# Teilungsvertrag
[Ägyptisches Museum und Papyrussammlung](https://smb.museum-digital.de/institution/9)
Sammlung: [Papyrussammlung](https://smb.museum-digital.de/collection/3)
Inventarnummer: P 7337
Beschreibung
An den Archidikastes gerichtete Teilung einer Erbschaft. Der Soldat Apollonios, Sohn des Apollonios, und sein Neffe Kastor, Sohn des Kastor und Enkel des Apollonios, teilen unter sich die Güter, die ihnen von der verstorbenen Tasucharion, Mutter des Apollonios bzw. Großmutter des Kastor, hinterlassen worden sind. Es handelt sich um Olivenhaine sowie Ackerland in den Umgebungen von Karanis und Philopator-Theogenus.
Nach BerlPap: http://berlpap.smb.museum/02152/
Material/Technik
Papyrus (Material); beidseitig, beschriftet (Technik)
Maße
Höhe x Breite: 28,7 x 9,5 cm (lt. BerlPap)
## Abschrift
### Original: Ancient Greek
```xml
<body><head n="9000" xml:lang="en">
<date>AD 177</date>
<placeName>Arsinoite</placeName>
</head>
<div xml:lang="grc" type="edition" xml:space="preserve"><ab>
<lb n="1"/><gap reason="lost" quantity="11" unit="character"/><supplied reason="lost"> ἀρχι</supplied>δικαστῇ καὶ <supplied reason="lost">π</supplied>ρὸς τῇ ἐπιμελείᾳ <supplied reason="lost">τ</supplied>ῶν
<lb n="2"/><gap reason="lost" quantity="11" unit="character"/><supplied reason="lost"> χρη</supplied>ματιστῶν καὶ τῶν ἄλλων κριτηρίων
<lb n="3"/><supplied reason="lost">παρὰ Ἀπολλωνίου τ</supplied>οῦ Ἀπολλωνίου προτομαφόρου σπείρης
<lb n="4"/><app type="editorial"><lem resp="BL 7.11"><supplied reason="lost">πρώτης</supplied></lem><rdg>δευτέρας</rdg></app><supplied reason="lost"> Οὐλπία</supplied>ς Ἀφρῶν <expan><ex>ἑκατονταρ</ex>χ<ex>ίας</ex></expan> Ἱέρακος καὶ παρὰ τούτου
<lb n="5"/><supplied reason="lost">ἀδελφιδοῦ Κάστορο</supplied>ς Κάστορος τοῦ Ἀπολλωνίου μητρὸς
<lb n="6"/><gap reason="lost" quantity="12" unit="character"/><supplied reason="lost"> ἀπὸ</supplied> κώμης <expan>Καρ<ex>ανίδος</ex></expan> τῆς <expan>Ἡρ<supplied reason="lost">ακ<ex>λείδου</ex></supplied></expan><supplied reason="lost"> μ</supplied>ερίδος τοῦ <expan>Ἀρ<ex>σινοίτου</ex></expan>
<lb n="7"/><supplied reason="lost">νομοῦ. <app type="editorial"><lem resp="bgu 3 p.2">συνχωροῦσιν</lem><rdg>ὁμολογοῦσι</rdg></app></supplied> Ἀπολλώνιος καὶ Κάστ<supplied reason="lost">ω</supplied>ρ διειρῆσθαι
<lb n="8"/><supplied reason="lost">πρὸς αὑτοὺς τὰ ὑ</supplied>πάρχοντα αὐτοῖς καὶ ἐ<supplied reason="lost">λ</supplied>ηλυθότα εἰς αὐ
<lb n="9" break="no"/><supplied reason="lost">τοὺς </supplied><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">ἀπὸ τῆς μετηλλαχύι</supplied>ας</lem><rdg><supplied reason="lost">διὰ κληρονομί</supplied>ασ</rdg></app> τοῦ μὲν Ἀπολλων<supplied reason="lost">ίο</supplied>υ πατρὸς <app type="editorial"><lem resp="bgu 3 p.2">Ἀπολ
<lb n="10" break="no"/><supplied reason="lost"><expan>λω<ex>νίου</ex></expan> χήρας</supplied></lem><rdg>Ἀπολ<supplied reason="lost">λωνίου</supplied></rdg></app>,<supplied reason="lost"> τοῦ δὲ Κάστο</supplied>ρος μάμμης Τασο<supplied reason="lost">υχα</supplied>ρίου, ὁ μὲν <expan>Ἀπολλώ<ex>νιος</ex></expan>
