&P349852 = BM 045759 #atf: use lexical #atf: lang akk @tablet#note: NB script; collated by A. Kilmer, D. Foxvog & by photo# NB script; collated by A. Kilmer, D. Foxvog & by photo @obverse @column 1$ (beginning broken)$ beginning broken 1'. [...] = MIN<(%n qasztu)> 2'. [tuk]-szu# = a#-[ri-tu2?] 3'. [tuk]-szu = ka-ba-bu 4'. [za-ha]-t,u#-u2 = qul-mu-u2# 5'. [ma-ag]-sza2#-ru = MIN<(qul-mu-u2#)> 6'. ul#-mu = MIN<(qul-mu-u2#)> 7'. ul?#-mu = kak-ku#note: in 1st sub col.: ul?# = perhaps 1 winkelhaken visible at left break# in 1st sub col.: ul?# = perhaps 1 winkelhaken visible at left break 8'. [szu]-ri#-in-nu = MIN<(kak-ku)> 9'. [ma]-szad?#-du = MIN<(kak-ku)> sza2 ME3#note: in 1st sub col.: szad?# = final oblique? wedge-head visible at break# in 1st sub col.: szad?# = final oblique? wedge-head visible at break 10'. [x-x?]-ad#-du = MIN<(kak-ku)> sza2 MIN<(ME3)>#note: in 1st sub col.: perhaps read: [ma?-sza2?]-ad#-du11'. [x x?] x# ip?#-qa = MIN<(kak-ku)> sza2 za-i?#-ru?##note: in 1st sub col.: rdgs. are difficult; x# = 2+ horizontal tail-ends of wedges at left break12'. [x]-x#-in#-nu = MIN<(kak-ku)> sza2 MIN<(za-i?#-ru?#)>#note: in 1st sub col.: remnants after break tempt the reading: [szu]-ri?#-in#-nu# in 1st sub col.: perhaps read: [ma?-sza2?]-ad#-du 11'. [x x?] x ip?#-qa = MIN<(kak-ku)> sza2 za-i?#-ru?# # in 1st sub col.: rdgs. are difficult; x = 2+ horizontal tail-ends of wedges at left break 12'. [x]-x-in#-nu = MIN<(kak-ku)> sza2 MIN<(za-i?#-ru?#)> # in 1st sub col.: remnants after break tempt the reading: [szu]-ri?#-in#-nu 13'. [kal-ba]-na#-tum = na-bala-kat2-tum 14'. [...] du-ri = MIN<(na-bala-kat2-tum)> 15'. [ap]-luh#-tum = szir-ia-am16'. [x]-x#-hu = na-sza2-qu#note: in 1st sub col.: x# = final 1 vertical wedge faintly visible at left break16'. [x]-x-hu = na-sza2-qu # in 1st sub col.: x = final 1 vertical wedge faintly visible at left break 17'. [ha]-ba#-bu = MIN#<(na-sza2-qu)>#note: in 1st sub col.: ba?# = final vertical wedge at left break; in 2nd sub col.: 2(disz)# probably written over erasure# in 1st sub col.: ba?# = final vertical wedge at left break; in 2nd sub col.: 2(disz)# probably written over erasure 18'. [musz-te]-'-u2 = ha-za-nu 19'. [mu?-hap]-pu-u2 = MIN#<(ha-za-nu)> 20'. mur#-ta#-mu = szu#-ta#-mu 21'. sza2-ha#-t,u = na#-qa2#-bu##note: in 1st sub col.: ha# probably written over erasure# in 1st sub col.: ha# probably written over erasure 22'. la-ma-du = na-a#-ku# 23'. ga#-ra#-szu = MIN<(na-a#-ku#)> 24'. e#-gu#-u2# = MIN<(na-a#-ku#)> 25'. ba#-a#-tum# = ge#-e#-szu# 26'. szur#-bu#-bu# = MIN#<(ge#-e#-szu#)> 27'. s,il#-pa#-tum# = mu#-szi#-tum# 28'. hup2#-hup2#-pu# = mu#-szi# 29'. ta#-ab?#-ba#-tum# = kal# mu#-szi#note: in 1st sub col.: ab?# = indistinguishable wedge remnants# in 1st sub col.: ab?# = indistinguishable wedge remnants 30'. ta#-ab?#-ba#-tum# = s,a#-la#-lum##note: in 1st sub col.: ab?# = indistinguishable wedge remnants# in 1st sub col.: ab?# = indistinguishable wedge remnants 31'. tab#-rit# mu#-szi# = szu#-ut#-tum#32'. [x]-x#-ru#-u2# = MIN?