&P111941 = JCS 16, 081 HSM 1659 #atf: lang sux @tablet @obverse 1a1a. 1(gesz2) 1(u) 1a1b1. 1(gesz2) 5(disz) 1a1b2. 1(gesz2) 5(disz) 1a1c. 2(bur3) 1(esze3) 3(iku) 1/2(iku) # calculation: 65 × 70 (ninda) = 4550 sar = 45.5 iku 1a2a1. 3(u) 1a2a2. 2(disz) 1a2b. 1(gesz2) 5(disz) 1a2c. 1(esze3) 4(iku) 1/2(iku)# calculation : 65 × (30 + 2) ÷ 2) = 1040 sar ≈ 10 1/2 iku# calculation : 65 × (30 + 2) ÷ 2) = 1040 sar ≈ 10 1/2iku 1b1a. 2(u) 1b1b1. 1(u) 3(disz) 1/2(disz) 1b1b2. 8(disz) 1/2(disz) 1b1c. 3(gesz2) 4(u) sar # calculation: 20 × (13 1/2 + 8 1/2) ÷ 2) = 220 1c1a. 2(u) 1c1b1. 8(disz) 1/2(disz) 1c1b2. 3(disz) 1/2(disz) 1c1c. 2(gesz2) sar # calculation: 20 × (8 1/2 + 3 1/2) ÷ 2) = 120 1d1a. 3(disz) 1/2(disz) 1d1b. 1(u) 2(disz) 1/2(disz) 1d1c. 2(u) 1(disz) sar # calculation: 12 1/2 × 3 1/2 ÷ 2 = 21 7/8 (?) 1e1a. 7(disz) 1e1b. 1(u) 7(disz) 1/2(disz) $ (where does the inner triangle show up in the totals?) 1f. szunigin 6(gesz2) sar # calculation: partial total b-d 220 + 120 + 21 7/8 ≈ 360 sar (?; expect 361 7/8; appear to be partial notations above sum, 20 n 30) 1g1a. 1(u) 3(disz) 1g1b. 1(u) 3(disz) 1g1c. 1(gesz2) 2(u) 4(disz) 1/2(disz) sar # calculation: 13 × 13 ÷ 2 = 84 1/2 1h1a1. 1(u) 3(disz) 1h1a2. 1(u) 3(disz) 1/2(disz) 1h1b. 1(u) 5(disz) 1h1c. 3(gesz2) 2(u) la2 2(u) sar # calculation: (13 + 13 1/2) ÷ 2)) × 15 = 198 3/4; text has 200 - 20/60 ? 1i1a. 1(u) 3(disz) 1/2(disz) 1i1b. 3(u) 1i1c. 6(gesz2) 3(u) # calculation: 30 × 13 = 390 1j. szunigin 1(gesz'u) 1(gesz2) 1(u) 2(disz) 1/2(disz) sar # calculation: partial total g-i 84.5 + 198.75 + 390 = 674 1/2 - x sar; text has 672 1/22. 1(iku) 1/2 (iku) 1/4(iku) tul2 KA-al2. 1(iku) 1/2(iku) 1/4(iku) tul2 KA-al 3. kur2 4. a2 a-sza3 szu-na @reverse $ blank space # with draft calculation notations 1. 3(bur3) 2(iku) GAN2 sza3 temen # calculation: total a1-2 4550 + 1040 = 5590 ≈ 56 iku 2. 1(esze3) 4(iku) 1/4(iku) GAN2 bar # calculation: total b-d + g-i 360 + 672 1/2 = 1032.5 ≈ 10 1/4 iku 3. 1(iku) 1/2 (iku) 1/4(iku) GAN2 tul2 KA-al 4. a-sza3 3(bur3) 2(esze3) 2(iku) GAN2 # calculation: 3(bur3) 2(iku) + 1(esze3) 4(iku) 1/4(iku) + 1(iku) 1/2 (iku) 1/4(iku) = 3(bur3) 2(esze3) 2(iku) 5. ur-{d}ig-alim dumu lu2-{d}utu szitim 6. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki} 7. mu {d}szu-{d}suen lugal-e ma2-gur8-mah {d}en-lil2-ra mu-na-dim2 8. a2 lugal-e-gar-ra