<lb n="11"/><app type="editorial"><lem resp="BL 1.31"><supplied reason="lost">ἐκ τοῦ <expan>ἐπιβάλλ<ex>οντος</ex></expan> αὐτῷ δι</supplied>μοίρου</lem><rdg><gap reason="lost" quantity="14" unit="character"/><supplied reason="lost"> δι</supplied>μοίρου</rdg></app>, ὁ δὲ Κάστω<supplied reason="lost">ρ</supplied> <app type="editorial"><lem resp="bgu 3 p.2">ἐκ τ<supplied reason="lost">οῦ</supplied> <unclear>λοι</unclear>ποῦ<certainty match=".." locus="value"/></lem><rdg><gap reason="lost" quantity="1" unit="character"/><gap reason="illegible" quantity="3" unit="character"/><gap reason="lost" quantity="2" unit="character"/><gap reason="illegible" quantity="4" unit="character"/>ου</rdg></app> μέρους
<lb n="12"/><app type="editorial"><lem resp="BL 1.31"><supplied reason="lost">τρίτου</supplied></lem><rdg><gap reason="illegible" quantity="7" unit="character"/></rdg></app><supplied reason="lost"> τὰ ὑπάρχοντ</supplied>α αὐ<supplied reason="lost">τ</supplied>οῖς περὶ τὴν <add place="above"><app type="editorial"><lem resp="BL cf. 1.31"><gap reason="illegible" quantity="3" unit="character"/><abbr>ομ</abbr></lem><rdg>ε<gap reason="illegible" quantity="1" unit="character"/>ε<gap reason="illegible" quantity="2" unit="character"/></rdg></app></add> <supplied reason="lost">πρ</supplied>ο<supplied reason="lost">κι</supplied>μένην κώ
<lb n="13" break="no"/><supplied reason="lost">μην <app type="editorial"><lem resp="BL 1.31">Καρανίδα</lem><rdg><gap reason="illegible" quantity="10" unit="character"/></rdg></app> ἐλα</supplied>ιῶνος ἐν δυσὶ <num value="2"/> σφραγῖ<supplied reason="lost">σ</supplied>ι <app type="editorial"><lem resp="bgu 3 p.2">ἀρούρ<supplied reason="lost">α</supplied>ς</lem><rdg>ἀρουρ<supplied reason="lost">ῶ</supplied>ν</rdg></app> ἓξ <num value="6"/> μιᾶς
<lb n="14"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">μὲν σφραγῖδος ἀρο</supplied>υρῶν πέντ<supplied reason="lost">ε</supplied> <num value="5"/>, τῆ<supplied reason="lost">ς δὲ δευ</supplied>τέρας</lem><rdg><gap reason="lost" quantity="12" unit="character"/><supplied reason="lost"> κλ</supplied>ήρων περὶ <gap reason="lost" quantity="1" unit="character"/>τη<gap reason="lost" quantity="5" unit="character"/><unclear>τ</unclear>ε<unclear>ρι</unclear>σ</rdg></app> τῆς λοιπῆς
<lb n="15"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">ἀρούρης μιᾶς <num value="1"/>, ἀμφ</supplied>ο<supplied reason="lost">τ</supplied>έρων</lem><rdg><gap reason="lost" quantity="11" unit="character"/><supplied reason="lost"> πρ</supplied>ο<supplied reason="lost">τ</supplied>έρων</rdg></app> ἐν <supplied reason="lost">τό</supplied>πῳ <app type="editorial"><lem resp="BL 1.31">Ψα<gap reason="lost" quantity="1" unit="character"/>λ<gap reason="illegible" quantity="1" unit="character"/></lem><rdg>Ψε<gap reason="lost" quantity="1" unit="character"/><gap reason="illegible" quantity="3" unit="character"/></rdg></app> λεγομένῳ καὶ <app type="editorial"><lem resp="bgu 3 p.2">πε
