Citatio: Thesaurus Linguarum Hethaeorum digitalis, hethiter.net/: TLHdig KUB 39.96 (2021-12-31)
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ANNOTATION STATUS |
| … | ]x[ | … | ]x | x x | x[ |
|---|---|---|---|---|---|
Vs. I 2′ ⸢A-NA⸣ DINGIR-LIMgod:{D/L.SG, D/L.PL, ALL};
godsman(?):{D/L.SG, D/L.PL, ALL};
divinity:{D/L.SG, D/L.PL, ALL} ⸢ŠU⸣MEŠ-aš [
| ⸢A-NA⸣ DINGIR-LIM | ⸢ŠU⸣MEŠ-aš | … |
|---|---|---|
| god {D/L.SG, D/L.PL, ALL} godsman(?) {D/L.SG, D/L.PL, ALL} divinity {D/L.SG, D/L.PL, ALL} |
Vs. I 3′ a-pé-ez-páthe:DEM2/3.ABL=FOC IŠ-TU Z[A.ḪUM(jug):{ABL, INS}
| a-pé-ez-pát | IŠ-TU Z[A.ḪUM | … |
|---|---|---|
| he DEM2/3.ABL=FOC | (jug) {ABL, INS} |
Vs. I 4′ nuCONNn LÚša-an-k[u-un-ni-išpriest:{NOM.SG.C, VOC.SG, NOM.PL.C, ACC.PL.C}
| nu | LÚša-an-k[u-un-ni-iš |
|---|---|
| CONNn | priest {NOM.SG.C, VOC.SG, NOM.PL.C, ACC.PL.C} |
Vs. I 5′ ki-iš-ša-anthus:;
to comb:{PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL};
to comb:2SG.IMP;
:PNm.NOM.SG.C;
:{PNm(UNM)};
well-being:;
this:{DEM1.NOM.SG.N, DEM1.ACC.SG.N};
cubit:{(ABBR)} [
| ki-iš-ša-an | … |
|---|---|
| thus to comb {PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL} to comb 2SG.IMP PNm.NOM.SG.C {PNm(UNM)} well-being this {DEM1.NOM.SG.N, DEM1.ACC.SG.N} cubit {(ABBR)} |
| ŠU.SIMEŠ-ki | … |
|---|---|
| ma-aḫ-ḫa-an-m[a |
|---|
| as |
| URUpa-pí-li-l[i |
|---|
Vs. I 9′ [LÚša-an-ku-un]-⸢ni⸣-[išpriest:{NOM.SG.C, VOC.SG, NOM.PL.C, ACC.PL.C}
Vs. I bricht ab
| [LÚša-an-ku-un]-⸢ni⸣-[iš |
|---|
| priest {NOM.SG.C, VOC.SG, NOM.PL.C, ACC.PL.C} |
| x | x[ |
|---|---|
| ma-aḫ-[ḫa-an-ma |
|---|
| as |
Rs. 3′ zi-i[n-na-ito stop:3SG.PRS
| zi-i[n-na-i |
|---|
| to stop 3SG.PRS |
| nam-m[a |
|---|
| still then |
Rs. 5′ IŠ-T[Uout of:{ABL, INS}
| IŠ-T[U |
|---|
| out of {ABL, INS} |
Rs. 6′ ta-[ma-iš?other:INDoth.NOM.SG.C;
other:INDoth.NOM.PL.C
| ta-[ma-iš? |
|---|
| other INDoth.NOM.SG.C other INDoth.NOM.PL.C |
Rs. 7′ an-[da?to be warm:3PL.PRS.MP;
to be warm:{PTCP.NOM.PL.N, PTCP.ACC.PL.N, PTCP.STF};
therein:;
:;
inside:;
equal:STF
Rs. bricht ab
| an-[da? |
|---|
| to be warm 3PL.PRS.MP to be warm {PTCP.NOM.PL.N, PTCP.ACC.PL.N, PTCP.STF} therein inside equal STF |