#<(szu#-ut#-tum#)>#note: in 1st sub col.: x# = initial (upper?) horizontal? wedge head + final vertical wedge head;; in 2nd sub col.: 2(disz)?# may be surface scratches32'. [x]-x-ru#-u2# = MIN?#<(szu#-ut#-tum#)> # in 1st sub col.: x = initial (upper?) horizontal? wedge head + final vertical wedge head;; in 2nd sub col.: 2(disz)?# may be surface scratches 33'. [mu-na]-ma#-tum# = mu#-na#-at#-tum 34'. [ku-dub]-pa#-nu = mat#-qu# 35'. [ku]-dub#-pa#-nu = da#-asz2#-pu# 36'. [kas3?]-ra?#-tum# = ha#-rim#-tum##note: in 1st sub col.: ra?# = final vertical wedge may be visible at left break# in 1st sub col.: ra?# = final vertical wedge may be visible at left break 37'. [ke-ez-ra]-tum# = MIN#<(ha#-rim#-tum#)> 38'. [...] = [x] 39'. [...] = [...]-tum?##note: in 2nd sub col.: tum?# may be surface scratches# in 2nd sub col.: tum?# may be surface scratches @column 2$ (beginning broken)$ beginning broken 1'. dar#-[ka-a-tum] = [...] 2'. ul#-lu#-[x] = [...] 3'. at-risz# [...] = [...] 4'. ah-rat u4#-[mu] = [...] 5'. ma-ti-ma# = [x] 6'. ul-lu-tisz = [...] 7'. la ma-tar = MIN#<(%n innanu)> 8'. lu-{{ma-an}}man = MIN<(%n innanu)> 9'. a-ha-am-mu = s,ur#-[ri] 10'. na-mu-un-du = isz-tu# [...] 11'. an-nu = an-na-nu?#-[um]#note: in 2nd sub col.: nu?# = remnants of initial horizontal wedge head + oblique may be visible at right break# in 2nd sub col.: nu?# = remnants of initial horizontal wedge head + oblique may be visible at right break 12'. in-nu = an-nu-um?#-[ma]#note: in 2nd sub col.: um?# = 2 initial horizontal wedge heads + final vertical wedge before right break13'. in qa2-bala = isz-tu# u4?#-[mu?]#note: in 2nd sub col.: u4?# = vertical wedge14'. isz-tu ru-qa = isz-tu# x#-[x-x?]#note: in 2nd sub col.: x# = perhaps a horizontal wedge head# in 2nd sub col.: um?# = 2 initial horizontal wedge heads + final vertical wedge before right break 13'. in qa2-bala = isz-tu# u4?#-[mu?] # in 2nd sub col.: u4?# = vertical wedge 14'. isz-tu ru-qa = isz-tu# x-[x-x?] # in 2nd sub col.: x = perhaps a horizontal wedge head 15'. isz-tu# ul-la-nu# = isz-tu# ul#-[li?-isz?]#note: in 2nd sub col.: ul# = initial winkelhaken visible at right break; spacing may not allow more than 1 sign following UL# in 2nd sub col.: ul# = initial winkelhaken visible at right break; spacing may not allow more than 1 sign following UL 16'. ia-'-u2 = a-na#-ku# 17'. ia-u2-tu# = at-tu#-u2#-[a] 18'. mu?#-um#-mu = ia-u2#-[tu?]#note: in 1st sub col.: mu?# = initial vertical wedge + 2+ oblique wedges or winkelhakens# in 1st sub col.: mu?# = initial vertical wedge + 2+ oblique wedges or winkelhakens 19'. ku#-at#-tu# = at-tu#-ka# 20'. ku#-at#-tu# = ana ka-szu# 21'. ana ku#-nu#-szi#-in = ana ka-a-szu2-nu?#note: scribe omitted entry, but using an insertion marker between ll. 20' & 22' later wrote the line lengthwise in the blank space between columns 1 & 2; entry szu=atu = ana sz^aszu omitted22'. ana# szu#-nu-szi-in = ana# x#-x##note: in 2nd sub col.: rdg. of last 2 signs very uncertain# scribe omitted entry, but using an insertion marker between ll. 20' & 22' later wrote the line lengthwise in the blank space between columns 1 & 2; entry szu=atu = ana sz^aszu omitted 22'. ana# szu#-nu-szi-in = ana# x-x # in 2nd sub col.: reading. of last 2 signs very uncertain 23'. ma-na-ma# = mam?