<lb n="16" break="no"/><supplied reason="lost">ρὶ τὴν Φιλοπάτορος τ</supplied>ὴν <supplied reason="lost">καὶ</supplied></lem><rdg>πα<gap reason="lost" quantity="13" unit="character"/>ην<gap reason="lost" quantity="2" unit="character"/></rdg></app> Θεογέ<supplied reason="lost">ν</supplied>ους ἀ<supplied reason="lost">ρ</supplied>ούρας <choice><reg>τρεῖς</reg><orig>τρῖς</orig></choice> <num value="3"/> ἐλαιῶνος
<lb n="17"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">καὶ ἀπὸ τῶν ἐπὶ τὸ αὐ</supplied>τὸ</lem><rdg><gap reason="lost" quantity="12" unit="character"/>το</rdg></app> <choice><reg>ἀρουρῶν</reg><orig>ἀ<supplied reason="lost">ρ</supplied>ουρης</orig></choice> <gap reason="lost" extent="unknown" unit="character"/> ἐννέ<supplied reason="lost">α</supplied> <num value="9"/> ἐπιβ<supplied reason="lost">εβ</supplied>ληκέ<supplied reason="lost">ν</supplied>αι τῷ
<lb n="18"/><app type="editorial"><lem resp="bgu 3 p.2 (BL 1.31)"><supplied reason="lost">μὲν Ἀπολλωνίῳ εἰ</supplied>ς</lem><rdg><gap reason="lost" quantity="13" unit="character"/></rdg></app> τὸ ἐ<supplied reason="lost">π</supplied>ιβά<supplied reason="lost">λλον αὐ</supplied>τῷ δίμοιρον <choice><reg>μέρος</reg><orig>μέρους</orig></choice> ἀπὸ τῶν
<lb n="19"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">μὲν προγεγραμμέν</supplied>ων τῶν <supplied reason="lost">περὶ</supplied></lem><rdg><gap reason="lost" quantity="14" unit="character"/>ωντω<gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" quantity="4" unit="character"/></rdg></app> Καρανίδα ἐν τῇ π<gap reason="lost" quantity="4" unit="character"/>η<hi rend="diaeresis">υ</hi>
<lb n="20"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">σφραγῖδι</supplied></lem><rdg/></app><supplied reason="lost"> ἀρουρῶ</supplied>ν πέντε <num value="5"/> <app type="editorial"><lem resp="BGU 1 p.396"><supplied reason="lost">ἀρούρα</supplied>ς</lem><rdg><gap reason="lost" quantity="8" unit="character"/>σ</rdg></app> τρεῖς <num value="3"/>, ὧν γείτον<supplied reason="lost">ε</supplied>ς νό
<lb n="21" break="no"/><supplied reason="lost">του ὑδραγωγός, με</supplied>θʼ ὃν <choice><reg>σιτ<supplied reason="lost">ικὰ</supplied></reg><orig>σειτ<supplied reason="lost">ικὰ</supplied></orig></choice> <supplied reason="lost">ἐδά</supplied>φη βορρᾶ <app type="editorial"><lem resp="BL 1.31">ὑδραγω<supplied reason="lost">γός, </supplied><gap reason="lost" quantity="3" unit="character"/><unclear>ε</unclear></lem><rdg>ὑδραγωγ<supplied reason="lost">ὸς </supplied><gap reason="lost" quantity="2" unit="character"/><gap reason="illegible" quantity="1" unit="character"/></rdg></app>
<lb n="22"/><app type="editorial"><lem resp="BL 1.31"><gap reason="lost" quantity="2" unit="character"/><supplied reason="lost"> σιτικὰ ἐδάφη</supplied></lem><rdg><gap reason="lost" quantity="11" unit="character"/></rdg></app><supplied reason="lost"> ἀπη</supplied>λιώτου Σ<supplied reason="lost">εμπρ</supplied>ωνίου βενεφικι<supplied reason="lost">αρίου</supplied> καὶ
