Citatio: Thesaurus Linguarum Hethaeorum digitalis, hethiter.net/: TLHdig KBo 52.163 (2021-12-31)

Vs. lk. Kol. 1′ ] É?:{(UNM)};
:{HURR.ABS.SG, STF}
LUGAL:{DN(UNM), DN.HURR.ABS};
:{(UNM)}

É?LUGAL

{(UNM)}

{HURR.ABS.SG, STF}

{DN(UNM), DN.HURR.ABS}

{(UNM)}

Vs. lk. Kol. 2′ ]-kán šu-un-na-an-zi:3PL.PRS

šu-un-na-an-zi

3PL.PRS

Vs. lk. Kol. 3′ aš-š]a-nu-wa-an-zi:3PL.PRS

aš-š]a-nu-wa-an-zi

3PL.PRS

Vs. lk. Kol. 4′ ]x-pa-aš ḫar-ra-*i*:3SG.PRS


ḫar-ra-*i*

3SG.PRS

Vs. lk. Kol. 5′ ]x ta-ni-nu-wa-an-zi:3PL.PRS

ta-ni-nu-wa-an-zi

3PL.PRS

Vs. lk. Kol. 6′ BA]L-an-zi:3PL.PRS

BA]L-an-zi

3PL.PRS

Vs. lk. Kol. 7′ -a]n-zi

Vs. lk. Kol. 8′ I]Š-TU É-ŠU:{ABL, INS}

I]Š-TU É-ŠU

{ABL, INS}

Vs. lk. Kol. 9′ ]x

Vs. lk. Kol. bricht ab

Vs. r. Kol.


Vs. r. Kol. 1′ 3:QUANcar NINDA-ma[:{(UNM)}


3NINDA-ma[

QUANcar

{(UNM)}

Vs. r. Kol. 2′ nu-uš-ma-ša?-at:{ CONNn=PPRO.3PL.DAT, CONNn=PPRO.2PL.DAT}={PPRO.3SG.N.NOM, PPRO.3SG.N.ACC, PPRO.3PL.C.NOM, PPRO.3PL.N.NOM, PPRO.3PL.N.ACC} PA-NI:{D/L.SG_vor:POSP, D/L.PL_vor:POSP};
:{(UNM)}
x[

nu-uš-ma-ša?-atPA-NI

{ CONNn=PPRO.3PL.DAT, CONNn=PPRO.2PL.DAT}={PPRO.3SG.N.NOM, PPRO.3SG.N.ACC, PPRO.3PL.C.NOM, PPRO.3PL.N.NOM, PPRO.3PL.N.ACC}

{D/L.SG_vor
POSP, D/L.PL_vor
POSP}

{(UNM)}

Vs. r. Kol. 3′ nu-u[š-m]a-aš:{ CONNn=PPRO.3PL.DAT, CONNn=PPRO.2PL.DAT} ku-it-ma-an: x[

nu-u[š-m]a-ašku-it-ma-an

{ CONNn=PPRO.3PL.DAT, CONNn=PPRO.2PL.DAT}

Vs. r. Kol. 4′ UR.BAR.RA:{(UNM)} ú-e-eḫ-zi:3SG.PRS [

UR.BAR.RAú-e-eḫ-zi

{(UNM)}

3SG.PRS

Vs. r. Kol. 5′ GALḪI.A-kán:{(UNM)};
:{PNm(UNM)}
aš-ša-nu-wa-[an-zi:3PL.PRS

GALḪI.A-kánaš-ša-nu-wa-[an-zi

{(UNM)}

{PNm(UNM)}

3PL.PRS

Vs. r. Kol. 6′ ŠA? EZEN₄?:{GEN.SG, GEN.PL} x-i? pa-a[n-(?)


ŠA? EZEN₄?

{GEN.SG, GEN.PL}

Vs. r. Kol. 7′ GIŠGIDRU.DINGIR-LIM:{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)};
:{a → PNm(UNM), b → PNm(UNM), c → PNm(UNM), d → PNm(UNM), e → PNm(UNM), f → PNm(UNM), g → PNm(UNM)}
UZUšu-up-pa-i[a(-)

GIŠGIDRU.DINGIR-LIM

{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)}

{a → PNm(UNM), b → PNm(UNM), c → PNm(UNM), d → PNm(UNM), e → PNm(UNM), f → PNm(UNM), g → PNm(UNM)}

Vs. r. Kol. 8′ URUDUgal-gal-tu-u-ri:{NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, D/L.SG, STF} pé-r[a-an:;
:{NOM.SG.N, ACC.SG.N, STF, D/L.SG, NOM.PL.N, ACC.PL.N}

URUDUgal-gal-tu-u-ripé-r[a-an

{NOM.SG.N, ACC.SG.N, NOM.PL.N, ACC.PL.N, D/L.SG, STF}



{NOM.SG.N, ACC.SG.N, STF, D/L.SG, NOM.PL.N, ACC.PL.N}

Vs. r. Kol. 9′ ma-a-na-pa:{PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL};
:;
:LUW.2SG.IMP;
:{PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL}={PPRO.1SG.ACC=OBPp, PPRO.1SG.DAT=OBPp};
:={PPRO.1SG.ACC=OBPp, PPRO.1SG.DAT=OBPp}
DINGIR-LUM:{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)};
:{(UNM)}
x[

ma-a-na-paDINGIR-LUM

{PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL}



LUW.2SG.IMP

{PTCP.NOM.SG.N, PTCP.ACC.SG.N, PTCP.INDCL}={PPRO.1SG.ACC=OBPp, PPRO.1SG.DAT=OBPp}

={PPRO.1SG.ACC=OBPp, PPRO.1SG.DAT=OBPp}

{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)}

{(UNM)}

Vs. r. Kol. 10′ SANGA:{(UNM)} Dš[a-


SANGA

{(UNM)}

Vs. r. Kol. 11′ pa-ra-a-m[a:;
:{NOM.COLL.C, ACC.COLL.C};
:{VOC.SG, ALL, STF};
:{DN.STF, DN.HURR.ABS, DN(UNM), DN.VOC.SG};
:{DN(UNM)}

pa-ra-a-m[a



{NOM.COLL.C, ACC.COLL.C}

{VOC.SG, ALL, STF}

{DN.STF, DN.HURR.ABS, DN(UNM), DN.VOC.SG}

{DN(UNM)}

Vs. r. Kol. 12′ nuCONNn Dkar-[


nu
CONNn

Vs. r. Kol. 13′ DINGIR-LUM-k[án:{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)};
:{(UNM)}

DINGIR-LUM-k[án

{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)}

{(UNM)}

Vs. r. Kol. 14′ ta-a[š:{ CONNt=PPRO.3SG.C.NOM, CONNt=PPRO.3PL.C.ACC};
:{2SG.PST, 3SG.PST}

ta-a[š

{ CONNt=PPRO.3SG.C.NOM, CONNt=PPRO.3PL.C.ACC}

{2SG.PST, 3SG.PST}

Vs. r. Kol. 15′ x-x[

Vs. r. Kol. bricht ab

0.49860000610352