#-mu#note: in 2nd sub col.: mam?# = 1 winkelhaken + uncertain 2nd# in 2nd sub col.: mam?# = 1 winkelhaken + uncertain 2nd 24'. mu#-na-ma = mim#-ma# 25'. tu#-mu = ki#-ma-'# 26'. tu#-ma#-'# = ki-ma#-'##note: in 1st sub col.: ma?# is very faint, may be scratches on surface# in 1st sub col.: ma?# is very faint, may be scratches on surface 27'. tu#-sza?#-a#-ma# = ki-sza2-a-ma##note: in 1st sub col.: sza?# = 1 initial oblique wedge + vague outline of a sign that may be SZA# in 1st sub col.: sza?# = 1 initial oblique wedge + vague outline of a sign that may be SZA 28'. mi#-in#-su# = MIN<(ki-sza2-a-ma#)> 29'. pi#-qa#-ma# = MIN<(ki-sza2-a-ma#)> 30'. ap-pu#-un#-na# = MIN<(ki-sza2-a-ma#)> 31'. mi#-in-su# = am#-mi#-i-ni 32'. ul#-la!# = mi#-in-su#note: in 1st sub col.: la!# seems to be written with 2 final vertical wedges; sign may be LU, although the 1st vertical wedge may be an elongated tail of SU in l. 31'# in 1st sub col.: la!# seems to be written with 2 final vertical wedges; sign may be LU, although the 1st vertical wedge may be an elongated tail of SU in l. 31' 33'. ul#-la!# = UD mah-ru#-u2##note: in 1st sub col.: la!# seems to be written with 2 final vertical wedges; sign may be LU, although the 1st vertical wedge may be an elongated tail of SU in l. 31'# in 1st sub col.: la!# seems to be written with 2 final vertical wedges; sign may be LU, although the 1st vertical wedge may be an elongated tail of SU in l. 31' 34'. ki#-sza2#-a-ma = MIN<(UD mah-ru#-u2#)> 35'. e#-zu#-ub = la# te-me-ek-ki 36'. ma#-szisz#-tum = MIN#<(la# te-me-ek-ki)> 37'. ma#-szisz#-tum = a#-na# su?#-[ur?-ri?]#note: in 2nd sub col.: su?# = 2+ horizontal wedges + possible vertical wedge at break# in 2nd sub col.: su?# = 2+ horizontal wedges + possible vertical wedge at break 38'. ma#-szisz#-tum# = sza2#-2(u)# 39'. ma#-szisz#-tum# = ki#-sza2-a-ma##note: in 2nd sub col.: 1st sign is KI not TU# in 2nd sub col.: 1st sign is KI not TU 40'. ma#-szisz#-tum# = pi?#-qa?#-[ma?]#note: in 2nd sub col.: signs are at bottom right of col. & very abraded# in 2nd sub col.: signs are at bottom right of col. & very abraded @reverse @column 1 1. in#-na#-[nu?] = [...] 2. as,#-s,e?#-er?# = [...]#note: in 1st sub col.: s,e?# = a number of horizontal & vertical wedges that may be ZE2; er?# = 2 visible vertical wedges crossing a faint lower? horizontal wedge at break# in 1st sub col.: s,e?# = a number of horizontal & vertical wedges that may be ZE2; er?# = 2 visible vertical wedges crossing a faint lower? horizontal wedge at break 3. lu# ul#-la#-an#-[nu] = lu# ul#-la2?#-tu##note: in 2nd sub col.: bottom part of signs are all faintly visible; la2?# = tail end of single vertical wedge# in 2nd sub col.: bottom part of signs are all faintly visible; la2?# = tail end of single vertical wedge 4. al#-ma?# = asz2#-szu##note: in 1st sub col.: ma?