<lb n="23"/><supplied reason="lost">ἑτέρων ἐλαιὼν </supplied><app type="editorial"><lem resp="BL 1.31"><supplied reason="omitted">λιβὸς</supplied><supplied reason="lost"> αἱ ὑπο</supplied>γεγραμμέ<supplied reason="lost">ναι κ</supplied>αὶ ἐπ<supplied reason="lost">ι</supplied><unclear>βε</unclear><supplied reason="lost">βλ</supplied><unclear>η</unclear>κυῖαι <unclear>τ</unclear><supplied reason="lost">ῷ Κ</supplied>άσ
<lb n="24" break="no"/><supplied reason="lost">τορι ἄρουραι δύο <num value="2"/> κ</supplied>αὶ</lem><rdg><gap reason="lost" quantity="4" unit="character"/>γεγραμμέ<supplied reason="lost">νοι</supplied>ς ἐπιβα<supplied reason="lost">λλ</supplied><gap reason="illegible" quantity="4" unit="character"/><gap reason="illegible" quantity="2" unit="character"/><gap reason="lost" quantity="2" unit="character"/><gap reason="illegible" quantity="1" unit="character"/>ς <gap reason="lost" quantity="14" unit="character"/>αι</rdg></app> περὶ τὴ<supplied reason="lost">ν </supplied><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">Φιλ</supplied>οπάτο<supplied reason="lost">ρο</supplied>ς</lem><rdg><gap reason="lost" quantity="1" unit="character"/><gap reason="illegible" quantity="1" unit="character"/>οπατο<gap reason="lost" quantity="1" unit="character"/><gap reason="illegible" quantity="1" unit="character"/></rdg></app> τὴν καὶ <app type="editorial"><lem resp="bgu 3 p.2">Θεογέ<supplied reason="lost">ν</supplied>ους</lem><rdg>σ<supplied reason="lost">υν</supplied>γενοῦσ</rdg></app>
<lb n="25"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">ἀρούρας τρεῖς <num value="3"/> ἢ ὅσαι</supplied></lem><rdg><gap reason="lost" quantity="11" unit="character"/><supplied reason="lost"> ἢ ὅσαι</supplied></rdg></app> ἐὰν ὦσι ἐ<supplied reason="lost">ν τ</supplied>ῇ σφραγῖδι ὧν γείτον<supplied reason="lost">ε</supplied>ς <app type="editorial"><lem resp="BL 1.31">ἑκασ
<lb n="26" break="no"/><supplied reason="lost">τοθεν</supplied></lem><rdg>ἐκ νό<supplied reason="lost">του</supplied></rdg></app> <gap reason="lost" quantity="11" unit="character"/>οι<gap reason="lost" quantity="2" unit="character"/><gap reason="illegible" quantity="3" unit="character"/>χ<gap reason="lost" quantity="4" unit="character"/> τῷ δὲ Κάστορι <app type="editorial"><lem resp="BL 1.31">ἐπι<supplied reason="lost">βε</supplied>βλη
<lb n="27" break="no"/><supplied reason="lost">κεναι τὸ μὲν ἐκ τῆς</supplied></lem><rdg>ἐπι<supplied reason="lost">κε</supplied>κλη<supplied reason="lost">μένῳ </supplied><gap reason="lost" quantity="8" unit="character"/><supplied reason="lost"> τῆς</supplied></rdg></app> προκιμέν<supplied reason="lost">ης</supplied> πρώτης <choice><reg>σφραγῖδος</reg><orig>σφραγεῖ<supplied reason="lost">δος</supplied></orig></choice> <app type="editorial"><lem resp="BL 1.31">λοι
<lb n="28" break="no"/><supplied reason="lost">πὸν μέρος ἐν ᾧ ἐλαῖαι</supplied></lem><rdg>λοι<gap reason="lost" quantity="14" unit="character"/></rdg></app> ἐνφυτοι <supplied reason="lost">τρ</supplied>ιάκοντα ἓξ <num value="36"/> ἢ ὅσαι <supplied reason="lost">ἐὰ</supplied>ν ὦσι,