&P111941 = JCS 16, 081 HSM 1659 #atf: lang sux @tablet @obverse 1a1a. 1(gesz2) 1(u) 1a1b1. 1(gesz2) 5(disz) 1a1b2. 1(gesz2) 5(disz) 1a1c. 2(bur3) 1(esze3) 3(iku) 1/2(iku) # calculation: 65 × 70 (ninda) = 4550 sar = 45.5 iku 1a2a1. 3(u) 1a2a2. 2(disz) 1a2b. 1(gesz2) 5(disz) 1a2c. 1(esze3) 4(iku) 1/2(iku) # calculation : 65 × (30 + 2) ÷ 2) = 1040 sar ≈ 10 1/2 iku 1b1a. 2(u) 1b1b1. 1(u) 3(disz) 1/2(disz) 1b1b2. 8(disz) 1/2(disz) 1b1c. 3(gesz2) 4(u) sar # calculation: 20 × (13 1/2 + 8 1/2) ÷ 2) = 220 1c1a. 2(u) 1c1b1. 8(disz) 1/2(disz) 1c1b2. 3(disz) 1/2(disz) 1c1c. 2(gesz2) sar # calculation: 20 × (8 1/2 + 3 1/2) ÷ 2) = 120 1d1a. 3(disz) 1/2(disz) 1d1b. 1(u) 2(disz) 1/2(disz) 1d1c. 2(u) 1(disz) sar # calculation: 12 1/2 × 3 1/2 ÷ 2 = 21 7/8 (?) 1e1a. 7(disz) 1e1b. 1(u) 7(disz) 1/2(disz) $ (where does the inner triangle show up in the totals?)1f. |SZU+LAGAB| 6(gesz2) sar1f. szunigin 6(gesz2) sar # calculation: partial total b-d 220 + 120 + 21 7/8 ≈ 360 sar (?; expect 361 7/8; appear to be partial notations above sum, 20 n 30) 1g1a. 1(u) 3(disz) 1g1b. 1(u) 3(disz) 1g1c. 1(gesz2) 2(u) 4(disz) 1/2(disz) sar # calculation: 13 × 13 ÷ 2 = 84 1/2 1h1a1. 1(u) 3(disz) 1h1a2. 1(u) 3(disz) 1/2(disz) 1h1b. 1(u) 5(disz) 1h1c. 3(gesz2) 2(u) la2 2(u) sar # calculation: (13 + 13 1/2) ÷ 2)) × 15 = 198 3/4; text has 200 - 20/60 ? 1i1a. 1(u) 3(disz) 1/2(disz) 1i1b. 3(u) 1i1c. 6(gesz2) 3(u) # calculation: 30 × 13 = 3901j. |SZU+LAGAB| 1(gesz'u) 1(gesz2) 1(u) 2(disz) 1/2(disz) sar1j. szunigin 1(gesz'u) 1(gesz2) 1(u) 2(disz) 1/2(disz) sar # calculation: partial total g-i 84.5 + 198.75 + 390 = 674 1/2 - x sar; text has 672 1/2 2. 1(iku) 1/2 (iku) 1/4(iku) tul2 KA-al 3. kur2 4. a2 a-sza3 szu-na @reverse $ blank space # with draft calculation notations 1. 3(bur3) 2(iku) GAN2 sza3 temen # calculation: total a1-2 4550 + 1040 = 5590 ≈ 56 iku 2. 1(esze3) 4(iku) 1/4(iku) GAN2 bar # calculation: total b-d + g-i 360 + 672 1/2 = 1032.5 ≈ 10 1/4 iku 3. 1(iku) 1/2 (iku) 1/4(iku) GAN2 tul2 KA-al 4. a-sza3 3(bur3) 2(esze3) 2(iku) GAN2 # calculation: 3(bur3) 2(iku) + 1(esze3) 4(iku) 1/4(iku) + 1(iku) 1/2 (iku) 1/4(iku) = 3(bur3) 2(esze3) 2(iku) 5. ur-{d}ig-alim dumu lu2-{d}utu szitim 6. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki} 7. mu {d}szu-{d}suen lugal-e ma2-gur8-mah {d}en-lil2-ra mu-na-dim2 8. a2 lugal-e-gar-ra