# = 1+ horizontal wedge(s) + final vertical wedge, uncertain# in 1st sub col.: ma?# = 1+ horizontal wedge(s) + final vertical wedge, uncertain 5. tu#-ur#-ru# = za#-mu#-u# 6. tu#-ur#-ru# = tu#-ur# LU2# 7. tu#-ur#-ru# = qar#-nu# LU2# 8. tu#-ur#-ru# = sip#-pu?##note: in 2nd sub col.: pu?# = winkelhaken cluster + horizontal wedge faintly visible at right edge, could be PI# in 2nd sub col.: pu?# = winkelhaken cluster + horizontal wedge faintly visible at right edge, could be PI 9. HA#-LAM#-[MA] = ma#-szu#-u2?##note: in 2nd sub col.: u2?# = horizontal + vertical wedges which may be scratches on tablet# in 2nd sub col.: u2?# = horizontal + vertical wedges which may be scratches on tablet 10. HA#-LAM#-MA?# = ma#-szi#-tum##note: in 1st sub col.: MA?# = final vertical visible?11. ri#-ip#-qu?# = na#-du#-u# sza2# si?#-ir##note: in 1st sub col.: qu?# = 1 winkelhaken after crack that may be upper end winkelhaken of QU; in 2nd sub col. all sign are visible in faint outline except for SI, which is difficult to locate# in 1st sub col.: MA?# = final vertical visible? 11. ri#-ip#-qu?# = na#-du#-u# sza2# si?#-ir# # in 1st sub col.: qu?# = 1 winkelhaken after crack that may be upper end winkelhaken of QU; in 2nd sub col. all sign are visible in faint outline except for SI, which is difficult to locate 12. ia#-di#-[ma-tum] = ru?#-ub#-s,u##note: in 2nd sub col.: ru?# = final vertical wedge may be visible after crack# in 2nd sub col.: ru?# = final vertical wedge may be visible after crack 13. a#-[ma-tin?-nu] = [x] 14. ta#-[ba-asz2-ta?-nu] = [zu-u2] u3# szi#-na#-tu2# 15. ka#-[kal-tum] = [KUR]-tum# 16a. im#-[mu?] = [u4-mu] 16b. [ur]-ru# *(P2) MIN#<(%n =umu)>#note: ll. 16a-b written on 1 line; synonyms in l. 16b separated by a glossenkeil# ll. 16a-b written on 1 line; synonyms in l. 16b separated by a glossenkeil 17a. sze#-e?#-[ru] = [x]#note: in 1st sub col.: e?# = 2 horizontal wedge heads + 1 small vertical wedge at break# in 1st sub col.: e?# = 2 horizontal wedge heads + 1 small vertical wedge at break 17b. [pa-lu]-u2# *(P2) MIN#<(%n =umu)>#note: ll. 17a-b written on 1 line; synonyms in l. 17b separated by a glossenkeil# ll. 17a-b written on 1 line; synonyms in l. 17b separated by a glossenkeil 18. im#-[ma ...] = [u4-mu u?] MI# 19. IGI# pa?#-[le-e] = [x pa]-ni##note: in 1st sub col.: pa?# = 2 horizontal wedge heads at crack, which may be chips off tablet; in 2nd sub col.: ni# is visible in faint outline between crack & right edge, partially obscured by firing hole?# in 1st sub col.: pa?# = 2 horizontal wedge heads at crack, which may be chips off tablet; in 2nd sub col.: ni# is visible in faint outline between crack & right edge, partially obscured by firing hole? 20. IGI# [...] = [x mah]-ru# 21. UD#-[DA-KAM] = [x] 22. UD?#-[DA-KAM] = [x mah]-ri?#-[tum?]#note: in 1st sub col.: UD?# = vertical wedge at point of break, may be chip off tablet; in 2nd sub col.: ri?# = 2 vertical wedges + lower oblique wedge? at right break$ (remainder broken)# in 1st sub col.: UD?# = vertical wedge at point of break, may be chip off tablet; in 2nd sub col.: ri?