Citatio: Thesaurus Linguarum Hethaeorum digitalis, hethiter.net/: TLHdig KBo 32.36 (2021-12-31)
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ANNOTATION STATUS |
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lk. Kol. bricht ab
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r. Kol. 2′ nuCONNn A-N[A:{D/L.SG, D/L.PL, ALL}
| nu | A-N[A |
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| CONNn | {D/L.SG, D/L.PL, ALL} |
| nu | |
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| CONNn |
| ḫu-i-ip-x[ |
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r. Kol. 5′ ar-ḫa:1SG.PRS.MP;
:;
:{NOM.COLL.C, ACC.COLL.C};
:{VOC.SG, ALL, STF} da-a-[li-eš-tén:{2PL.IMP, 2PL.PST};
:2PL.IMP
| ar-ḫa | da-a-[li-eš-tén |
|---|---|
1SG.PRS.MP {NOM.COLL.C, ACC.COLL.C} {VOC.SG, ALL, STF} | {2PL.IMP, 2PL.PST} 2PL.IMP |
r. Kol. 6′ ut-tar:{NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, STF} me-ma-aḫ-[ḫi:1SG.PRS
| ut-tar | me-ma-aḫ-[ḫi |
|---|---|
{NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, STF} | 1SG.PRS |
r. Kol. 7′ ḫa-at-ta-⸢a⸣-[tar-ma-aš-ma-aš:{NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, STF}={CNJctr=PPRO.2PL.DAT, CNJctr=PPRO.2PL.ACC, CNJctr=PPRO.3PL.D/L};
:{NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, STF}={CNJctr=PPRO.3PL.D/L, CNJctr=PPRO.2PL.ACC, CNJctr=PPRO.2PL.DAT}
| ḫa-at-ta-⸢a⸣-[tar-ma-aš-ma-aš |
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{NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, STF}={CNJctr=PPRO.2PL.DAT, CNJctr=PPRO.2PL.ACC, CNJctr=PPRO.3PL.D/L} {NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, STF}={CNJctr=PPRO.3PL.D/L, CNJctr=PPRO.2PL.ACC, CNJctr=PPRO.2PL.DAT} |
r. Kol. 8′ ḫu-wa-ap-pa-aš:3SG.PST;
:{3SG.PST, 2SG.PST};
:{NOM.SG.C, GEN.SG, VOC.SG, D/L.PL, GEN.PL};
:2SG.IMP={PPRO.3SG.C.NOM, PPRO.3PL.C.ACC};
:2SG.IMP={CNJadd=PPRO.3SG.C.NOM, CNJadd=PPRO.3PL.C.ACC} [
| ḫu-wa-ap-pa-aš | … |
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3SG.PST {3SG.PST, 2SG.PST} {NOM.SG.C, GEN.SG, VOC.SG, D/L.PL, GEN.PL} 2SG.IMP={PPRO.3SG.C.NOM, PPRO.3PL.C.ACC} 2SG.IMP={CNJadd=PPRO.3SG.C.NOM, CNJadd=PPRO.3PL.C.ACC} |
r. Kol. 9′ ḫa-at-ta-a-ta:{NOM.PL.N, ACC.PL.N};
:{2SG.PST.MP, 3SG.PST.MP} [
| ḫa-at-ta-a-ta | … |
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{NOM.PL.N, ACC.PL.N} {2SG.PST.MP, 3SG.PST.MP} |
r. Kol. 10′ LÚ.MEŠGAL.GAL-TI[M:{a →(UNM), b →(UNM), c →(UNM), d →(UNM), e →(UNM), f →(UNM), g →(UNM), h →(UNM), i →(UNM), j →(UNM), k →(UNM), l →(UNM), m →(UNM)}
| LÚ.MEŠGAL.GAL-TI[M |
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{a →(UNM), b →(UNM), c →(UNM), d →(UNM), e →(UNM), f →(UNM), g →(UNM), h →(UNM), i →(UNM), j →(UNM), k →(UNM), l →(UNM), m →(UNM)} |
r. Kol. 11′ ap-p[a-a]n-zi(-)x[
| ap-p[a-a]n-zi(-)x[ |
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r. Kol. bricht ab
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