<lb n="29"/><app type="editorial"><lem resp="BL 1.31"><supplied reason="lost">οὗ</supplied></lem><rdg>ὧν</rdg></app><supplied reason="lost"> γείτονες νότου</supplied> ὑδραγωγὸ<supplied reason="lost">ς, μ</supplied>εθʼ ὃν <choice><reg>σιτικὰ</reg><orig>σειτ<supplied reason="lost">ι</supplied>κὰ</orig></choice> ἐδάφη, <supplied reason="lost">β</supplied>ορρᾶ
<lb n="30"/><app type="editorial"><lem resp="BGU 1 p.396"><supplied reason="lost">ὑδραγωγὸς, μεθʼ ὃ</supplied>ν</lem><rdg><gap reason="lost" quantity="14" unit="character"/><gap reason="illegible" quantity="1" unit="character"/></rdg></app> <choice><reg>σιτικ<supplied reason="lost">ὰ</supplied></reg><orig>σειτικ<supplied reason="lost">ὰ</supplied></orig></choice> <supplied reason="lost">ἐδά</supplied>φη, ἀπηλιώτου αἱ <app type="editorial"><lem resp="bgu 3 p.2">ὑπο<supplied reason="lost">γ</supplied>εγραμ
<lb n="31" break="no"/><supplied reason="lost">μέναι καὶ </supplied><supplied reason="lost" cert="low">ἐπιβεβλ</supplied>ηκυῖαι<certainty match=".." locus="value"/></lem><rdg>ὑπο<supplied reason="lost">γ</supplied>εγραμ<supplied reason="lost">μέναι </supplied><gap reason="lost" quantity="10" unit="character"/><gap reason="illegible" quantity="1" unit="character"/>κ<gap reason="illegible" quantity="2" unit="character"/>α</rdg></app> τῷ <supplied reason="lost">Ἀπο</supplied>λλωνίῳ ἄρουραι τρεῖ<supplied reason="lost">ς <num value="3"/>, λι</supplied>βὸς
<lb n="32"/><gap reason="lost" quantity="13" unit="character"/><gap reason="illegible" quantity="1" unit="character"/>τουκελ<gap reason="lost" quantity="4" unit="character"/><supplied reason="lost"> ὁ</supplied>μοίως τὴν προκι<supplied reason="lost">μ</supplied>ένην
<lb n="33"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">περὶ τὴν Καρανίδα</supplied></lem><rdg> <gap reason="illegible" quantity="13" unit="character"/> </rdg></app><supplied reason="lost"> ἐν</supplied> μιᾷ <choice><reg>σφραγῖδι</reg><orig>σφρα<supplied reason="lost">γ</supplied>εῖδι</orig></choice> ἄρουραν μίαν <num value="1"/>, γείτ<supplied reason="lost">ονες</supplied> νότῳ
<lb n="34"/><supplied reason="lost">ὑδραγωγὸς, μεθʼ</supplied> ὃν <choice><reg>σιτικὰ</reg><orig>σειτικὰ</orig></choice> ἐδ<supplied reason="lost">άφ</supplied>η, <expan>ἀπηλιώτ<ex>ου</ex></expan> Συριᾶτος <choice><reg>σιτικὰ</reg><orig>σειτικὰ</orig></choice> ἐδά
<lb n="35" break="no"/><supplied reason="lost">φη, <app type="editorial"><lem resp="BL 1.32">λιβὸς</lem><rdg><gap reason="illegible" quantity="8" unit="character"/></rdg></app> Σεμπρω</supplied>νίου βενεφικιαρίου καὶ ἑτερών ἐλα<supplied reason="lost">ι</supplied>ὼν καὶ
<lb n="36"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">ἀπὸ τοῦ νῦν κρατε</supplied>ῖν καὶ</lem><rdg><gap reason="lost" quantity="14" unit="character"/><gap reason="illegible" quantity="1" unit="character"/>ινωι</rdg></app> κυριεύειν ἕκαστον αὐτῶν τοῦ <app type="editorial"><lem resp="BL 1.32">ἐπὶ
<lb n="37" break="no"/><supplied reason="lost">βεβληκότος</supplied></lem><rdg>ἐπι<supplied reason="lost">βάλλοντος</supplied></rdg></app> <supplied reason="lost">αὐτῷ μέ</supplied>ρ<supplied reason="lost">ο</supplied>υς καὶ τὰ ἐξ αὐτῶν περιγεινόμενα <app type="editorial"><lem resp="bgu 3 p.2">ἀποφέ