# = 2 vertical wedges + lower oblique wedge? at right break $ rest broken @column 2 1. [...] = [szu-ru-up?]-pu#-u 2. [...] = [x] 3. [hi-mit]-tum# = zi#-qi2#-qi2 4. zi?#-qi2#-qu# = sza2-a-ri#note: in 1st sub col.: zi?# = 2+ oblique wedges at left break which may be surface scratches# in 1st sub col.: zi?# = 2+ oblique wedges at left break which may be surface scratches 5. ma#-ni-tum = MIN<(sza2-a-ri)> 6. me#-hu-u2 = MIN<(sza2-a-ri)> 7. sze-hu-u2 = MIN<(sza2-a-ri)> 8. sza2-par-ziq-qu = MIN<(sza2-a-ri)> 9. an-qul2-lum = MIN<(sza2-a-ri)> 10. an#-qul2#-lum = MIN#<(sza2-a-ri)> lem-nu11. an#-qul2#-lum = MIN#<(sza2-a-ri)> x#-x#-x?#-bu?##note: in 2nd sub col.: B. Landsberger read: MIN li-mu-ut-tim; perhaps read: ka?#-ab?#-bu#??11. an#-qul2#-lum = MIN#<(sza2-a-ri)> x-x-x?#-bu?# # in 2nd sub col.: B. Landsberger read: MIN li-mu-ut-tim; perhaps read: ka?#-ab?#-bu#?? 12. ziq#-ziq#-qu = MIN#<(sza2-a-ri)> bala?#-lum?##note: in 2nd sub col. B. Landsberger read: MIN ru-ug-gu-bu; RU & UG cannot be seen on photo, remains seem closer to BAL & LUM signs elsewhere on this tablet# in 2nd sub col. B. Landsberger read: MIN ru-ug-gu-bu; RU & UG cannot be seen on photo, remains seem closer to BAL & LUM signs elsewhere on this tablet 13. im#-suh3#-hum# = MIN#<(sza2-a-ri)> e#-szi#-ti# 14. im#-suh3#-hum# = MIN#<(sza2-a-ri)> si#-hi-tum# 15. im#-suh3#-hum# = MIN#<(sza2-a-ri)> mit#-hur#-tum# 16. IN#-DA#-SZUB# IM = sza2#-bat, sza2-a#-ri##note: in 1st col.: IN# = 2 upper winkelhakens + upper oblique wedge at left break; DA# & SZUB# are visible in faint outline# in 1st col.: IN# = 2 upper winkelhakens + upper oblique wedge at left break; DA# & SZUB# are visible in faint outline 17. PIRIG?#{{pi#-ri#-ig#}}-GAL = szu-u2-tum##note: in 1st col.: PIRIG?# = upper horizontal or slightly oblique wedge visible at left break; pi# & ri# are faintly visible in outline# in 1st col.: PIRIG?# = upper horizontal or slightly oblique wedge visible at left break; pi# & ri# are faintly visible in outline 18. [PIRIG]-BAN3#-DA = il-ta#-nu# 19. [PIRIG]-SZU#-DU7 = szad-du-u2# 20. [PIRIG-NU]-SZU#-DU7 = a-mu!-ur2-ru##note: in 2nd sub col.: mu! = basic overall shape of MU but without a well-defined horizontal wedge# in 2nd sub col.: mu! = basic overall shape of MU but without a well-defined horizontal wedge 21. [IM-TI]-LA# = sza2-a#-ri# s,e#-li##note: in 1st col.: sign at left break is LA not BA# in 1st col.: sign at left break is LA not BA 22. [IM-TI]-LA# = MIN<(sza2-a#-ri#)> i-da#-a#-tum# 23. [...] = [a-szam-szu]-tum#$ (remainder broken)$ rest broken
&P349852 = BM 045759 #atf: use lexical #atf: lang akk @tablet #note: NB script; collated by A. Kilmer, D. Foxvog & by photo @obverse @column 1 $ (beginning broken) 1'. [...] = MIN<(%n qasztu)> 2'. [tuk]-szu# = a#-[ri-tu2?] 3'. [tuk]-szu = ka-ba-bu 4'. [za-ha]-t,u#-u2 = qul-mu-u2# 5'. [ma-ag]-sza2#-ru = MIN<(qul-mu-u2#)> 6'. ul#-mu = MIN<(qul-mu-u2#)> 7'. ul?#-mu = kak-ku #note: in 1st sub col.: ul?# = perhaps 1 winkelhaken visible at left break 8'. [szu]-ri#-in-nu = MIN<(kak-ku)> 9'. [ma]-szad?