&P111941 = JCS 16, 081 HSM 1659 #atf: lang sux @tablet @obverse$ (field plan notations)1. a2 a-sza3 szu-na1a1a. 1(gesz2) 1(u) 1a1b1. 1(gesz2) 5(disz) 1a1b2. 1(gesz2) 5(disz) 1a1c. 2(bur3) 1(esze3) 3(iku) 1/2(iku) # calculation: 65 × 70 (ninda) = 4550 sar = 45.5 iku 1a2a1. 3(u) 1a2a2. 2(disz) 1a2b. 1(gesz2) 5(disz) 1a2c. 1(esze3) 4(iku) 1/2(iku) # calculation : 65 × (30 + 2) ÷ 2) = 1040 sar ≈ 10 1/2 iku 1b1a. 2(u) 1b1b1. 1(u) 3(disz) 1/2(disz) 1b1b2. 8(disz) 1/2(disz) 1b1c. 3(gesz2) 4(u) sar # calculation: 20 × (13 1/2 + 8 1/2) ÷ 2) = 220 1c1a. 2(u) 1c1b1. 8(disz) 1/2(disz) 1c1b2. 3(disz) 1/2(disz) 1c1c. 2(gesz2) sar # calculation: 20 × (8 1/2 + 3 1/2) ÷ 2) = 120 1d1a. 3(disz) 1/2(disz) 1d1b. 1(u) 2(disz) 1/2(disz) 1d1c. 2(u) 1(disz) sar # calculation: 12 1/2 × 3 1/2 ÷ 2 = 21 7/8 (?) 1e1a. 7(disz) 1e1b. 1(u) 7(disz) 1/2(disz) $ (where does the inner triangle show up in the totals?) 1f. |SZU+LAGAB| 6(gesz2) sar # calculation: partial total b-d 220 + 120 + 21 7/8 ≈ 360 sar (?; expect 361 7/8; appear to be partial notations above sum, 20 n 30) 1g1a. 1(u) 3(disz) 1g1b. 1(u) 3(disz) 1g1c. 1(gesz2) 2(u) 4(disz) 1/2(disz) sar # calculation: 13 × 13 ÷ 2 = 84 1/2 1h1a1. 1(u) 3(disz) 1h1a2. 1(u) 3(disz) 1/2(disz) 1h1b. 1(u) 5(disz) 1h1c. 3(gesz2) 2(u) la2 2(u) sar # calculation: (13 + 13 1/2) ÷ 2)) × 15 = 198 3/4; text has 200 - 20/60 ? 1i1a. 1(u) 3(disz) 1/2(disz) 1i1b. 3(u) 1i1c. 6(gesz2) 3(u) # calculation: 30 × 13 = 390 1j. |SZU+LAGAB| 1(gesz'u) 1(gesz2) 1(u) 2(disz) 1/2(disz) sar # calculation: partial total g-i 84.5 + 198.75 + 390 = 674 1/2 - x sar; text has 672 1/2 2. 1(iku) 1/2 (iku) 1/4(iku) tul2 KA-al 3. kur2 4. a2 a-sza3 szu-na @reverse$ 1 line blank# draft$ blank space # with draft calculation notations 1. 3(bur3) 2(iku) GAN2 sza3 temen # calculation: total a1-2 4550 + 1040 = 5590 ≈ 56 iku 2. 1(esze3) 4(iku) 1/4(iku) GAN2 bar3. 1(esze3) 1/4(iku) GAN2 tul2 KA-al4. a-sza3 3(bur3) 2(esze3) 2(iku) 1/4(iku) GAN2# calculation: total b-d + g-i 360 + 672 1/2 = 1032.5 ≈ 10 1/4 iku 3. 1(iku) 1/2 (iku) 1/4(iku) GAN2 tul2 KA-al 4. a-sza3 3(bur3) 2(esze3) 2(iku) GAN2 # calculation: 3(bur3) 2(iku) + 1(esze3) 4(iku) 1/4(iku) + 1(iku) 1/2 (iku) 1/4(iku) = 3(bur3) 2(esze3) 2(iku) 5. ur-{d}ig-alim dumu lu2-{d}utu szitim 6. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki} 7. mu {d}szu-{d}suen lugal-e ma2-gur8-mah {d}en-lil2-ra mu-na-dim2 8. a2 lugal-e-gar-ra
&P111941 = JCS 16, 081 HSM 1659 #atf: lang sux @tablet @obverse $ (field plan notations) 1. a2 a-sza3 szu-na @reverse $ 1 line blank # draft 1. 3(bur3) 2(iku) GAN2 sza3 temen 2. 1(esze3) 4(iku) 1/4(iku) GAN2 bar 3. 1(esze3) 1/4(iku) GAN2 tul2 KA-al 4. a-sza3 3(bur3) 2(esze3) 2(iku) 1/4(iku) GAN2 5. ur-{d}ig-alim dumu lu2-{d}utu szitim 6. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki} 7. mu {d}szu-{d}suen lugal-e ma2-gur8-mah {d}en-lil2-ra mu-na-dim2 8. a2 lugal-e-gar-ra
