2017-03-03 09:53:58, entered by englund for cdlistaff
&P215209 = MAD 4, 047
#atf: lang sux
@tablet
@obverse
1. 4(ban2@c) zi3
2. ta2-asz2-lul
3. 1(ban2@c) esz3-lil2
4. 3(ban2@c) ur-du6
5. 2(ban2@c) nig2-du8-du8
6. 1(ban2@c) na-na
@reverse
1. 1(ban2@c) um-mi-mi
2. 1(ban2@c) AN-ma-lu2
3. 1(ban2@c) szesz-a
$ blank space
4. szunigin 2(barig) 2(ban2) zi3 gur
5. zi3 zi-ga
6. szesz-a

2012-11-16 12:05:31, entered by brumfield for brumfield
&P215209 = MAD 4, 047
#atf: lang sux
@tablet
@obverse
1. 4(ban2@c) zi3
2. ta2-asz2-lul
3. 1(ban2@c) esz3-lil2
4. 3(ban2@c) ur-du6
5. 2(ban2@c) nig2-du8-du8
6. 1(ban2@c) na-na
@reverse
1. 1(ban2@c) um-mi-mi
2. 1(ban2@c) AN-ma-lu2
3. 1(ban2@c) szesz-a
$ blank space
4. |SZU+LAGAB| 2(barig) 2(ban2) zi3 gur
5. zi3 zi-ga
6. szesz-a

2011-08-28 19:15:23, entered by cdlistaff for cdlistaff
&P215209 = MAD 4, 047
#version: 0.1
#atf: lang sux
#MAD 4:047 (UMy?)~
@tablet
@obverse
1. 4(ban2@c) zi3
#lem: n; zid[flour]
2. da-asz2-lul
#lem: PN
3. 1(ban2@c) esz3-lil2
#lem: n; X
4. 3(ban2@c) ur-du6
#lem: n; PN
5. 2(ban2@c) nig2-du8-du8
#lem: n; X
6. 1(ban2@c) na-na
#lem: n; na[man]|na[stone]|nijna[incense]
@reverse
1. 1(ban2@c) um-mi-mi
#lem: n; PN
2. 1(ban2@c) dingir-ma-lu2
#lem: n; PN
3. 1(ban2@c) szesz-a
#lem: n; szesz[brother]
$ (double rule)
4. |SZU+LAGAB| 2(barig) 2(ban2) zi3 gur
#lem: szunijin[total]; n; n; zid[flour]; gur[unit]
5. zi3 zi-ga
#lem: zid[flour]; zig[rise]
6. szesz-a
#lem: szesz[brother]

2006-10-12 12:33:43, entered by cdlistaff for cdlistaff
&P215209 = MAD 4, 047
#version: 0.1
#atf: lang sux
#MAD 4:047 (UMy?)~
@tablet
@obverse
1. 4(ban2@c) zi3
#lem: n; zid[flour]
2. da-asz2-lul
#lem: PN
3. 1(ban2@c) ab-kid
#lem: n; X
4. 3(ban2@c) ur-du6
#lem: n; PN
5. 2(ban2@c) nig2-du8-du8
#lem: n; X
6. 1(ban2@c) na-na
#lem: n; na[man]|na[stone]|nijna[incense]
@reverse
1. 1(ban2@c) um-mi-mi
#lem: n; PN
2. 1(ban2@c) dingir-ma-lu2
#lem: n; PN
3. 1(ban2@c) szesz-a
#lem: n; szesz[brother]
$ (double rule)
4. |SZU+LAGAB| 2(barig) 2(ban2) zi3 gur
#lem: szunijin[total]; n; n; zid[flour]; gur[unit]
5. zi3 zi-ga
#lem: zid[flour]; zig[rise]
6. szesz-a
#lem: szesz[brother]