#-du = MIN<(kak-ku)> sza2 ME3 #note: in 1st sub col.: szad?# = final oblique? wedge-head visible at break 10'. [x-x?]-ad#-du = MIN<(kak-ku)> sza2 MIN<(ME3)> #note: in 1st sub col.: perhaps read: [ma?-sza2?]-ad#-du 11'. [x x?] x# ip?#-qa = MIN<(kak-ku)> sza2 za-i?#-ru?# #note: in 1st sub col.: rdgs. are difficult; x# = 2+ horizontal tail-ends of wedges at left break 12'. [x]-x#-in#-nu = MIN<(kak-ku)> sza2 MIN<(za-i?#-ru?#)> #note: in 1st sub col.: remnants after break tempt the reading: [szu]-ri?#-in#-nu 13'. [kal-ba]-na#-tum = na-bala-kat2-tum 14'. [...] du-ri = MIN<(na-bala-kat2-tum)> 15'. [ap]-luh#-tum = szir-ia-am 16'. [x]-x#-hu = na-sza2-qu #note: in 1st sub col.: x# = final 1 vertical wedge faintly visible at left break 17'. [ha]-ba#-bu = MIN#<(na-sza2-qu)> #note: in 1st sub col.: ba?# = final vertical wedge at left break; in 2nd sub col.: 2(disz)# probably written over erasure 18'. [musz-te]-'-u2 = ha-za-nu 19'. [mu?-hap]-pu-u2 = MIN#<(ha-za-nu)> 20'. mur#-ta#-mu = szu#-ta#-mu 21'. sza2-ha#-t,u = na#-qa2#-bu# #note: in 1st sub col.: ha# probably written over erasure 22'. la-ma-du = na-a#-ku# 23'. ga#-ra#-szu = MIN<(na-a#-ku#)> 24'. e#-gu#-u2# = MIN<(na-a#-ku#)> 25'. ba#-a#-tum# = ge#-e#-szu# 26'. szur#-bu#-bu# = MIN#<(ge#-e#-szu#)> 27'. s,il#-pa#-tum# = mu#-szi#-tum# 28'. hup2#-hup2#-pu# = mu#-szi# 29'. ta#-ab?#-ba#-tum# = kal# mu#-szi #note: in 1st sub col.: ab?# = indistinguishable wedge remnants 30'. ta#-ab?#-ba#-tum# = s,a#-la#-lum# #note: in 1st sub col.: ab?# = indistinguishable wedge remnants 31'. tab#-rit# mu#-szi# = szu#-ut#-tum# 32'. [x]-x#-ru#-u2# = MIN?#<(szu#-ut#-tum#)> #note: in 1st sub col.: x# = initial (upper?) horizontal? wedge head + final vertical wedge head;; in 2nd sub col.: 2(disz)?# may be surface scratches 33'. [mu-na]-ma#-tum# = mu#-na#-at#-tum 34'. [ku-dub]-pa#-nu = mat#-qu# 35'. [ku]-dub#-pa#-nu = da#-asz2#-pu# 36'. [kas3?]-ra?#-tum# = ha#-rim#-tum# #note: in 1st sub col.: ra?# = final vertical wedge may be visible at left break 37'. [ke-ez-ra]-tum# = MIN#<(ha#-rim#-tum#)> 38'. [...] = [x] 39'. [...] = [...]-tum?# #note: in 2nd sub col.: tum?# may be surface scratches @column 2 $ (beginning broken) 1'. dar#-[ka-a-tum] = [...] 2'. ul#-lu#-[x] = [...] 3'. at-risz# [...] = [...] 4'. ah-rat u4#-[mu] = [...] 5'. ma-ti-ma# = [x] 6'. ul-lu-tisz = [...] 7'. la ma-tar = MIN#<(%n innanu)> 8'. lu-{{ma-an}}man = MIN<(%n innanu)> 9'. a-ha-am-mu = s,ur#-[ri] 10'. na-mu-un-du = isz-tu# [...] 11'. an-nu = an-na-nu?#-[um] #note: in 2nd sub col.: nu?# = remnants of initial horizontal wedge head + oblique may be visible at right break 12'. in-nu = an-nu-um?#-[ma] #note: in 2nd sub col.: um?# = 2 initial horizontal wedge heads + final vertical wedge before right break 13'. in qa2-bala = isz-tu# u4?#-[mu?] #note: in 2nd sub col.: u4?# = vertical wedge 14'. isz-tu ru-qa = isz-tu# x#-[x-x?] #note: in 2nd sub col.: x# = perhaps a horizontal wedge head 15'. isz-tu# ul-la-nu# = isz-tu# ul#-[li?