Citatio: Thesaurus Linguarum Hethaeorum digitalis, hethiter.net/: TLHdig KBo 62.32 (2021-12-31)

Vs. 1′ A-N[A:{D/L.SG, D/L.PL, ALL}

A-N[A

{D/L.SG, D/L.PL, ALL}

Vs. 2′ A-N[A:{D/L.SG, D/L.PL, ALL}

A-N[A

{D/L.SG, D/L.PL, ALL}

Vs. 3′ 1:QUANcar x[

1

QUANcar

Vs. 4′ 1:QUANcar x[

1

QUANcar

Vs. 5′ Ù:CNJadd;
:;
:{(UNM)}
x[


Ù

CNJadd



{(UNM)}

Vs. 6′ [n]a-aš-zaCONNn=PPRO.3SG.C.NOM=REFL [

[n]a-aš-za
CONNn=PPRO.3SG.C.NOM=REFL

Vs. 7′ GAL:{(UNM)};
:{PNm(UNM)}
LÚ.MEŠx[

GAL

{(UNM)}

{PNm(UNM)}

Vs. 8′ I-ŠA-[AM?

I-ŠA-[AM?

Vs. 9′ A-NA:{D/L.SG, D/L.PL, ALL} m-[


A-NA

{D/L.SG, D/L.PL, ALL}

Vs. 10′ 12:QUANcar UDUḪI.A:{(UNM)} [

12UDUḪI.A

QUANcar

{(UNM)}

Vs. 11′ 1:QUANcar z[u?-

Ende Vs.

1

QUANcar

Vs. 12″ ]x-zi-di GAL:{(UNM)};
:{PNm(UNM)}
KA[RAŠ?:{(UNM)}

Vs. lk. Rd. bricht ab

GALKA[RAŠ?

{(UNM)}

{PNm(UNM)}

{(UNM)}

Rs. 1′ Zeile abgebrochen

Rs. 2′ Zeile abgebrochen

Rs. 3′ 2:QUANcar x[

2

QUANcar

Rs. 4′ 3:QUANcar x[

3

QUANcar

Rs. 5′ 1:QUANcar [


1

QUANcar

Rs. 6′ 1:QUANcar M[A-

1

QUANcar

Rs. 7′ AŠ-RA(?):{(UNM)} x[

AŠ-RA(?)

{(UNM)}

Rs. 8′ A-NA:{D/L.SG, D/L.PL, ALL} [

A-NA

{D/L.SG, D/L.PL, ALL}

Rs. 9′ I-x[

Rs. 10′ x[

Rs. 11′ Zeile abgebrochen

Rs. 12′ Zeile abgebrochen

Rs. 13′ Zeile abgebrochen


Rs. 14′ IGI:{3SG.PRS, 3SG.PST, 3PL.PRS};
:3SG.PRS;
:{(UNM)}
mti-w[a]-[z]i-d[i

IGImti-w[a]-[z]i-d[i

{3SG.PRS, 3SG.PST, 3PL.PRS}

3SG.PRS

{(UNM)}

Rs. 15′ IGI:{3SG.PRS, 3SG.PST, 3PL.PRS};
:3SG.PRS;
:{(UNM)}
mna-a-x[

IGI

{3SG.PRS, 3SG.PST, 3PL.PRS}

3SG.PRS

{(UNM)}

Rs. 16′ IGI:{3SG.PRS, 3SG.PST, 3PL.PRS};
:3SG.PRS;
:{(UNM)}
mda?-u-te?-[

IGI

{3SG.PRS, 3SG.PST, 3PL.PRS}

3SG.PRS

{(UNM)}

Rs. 17′ IGI:{3SG.PRS, 3SG.PST, 3PL.PRS};
:3SG.PRS;
:{(UNM)}
mx-x[

IGI

{3SG.PRS, 3SG.PST, 3PL.PRS}

3SG.PRS

{(UNM)}

Rs. 18′ 4:QUANcar IGI [

Rs. bricht ab

4IGI

QUANcar

Rs. 19″ ]x x x [mtar-ḫu]-un-mi-i[m-ma

[mtar-ḫu]-un-mi-i[m-ma

Rs. Raum von ca. 4-5 Zeilen am lk. Rd. abgebrochen

Rs. 20‴ NA₄KIŠI]B?:{(UNM)} tu-ú?-wa?-a-an-za:;
:{PNm(UNM)}

Ende Rs. lk. Rd.

NA₄KIŠI]B?tu-ú?-wa?-a-an-za

{(UNM)}



{PNm(UNM)}
Oder ⸢tu-pí?-ip?-an-za⸣ (Wilhelm G. 2013a: 347).
0.66629004478455