&P239209 = CT 18, pl. 27, K 13593 #atf: use lexical #atf: lang akk @tablet fragment #note: = K13593+13620(P239211)+13612(P239210); collated after scanned photo @obverse 1. [ma]-al#-ku# = szar-ru# 2. [ma]-li#-ku# = MIN<(szar-ru#)> 3. [lu]-li-mu = MIN<(szar-ru#)> 4. [pa]-rak-ku = MIN<(szar-ru#)> 5. e#-tel-lu = MIN<(szar-ru#)> 6. re#-'-u2 = be-lu# #note: in 2nd sub col.: remains of lu# resemble initial wedges of LU in D2 col. 1 6' 7. e-nu = MIN<(be-lu#)> 8. hal#-dim-ma-nu = MIN<(be-lu#)> 9. szu#-i-tum = be-el#-[tum] 10. en#-tu# = x#-[x?-x?] #note: in 2nd sub col.: x# may be chip(s) off the tablet at point of break 11. ma#-al?#-ka#-[tu?] = [...] #note: in 1st sub col.: al?# uncertain, possibly upper horizontal wedge + vertical wedge head seem visible 12. x#-[x-x-x] = [...] #note: in 1st sub col.: x# = a sign that could be SZA2, but very uncertain 13. [...] = [...] 14. [ba-qa]-szu# = [...] 15. [szu]-pu#-u2 = MIN<(%n rab^u)> 16. [ru]-um#-tu = ka-bit?#-[tum] 17. x?#-tin-nu = kab-tum# #note: in 1st sub col.: x?# = a final vertical wedge 18. [a]-rat#-tu-u2 = MIN<(kab-tum)> 19. [ba]-'#-u2-lu = MIN<(kab-tum)> 20. [ru]-us,#-s,u-nu = MIN<(kab-tum)> 21. [i-sza2]-nu#-u2 = MIN<(kab-tum)> 22. [sza2-nun]-du = qar-ra#-[du] 23. [ur-sza2]-nu = MIN<(qar-ra-du)> 24. [ka-szu]-szu# = MIN<(qar-ra-du)> 25. [...] = MIN#<(qar-ra-du)> 26. [...] = [...] 27. [...] = [...] 28. [...] = [...] 29. [...] = [...] 30. [...] = [...] 31. [...] = [...] 32. [...] = [...] 33. [...] = [...] 34. [...] = [...] 35. [ur]-na?#-[tum] = [...] 36. [kisz]-szu# = MIN#<(%n dannu)> #note: in 2nd sub col.: 2 faint wedge tails of 2(disz)# are visible 37. pa#-ag-lu = MIN#<(%n dannu)> #note: in 1st sub col.: pa# = end of a 1 horizontal wedge 38. esz?#-qu = MIN#<(%n dannu)> #note: in 1st sub col.: esz?# is a final slightly oblique vertical wedge 39. [pa]-asz2-qu = MIN#<(%n dannu)> 40. kap?#-ka-pu = MIN#<(%n dannu)> #note: in 1st sub col.: kap?# = a final vertical wedge 41. mi#-it-ru = MIN#<(%n dannu)> #note: in 1st sub col.: mi# = 3(+) faint horizontal wedges 42. ra?#-asz2-bu = MIN#<(%n dannu)> #note: in 1st sub col.: ra?# = a faint final vertical wedge 43. da?#-pi-nu = MIN#<(%n dannu)> #note: in 1st sub col.: da?# = a faint final vertical wedge 44. e#-ma#-mu# = [...] #note: in 1st sub col.: e# seems to be a faint final DISZ&DISZ; mu# = remains of a winkelhaken $ (remainder broken) @reverse $ (broken)
Total 1 record(s)