-isz?] #note: in 2nd sub col.: ul# = initial winkelhaken visible at right break; spacing may not allow more than 1 sign following UL 16'. ia-'-u2 = a-na#-ku# 17'. ia-u2-tu# = at-tu#-u2#-[a] 18'. mu?#-um#-mu = ia-u2#-[tu?] #note: in 1st sub col.: mu?# = initial vertical wedge + 2+ oblique wedges or winkelhakens 19'. ku#-at#-tu# = at-tu#-ka# 20'. ku#-at#-tu# = ana ka-szu# 21'. ana ku#-nu#-szi#-in = ana ka-a-szu2-nu? #note: scribe omitted entry, but using an insertion marker between ll. 20' & 22' later wrote the line lengthwise in the blank space between columns 1 & 2; entry szu=atu = ana sz^aszu omitted 22'. ana# szu#-nu-szi-in = ana# x#-x# #note: in 2nd sub col.: rdg. of last 2 signs very uncertain 23'. ma-na-ma# = mam?#-mu #note: in 2nd sub col.: mam?# = 1 winkelhaken + uncertain 2nd 24'. mu#-na-ma = mim#-ma# 25'. tu#-mu = ki#-ma-'# 26'. tu#-ma#-'# = ki-ma#-'# #note: in 1st sub col.: ma?# is very faint, may be scratches on surface 27'. tu#-sza?#-a#-ma# = ki-sza2-a-ma# #note: in 1st sub col.: sza?# = 1 initial oblique wedge + vague outline of a sign that may be SZA 28'. mi#-in#-su# = MIN<(ki-sza2-a-ma#)> 29'. pi#-qa#-ma# = MIN<(ki-sza2-a-ma#)> 30'. ap-pu#-un#-na# = MIN<(ki-sza2-a-ma#)> 31'. mi#-in-su# = am#-mi#-i-ni 32'. ul#-la!# = mi#-in-su #note: in 1st sub col.: la!# seems to be written with 2 final vertical wedges; sign may be LU, although the 1st vertical wedge may be an elongated tail of SU in l. 31' 33'. ul#-la!# = UD mah-ru#-u2# #note: in 1st sub col.: la!# seems to be written with 2 final vertical wedges; sign may be LU, although the 1st vertical wedge may be an elongated tail of SU in l. 31' 34'. ki#-sza2#-a-ma = MIN<(UD mah-ru#-u2#)> 35'. e#-zu#-ub = la# te-me-ek-ki 36'. ma#-szisz#-tum = MIN#<(la# te-me-ek-ki)> 37'. ma#-szisz#-tum = a#-na# su?#-[ur?-ri?] #note: in 2nd sub col.: su?# = 2+ horizontal wedges + possible vertical wedge at break 38'. ma#-szisz#-tum# = sza2#-2(u)# 39'. ma#-szisz#-tum# = ki#-sza2-a-ma# #note: in 2nd sub col.: 1st sign is KI not TU 40'. ma#-szisz#-tum# = pi?#-qa?#-[ma?] #note: in 2nd sub col.: signs are at bottom right of col. & very abraded @reverse @column 1 1. in#-na#-[nu?] = [...] 2. as,#-s,e?#-er?# = [...] #note: in 1st sub col.: s,e?# = a number of horizontal & vertical wedges that may be ZE2; er?# = 2 visible vertical wedges crossing a faint lower? horizontal wedge at break 3. lu# ul#-la#-an#-[nu] = lu# ul#-la2?#-tu# #note: in 2nd sub col.: bottom part of signs are all faintly visible; la2?# = tail end of single vertical wedge 4. al#-ma?# = asz2#-szu# #note: in 1st sub col.: ma?# = 1+ horizontal wedge(s) + final vertical wedge, uncertain 5. tu#-ur#-ru# = za#-mu#-u# 6. tu#-ur#-ru# = tu#-ur# LU2# 7. tu#-ur#-ru# = qar#-nu# LU2# 8. tu#-ur#-ru# = sip#-pu?# #note: in 2nd sub col.: pu?# = winkelhaken cluster + horizontal wedge faintly visible at right edge, could be PI 9. HA#-LAM#-[MA] = ma#-szu#-u2?# #note: in 2nd sub col.: u2?# = horizontal + vertical wedges which may be scratches on tablet 10. HA#-LAM#-MA?# = ma#-szi#-tum# #note: in 1st sub col.: MA?# = final vertical visible? 11. ri#-ip#-qu?# = na#-du#-u# sza2# si?#-ir# #note: in 1st sub col.: qu?