1]
16774 (none) (none) (none) Beads: carnelian balls; 1 large carnelian lentoid; 1 agate barrel; 2 flattened calcite lentoids.
16775 31-43-166 (none) (none) Beads: minute shell rings.
  • Page 1 of 2
  • 25 of 47 Objects

Media: Baker's Square Export: JSON - XML - CSV

Media Media Title Title Label Author Omeka Label
Ur Excavations VII; The Old Babylonian Period Ur Excavations VII; The Old Babylonian Period 1976 Woolley, L. and M. Mallowan (none)
Social Variation in Ancient Mesopotamia: An Architectural and Mortuary Analysis of Ur in the Early S Social Variation in Ancient Mesopotamia: An Architectural and Mortuary Analysis of Ur in the Early Second Millenium B.C. 1990 Luby, Edward Michael (none)
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Context

Ur > AH Site | AH > Baker's Square

References

Luby, Edward Michael. (1990) Social Variation in Ancient Mesopotamia: An Architectural and Mortuary Analysis of Ur in the Early Second Millenium B.C., UMI Dissertation Services.

Woolley, L. and M. Mallowan . (1976) Ur Excavations VII; The Old Babylonian Period, Oxford: Oxford University Press.