Citatio: Thesaurus Linguarum Hethaeorum digitalis, hethiter.net/: TLHdig KUB 36.53 (2021-12-31)
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ANNOTATION STATUS |
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2′ 2 [ ]x-⸢at?⸣ 3 ⸢nu⸣-uš-ši: CONNn=PPRO.3PL.C.ACC=PPRO.3SG.D/L;
: CONNn=PPRO.3SG.D/L a-da-a[n-nato eat:INF;
footrest(?):{HURR.ABS.PL, HURR.RLT.PL.ABS};
footrest(?):HURR.ESS||HITT.D/L.SG;
to eat:{PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL} ]
… | ⸢nu⸣-uš-ši | a-da-a[n-na | … | |
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CONNn=PPRO.3PL.C.ACC=PPRO.3SG.D/L CONNn=PPRO.3SG.D/L | to eat INF footrest(?) {HURR.ABS.PL, HURR.RLT.PL.ABS} footrest(?) HURR.ESS||HITT.D/L.SG to eat {PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL} |
3′ 4 [ ]x a-ap-pato be finished:2SG.IMP;
again:;
back:;
to seize:3SG.PRS.MP;
Apu:{DN.STF, DN.HURR.ABS, DN(UNM)};
Apa:{PNm(UNM)} A-NA URUne-ri-[ikNerik:{D/L.SG, D/L.PL, ALL} ]
… | a-ap-pa | A-NA URUne-ri-[ik | … | |
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to be finished 2SG.IMP again back to seize 3SG.PRS.MP Apu {DN.STF, DN.HURR.ABS, DN(UNM)} Apa {PNm(UNM)} | Nerik {D/L.SG, D/L.PL, ALL} |
4′ 5 [ ]-⸢a?⸣-na tar-na-i:D/L.SG;
to let:2SG.IMP;
to let:3SG.PRS []
… | tar-na-i | … | |
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D/L.SG to let 2SG.IMP to let 3SG.PRS |
5′ 6 [ ]⸢D⸣za-aš-ḫa-pu-na-a-anZaḫ(ḫ)(a)puna:DN.ACC.SG.C;
Zaḫ(ḫ)(a)puna:{DN(UNM)} [ ]
… | ]⸢D⸣za-aš-ḫa-pu-na-a-an | … |
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Zaḫ(ḫ)(a)puna DN.ACC.SG.C Zaḫ(ḫ)(a)puna {DN(UNM)} |
6′ 7 [ ]x-nu-ut 8 nuCONNn D10Storm-god:{DN.HURR.ABS, DN(UNM)};
heroism(?):{(UNM)};
Tarḫuntašša:{GN(UNM), GN.HURR.ABS.SG} URUne-ri-i[kNerik:{GN(UNM), GN.HURR.ABS.SG} ]
… | nu | D10 | URUne-ri-i[k | … | |
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CONNn | Storm-god {DN.HURR.ABS, DN(UNM)} heroism(?) {(UNM)} Tarḫuntašša {GN(UNM), GN.HURR.ABS.SG} | Nerik {GN(UNM), GN.HURR.ABS.SG} |
7′ 9 [ p]a-a-erto go:3PL.PST 10 nu-zaCONNn=REFL Dza-⸢li⸣-i[a-nu- ]
… | p]a-a-er | nu-za | … | |
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to go 3PL.PST | CONNn=REFL |
8′ 11 [ ]⸢a⸣-ap-pato be finished:2SG.IMP;
again:;
back:;
to seize:3SG.PRS.MP;
Apu:{DN.STF, DN.HURR.ABS, DN(UNM)};
Apa:{PNm(UNM)} pa-a-iš[]to give:3SG.PST
… | ]⸢a⸣-ap-pa | pa-a-iš[] |
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to be finished 2SG.IMP again back to seize 3SG.PRS.MP Apu {DN.STF, DN.HURR.ABS, DN(UNM)} Apa {PNm(UNM)} | to give 3SG.PST |
9′ 12 [ ] 13 [n]a-aš-zaCONNn=PPRO.3SG.C.NOM=REFL pé-⸢e⸣-x[ ]
… | [n]a-aš-za | … | |
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CONNn=PPRO.3SG.C.NOM=REFL |
10′ 14 [ ]x URUn[e-ri-ikNerik:{GN(UNM), GN.HURR.ABS.SG} ]
… | URUn[e-ri-ik | … | |
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Nerik {GN(UNM), GN.HURR.ABS.SG} |
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