# = 1 winkelhaken after crack that may be upper end winkelhaken of QU; in 2nd sub col. all sign are visible in faint outline except for SI, which is difficult to locate 12. ia#-di#-[ma-tum] = ru?#-ub#-s,u# #note: in 2nd sub col.: ru?# = final vertical wedge may be visible after crack 13. a#-[ma-tin?-nu] = [x] 14. ta#-[ba-asz2-ta?-nu] = [zu-u2] u3# szi#-na#-tu2# 15. ka#-[kal-tum] = [KUR]-tum# 16a. im#-[mu?] = [u4-mu] 16b. [ur]-ru# *(P2) MIN#<(%n =umu)> #note: ll. 16a-b written on 1 line; synonyms in l. 16b separated by a glossenkeil 17a. sze#-e?#-[ru] = [x] #note: in 1st sub col.: e?# = 2 horizontal wedge heads + 1 small vertical wedge at break 17b. [pa-lu]-u2# *(P2) MIN#<(%n =umu)> #note: ll. 17a-b written on 1 line; synonyms in l. 17b separated by a glossenkeil 18. im#-[ma ...] = [u4-mu u?] MI# 19. IGI# pa?#-[le-e] = [x pa]-ni# #note: in 1st sub col.: pa?# = 2 horizontal wedge heads at crack, which may be chips off tablet; in 2nd sub col.: ni# is visible in faint outline between crack & right edge, partially obscured by firing hole? 20. IGI# [...] = [x mah]-ru# 21. UD#-[DA-KAM] = [x] 22. UD?#-[DA-KAM] = [x mah]-ri?#-[tum?] #note: in 1st sub col.: UD?# = vertical wedge at point of break, may be chip off tablet; in 2nd sub col.: ri?# = 2 vertical wedges + lower oblique wedge? at right break $ (remainder broken) @column 2 1. [...] = [szu-ru-up?]-pu#-u 2. [...] = [x] 3. [hi-mit]-tum# = zi#-qi2#-qi2 4. zi?#-qi2#-qu# = sza2-a-ri #note: in 1st sub col.: zi?# = 2+ oblique wedges at left break which may be surface scratches 5. ma#-ni-tum = MIN<(sza2-a-ri)> 6. me#-hu-u2 = MIN<(sza2-a-ri)> 7. sze-hu-u2 = MIN<(sza2-a-ri)> 8. sza2-par-ziq-qu = MIN<(sza2-a-ri)> 9. an-qul2-lum = MIN<(sza2-a-ri)> 10. an#-qul2#-lum = MIN#<(sza2-a-ri)> lem-nu 11. an#-qul2#-lum = MIN#<(sza2-a-ri)> x#-x#-x?#-bu?# #note: in 2nd sub col.: B. Landsberger read: MIN li-mu-ut-tim; perhaps read: ka?#-ab?#-bu#?? 12. ziq#-ziq#-qu = MIN#<(sza2-a-ri)> bala?#-lum?# #note: in 2nd sub col. B. Landsberger read: MIN ru-ug-gu-bu; RU & UG cannot be seen on photo, remains seem closer to BAL & LUM signs elsewhere on this tablet 13. im#-suh3#-hum# = MIN#<(sza2-a-ri)> e#-szi#-ti# 14. im#-suh3#-hum# = MIN#<(sza2-a-ri)> si#-hi-tum# 15. im#-suh3#-hum# = MIN#<(sza2-a-ri)> mit#-hur#-tum# 16. IN#-DA#-SZUB# IM = sza2#-bat, sza2-a#-ri# #note: in 1st col.: IN# = 2 upper winkelhakens + upper oblique wedge at left break; DA# & SZUB# are visible in faint outline 17. PIRIG?#{{pi#-ri#-ig#}}-GAL = szu-u2-tum# #note: in 1st col.: PIRIG?# = upper horizontal or slightly oblique wedge visible at left break; pi# & ri# are faintly visible in outline 18. [PIRIG]-BAN3#-DA = il-ta#-nu# 19. [PIRIG]-SZU#-DU7 = szad-du-u2# 20. [PIRIG-NU]-SZU#-DU7 = a-mu!-ur2-ru# #note: in 2nd sub col.: mu! = basic overall shape of MU but without a well-defined horizontal wedge 21. [IM-TI]-LA# = sza2-a#-ri# s,e#-li# #note: in 1st col.: sign at left break is LA not BA 22. [IM-TI]-LA# = MIN<(sza2-a#-ri#)> i-da#-a#-tum# 23. [...] = [a-szam-szu]-tum# $ (remainder broken)
Total 2 record(s)