&P111941 = JCS 16, 081 HSM 1659 #atf: lang sux @tablet @obverse 1. a2 a-sza3 szu-na @reverse $ 1 line blank # draft 1. 3(bur3) 2(iku) GAN2 sza3 temen 2. 1(esze3) 4(iku) 1/4(iku) GAN2 bar 3. 1(esze3) 1/4(iku) GAN2 tul2 KA-al 4. a-sza3 3(bur3) 2(esze3) 2(iku) 1/4(iku) GAN2 5. ur-{d}ig-alim dumu lu2-{d}utu szitim 6. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki} 7. mu {d}szu-{d}suen lugal-e ma2-gur8-mah {d}en-lil2-ra mu-na-dim2 8. a2 lugal-e-gar-ra
&P111941 = JCS 16, 081 HSM 1659#version: 0.1#atf: lang sux @tablet @obverse 1. a2 a-sza3 szu-na#lem: a[arm]; aszag[field]; FN@reverse$ blank#leiden (draft)3. 3(bur3) 2(iku) GAN2 sza3 temen#lem: n; n; iku[unit]; szag[heart]; temen[foundation]4. 1(esze3) 4(iku) 1/4(iku) GAN2 bar#lem: n; n; n; iku[unit]; bar[outside]5. 1(esze3) 1/4(iku) GAN2 tul2 KA-al#lem: n; n; iku[unit]; tul[fountain]; PN6. a-sza3 3(bur3) 2(esze3) 2(iku) 1/4(iku) GAN2#lem: aszag[field]; n; n; n; n; iku[unit]7. ur-{d}ig-alim dumu lu2-{d}utu szitim#lem: PN; dumu[child]; PN; szidim[builder]8. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki}#lem: aszag[field]; FN; gaba[chest]; FN@date9. mu {d}szu-{d}suen lugal-e ma2-gur8 mah {d}en-lil2-ra mu-na-dim2#lem: mu[year]; RN; lugal[king]; magur[barge]; mah[great]; DN; dim[create]10. a2 lugal-e-gar-ra#lem: a[arm]; PN$ 1 line blank # draft 1. 3(bur3) 2(iku) GAN2 sza3 temen 2. 1(esze3) 4(iku) 1/4(iku) GAN2 bar 3. 1(esze3) 1/4(iku) GAN2 tul2 KA-al 4. a-sza3 3(bur3) 2(esze3) 2(iku) 1/4(iku) GAN2 5. ur-{d}ig-alim dumu lu2-{d}utu szitim 6. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki} 7. mu {d}szu-{d}suen lugal-e ma2-gur8-mah {d}en-lil2-ra mu-na-dim2 8. a2 lugal-e-gar-ra
&P111941 = JCS 16, 081 HSM 1659 #version: 0.1 #atf: lang sux @tablet @obverse 1. a2 a-sza3 szu-na #lem: a[arm]; aszag[field]; FN @reverse $ blank #leiden (draft) 3. 3(bur3) 2(iku) GAN2 sza3 temen #lem: n; n; iku[unit]; szag[heart]; temen[foundation] 4. 1(esze3) 4(iku) 1/4(iku) GAN2 bar #lem: n; n; n; iku[unit]; bar[outside] 5. 1(esze3) 1/4(iku) GAN2 tul2 KA-al #lem: n; n; iku[unit]; tul[fountain]; PN 6. a-sza3 3(bur3) 2(esze3) 2(iku) 1/4(iku) GAN2 #lem: aszag[field]; n; n; n; n; iku[unit] 7. ur-{d}ig-alim dumu lu2-{d}utu szitim #lem: PN; dumu[child]; PN; szidim[builder] 8. a-sza3 lugal-e-gar-ra gaba ambar-lagasz{ki} #lem: aszag[field]; FN; gaba[chest]; FN @date 9. mu {d}szu-{d}suen lugal-e ma2-gur8 mah {d}en-lil2-ra mu-na-dim2 #lem: mu[year]; RN; lugal[king]; magur[barge]; mah[great]; DN; dim[create] 10. a2 lugal-e-gar-ra #lem: a[arm]; PN
Total 7 record(s)