<lb n="38" break="no"/><supplied reason="lost">ρεσθαι</supplied></lem><rdg>ἀποφέ<supplied reason="lost">ρειν</supplied></rdg></app> <supplied reason="lost">εἰς τὸ ἴδιον καὶ</supplied> ἐπιτελεῖν περὶ αὐτῶν, ὡ<supplied reason="lost">ς ἐ</supplied>ὰν αἱρῆται καὶ μὴ
<lb n="39"/><supplied reason="lost">ἐπέρχεσθαι τὸν ἕτ</supplied>ερον ἐπὶ τὸν ἕτερον περὶ τοῦ <app type="editorial"><lem resp="BL 1.32">ἐπιβεβλη
<lb n="40" break="no"/><supplied reason="lost">κότος αὐτῷ μέρους κ</supplied>ατὰ</lem><rdg>ἐπικεκλη<supplied reason="lost">μένου </supplied><gap reason="lost" quantity="9" unit="character"/> κατὰ</rdg></app> μηδένα τρόπον <choice><reg>παρευρέσει</reg><orig>παρευρέσι</orig></choice> μηδεμιᾷ
<lb n="41"/><app type="editorial"><lem resp="bgu 3 p.2"><supplied reason="lost">διαγράφοντος ἑκάσ</supplied>του</lem><rdg><gap reason="lost" quantity="13" unit="character"/>του</rdg></app> αὐτῶν τὰ ὑπὲρ τοῦ ἰδί<supplied reason="lost">ο</supplied>υ μέρους <app type="editorial"><lem resp="BL 1.32">καθήκον
<lb n="42" break="no"/><supplied reason="lost">τα χωρὶς ὧν πρὸς</supplied></lem><rdg>καθήκον<supplied reason="lost">τα </supplied><gap reason="lost" quantity="12" unit="character"/></rdg></app> τὸ <supplied reason="lost">ἐ</supplied>πίσταλμα τῆς διαιρέσεως κατεβλήθη, τῇ <app type="editorial"><lem resp="bgu 3 p.2">δε
<lb n="43" break="no"/><supplied reason="lost">κάτῃ τοῦ διεληλυθότ</supplied>ος</lem><rdg>δὲ <gap reason="lost" quantity="13" unit="character"/><gap reason="illegible" quantity="1" unit="character"/>ο</rdg></app> μηνός. ἔτους ἑπτακαιδεκάτου Αὐτοκρατόρων
<lb n="44"/><supplied reason="lost">Καισάρων Μάρκου Αὐ</supplied>ρηλίου Ἀντωνείνου καὶ Λουκίου Αὐρηλίου Κομμό
<lb n="45" break="no"/><supplied reason="lost">δοῦ <app type="editorial"><lem resp="bgu 2 p.354">Σεβαστῶν</lem><rdg>Ἀντωνείνου</rdg></app> Ἀρμε</supplied>νιακῶν Μηδικῶν Παρθικῶν Γερμανικῶν
<lb n="46"/><supplied reason="lost">Σαρματικῶν </supplied><app type="editorial"><lem resp="bgu 2 p.354"><supplied reason="lost">Μεγίσ</supplied>των</lem><rdg><supplied reason="lost">Σεβασ</supplied>τῶν</rdg></app> Ἐπεὶφ <num value="4">δ</num>. </ab></div></body>
```
___
- Hergestellt ...
+ wann: 177 n. Chr.
+ wo: [Gouvernement al-Fayyum](https://smb.museum-digital.de/oak?ort_id=1055) <span>[wahrsch.]</span>
## Links/Dokumente
- [Das Objekt bei SMB-digital](https://id.smb.museum/object/1500718)
- [Das Objekt in der Berliner Papyrusdatenbank](http://berlpap.smb.museum/02152/)
- [TEI-Repräsentation in der Duke Databank of Documentary Papyri](http://papyri.info/ddbdp/bgu;1;241/source)
- [Transkript basierend auf der Duke Databank of Documentary Papyri (CC BY)](http://papyri.info/docs/ddbdp)
___
Stand der Information: 2023-10-06 00:00:20
[CC BY-NC-SA @ Ägyptisches Museum und Papyrussammlung, Staatliche Museen zu Berlin](https://creativecommons.org/licenses/by-nc-sa/4.0/)
___
- http://www.smb-digital.de/eMuseumPlus?service=ImageAsset&module=collection&objectId=1500718&resolution=superImageResolution#5425088