Citatio: Thesaurus Linguarum Hethaeorum digitalis, hethiter.net/: TLHdig CHDS 6.72 (2021-12-31)
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ANNOTATION STATUS |
⸢GÚ?⸣(.)[ |
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r. Kol. 2′ QA-TÙ-⸢ia⸣hand:{(UNM)} [
QA-TÙ-⸢ia⸣ | … |
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hand {(UNM)} |
r. Kol. 3′ na-aš-ša-an:{ CONNn=PPRO.3PL.C.ACC=OBPs, CONNn=PPRO.3SG.C.NOM=OBPs};
: CONNn=PPRO.3SG.C.ACC=OBPs [
na-aš-ša-an | … |
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{ CONNn=PPRO.3PL.C.ACC=OBPs, CONNn=PPRO.3SG.C.NOM=OBPs} CONNn=PPRO.3SG.C.ACC=OBPs |
r. Kol. 4′ ki-it-tato lie:{2SG.PRS.MP, 3SG.PRS.MP};
here:;
:{PNm(UNM)} [
ki-it-ta | … |
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to lie {2SG.PRS.MP, 3SG.PRS.MP} here {PNm(UNM)} |
r. Kol. 5′ A-NA GIŠir-ḫu-u-i-ti-i[abasket:{ a → …:D/L.SG} { b → …:D/L.PL} { c → …:ALL}=CNJadd:=CNJadd
A-NA GIŠir-ḫu-u-i-ti-i[a |
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basket { a → … D/L.SG} { b → … D/L.PL} { c → … ALL}=CNJadd =CNJadd |
r. Kol. 6′ a-wa-anto be warm:SUP;
along:;
Auwa:DN.ACC.SG.C;
Awa:GN.ACC.SG.C;
to see:2SG.IMP;
Auwa:{DN(UNM)} kat-talow:;
under:;
below: 5fünf:QUANcar NINDA.GUR₄.R[Apresenter of bread offerings:{(UNM)};
‘thick’ bread (loaf):{(UNM)}
a-wa-an | kat-ta | 5 | NINDA.GUR₄.R[A |
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to be warm SUP along Auwa DN.ACC.SG.C Awa GN.ACC.SG.C to see 2SG.IMP Auwa {DN(UNM)} | low under below | fünf QUANcar | presenter of bread offerings {(UNM)} ‘thick’ bread (loaf) {(UNM)} |
r. Kol. 7′ 1one:QUANcar NINDAi-du-ri-ša(type of pastry):{NOM.PL.N, ACC.PL.N, ALL};
(type of pastry):{NOM.SG.C, VOC.SG, NOM.PL.C, ACC.PL.C};
(type of pastry):{NOM.SG.N, ACC.SG.N, STF} [
1 | NINDAi-du-ri-ša | … |
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one QUANcar | (type of pastry) {NOM.PL.N, ACC.PL.N, ALL} (type of pastry) {NOM.SG.C, VOC.SG, NOM.PL.C, ACC.PL.C} (type of pastry) {NOM.SG.N, ACC.SG.N, STF} |
r. Kol. 8′ nuCONNn LUGAL-ušking:{FNL(u).NOM.SG.C, VOC.SG, ACC.PL.C};
Šarrumma:{DN(UNM), DN.HURR.ABS};
royal status:3SG.PRS;
king:{(UNM)} ⸢EGIR⸣-[
nu | LUGAL-uš | |
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CONNn | king {FNL(u).NOM.SG.C, VOC.SG, ACC.PL.C} Šarrumma {DN(UNM), DN.HURR.ABS} royal status 3SG.PRS king {(UNM)} |
r. Kol. 9′ na-aš-t[a: CONNn=OBPst;
: CONNn=PPRO.3SG.C.ACC=OBPst;
:{ CONNn=PPRO.3SG.C.NOM=OBPst, CONNn=PPRO.3PL.C.ACC=OBPst};
:{ CONNn=PPRO.3SG.N.NOM=OBPst, CONNn=PPRO.3SG.N.ACC=OBPst}
na-aš-t[a |
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CONNn=OBPst CONNn=PPRO.3SG.C.ACC=OBPst { CONNn=PPRO.3SG.C.NOM=OBPst, CONNn=PPRO.3PL.C.ACC=OBPst} { CONNn=PPRO.3SG.N.NOM=OBPst, CONNn=PPRO.3SG.N.ACC=OBPst} |
r. Kol. bricht ab
x[ |
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