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               <p>© Duke Databank of Documentary Papyri. This work is licensed under a <ref type="license" target="http://creativecommons.org/licenses/by/3.0/">Creative Commons Attribution 3.0 License</ref>.</p>
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         <head n="9402" xml:lang="en">
            <date>AD 138-61</date>
            <placeName>Arsinoite</placeName>
         </head>
         <div xml:lang="grc" type="edition" xml:space="preserve"><div n="1" type="textpart"><ab>

    <lb n="1"/><gap reason="lost" extent="unknown" unit="character"/><gap reason="illegible" quantity="3" unit="character"/><gap reason="lost" quantity="2" unit="character"/><gap reason="illegible" quantity="4" unit="character"/><gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" quantity="2" unit="character"/><gap reason="illegible" quantity="2" unit="character"/><unclear>αιμε</unclear><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="2"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> φό</supplied>ρου <num value="103">ργ</num> <gap reason="lost" quantity="1" unit="character"/> καὶ <unclear>τ</unclear>ῆς ἀπ<gap reason="lost" quantity="1" unit="character"/><abbr><unclear>τ</unclear>η<gap reason="illegible" quantity="2" unit="character"/>ο</abbr> <unclear>ε</unclear><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="3"/><gap reason="lost" extent="unknown" unit="character"/>νειας <expan><ex>ἀρουρ  </ex></expan> <gap reason="illegible" quantity="1" unit="character"/> <num value="3/4">𐅸</num> <num value="1/8" rend="tick">η</num> <num value="1/16" rend="tick">ιϛ</num> αἱ <expan>λοι<ex>παὶ</ex></expan> ἐ<unclear>μ</unclear>αὶ <unclear>σ</unclear><gap reason="illegible" quantity="1" unit="character"/>ει<gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="4"/> <gap reason="lost" extent="unknown" unit="character"/> <expan><supplied reason="lost">ἐλ</supplied>αιῶ<ex cert="low">νι</ex></expan> <expan>Τρύφωνο<ex cert="low">ς</ex></expan> <expan>λεγο<ex>μένῳ</ex></expan> <expan><ex>ἀρουρ  </ex></expan> <num value="84">πδ</num> <unclear>σοπ</unclear><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="5"/><gap reason="lost" extent="unknown" unit="character"/> ἐν τ<supplied reason="lost">ῷ</supplied> <expan>π<supplied reason="lost">ρ</supplied>ογεγρα<ex>μμένῳ</ex></expan> <expan>ἐλαιῶ<ex>νι</ex></expan> Τρύφων<supplied reason="lost">ος <expan>λεγο<ex>μένῳ</ex></expan> </supplied><gap reason="lost" extent="unknown" unit="character"/>  

    <lb n="6"/><gap reason="lost" extent="unknown" unit="character"/><gap reason="illegible" quantity="1" unit="character"/> <app type="editorial"><lem resp="bgu 3 p.7">εἰς <expan><ex>ἔτη</ex></expan></lem><rdg>εἰσ<unclear>ὶ</unclear></rdg></app> <num value="6">ϛ</num> ἀπὸ τοῦ <num value="13">ιγ</num> <supplied reason="lost"><expan><ex>ἔτους</ex></expan></supplied> φόρου το<supplied reason="lost">ῦ </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="7"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> ἀπὸ</supplied> Ἐπεὶφ ἐξ ἴσου <expan>μέχ<ex>ρι</ex></expan> Φαμενὼθ <gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="8"/> <gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> <app type="editorial"><lem resp="BL 1.77">ἀπὸ</lem><rdg/></app> συ</supplied>νκομιδῆς καὶ τὸ <expan>ἔ<supplied reason="lost">δα</supplied>φο<ex>ς</ex></expan> καὶ τ<gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="9"/><gap reason="lost" extent="unknown" unit="character"/> δείσης πάσης καὶ <app type="editorial"><lem resp="bgu 3 p.7">Τ<supplied reason="lost">ρ</supplied><unclear>ύφ</unclear>αινα</lem><rdg>τ<gap reason="lost" quantity="1" unit="character"/><unclear>ρ</unclear><gap reason="lost" quantity="1" unit="character"/>αινα</rdg></app> φυ<gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="10"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> κ</supplied>ατὰ καιρὸν ἔργων <gap reason="lost" quantity="3" unit="character"/> <subst><add place="inline"><add place="above">ἐλαι</add>να</add><del rend="corrected"><del rend="erasure">ι<unclear>δ</unclear>ω</del>να</del></subst> <gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="11"/><gap reason="lost" extent="unknown" unit="character"/><gap reason="illegible" quantity="1" unit="character"/> εἰς <expan>λόγο<ex>ν</ex></expan> <app type="editorial"><lem resp="bgu 3 p.7">ἐθήκη<supplied reason="lost">ς <expan><ex>δραχμὰς</ex></expan></supplied></lem><rdg>ἐν θηκη<gap reason="lost" quantity="2" unit="character"/></rdg></app> <num value="916">ϡιϛ</num> <num value="1/2">𐅵</num> Τῦ<supplied reason="lost">βι </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="12"/><gap reason="lost" extent="unknown" unit="character"/> καὶ Σουχᾶς Στοτ<supplied reason="lost">οήτεω</supplied>ς ὁ δεδι<gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="13"/><gap reason="lost" extent="unknown" unit="character"/><gap reason="illegible" quantity="1" unit="character"/>ους ἀπὸ κώμης <expan>Ἡρακ<ex>λείας</ex></expan> καὶ <gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="14"/><gap reason="lost" extent="unknown" unit="character"/> Τανεφρ<supplied reason="lost">έ</supplied>μμεως ἀπὸ Μαγα<hi rend="diaeresis">ΐ</hi>δ<supplied reason="lost">ος </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="15"/> <gap reason="lost" extent="unknown" unit="character"/> <expan><supplied reason="lost">Τρ</supplied>ύφωνο<ex>ς</ex></expan> <expan>λεγο<ex>μεν  </ex></expan> <expan><ex>ἀρούρας</ex></expan> <num value="108">ρη</num> <num value="1/8" rend="tick">η</num> <num value="1/16" rend="tick">ιϛ</num> <expan><ex>ὧν</ex></expan> ἐλαι<unclear>ω</unclear><gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="16"/><app type="editorial"><lem resp="BL 1.78"><gap reason="lost" extent="unknown" unit="character"/> <expan><ex>γίνονται</ex></expan> αἱ <expan>π<ex>ροκείμεναι</ex></expan></lem><rdg><gap reason="lost" extent="unknown" unit="character"/><g type="unintelligible"/> <expan>ἄρ<ex>ουραι</ex></expan></rdg></app> ε<gap reason="illegible" quantity="1" unit="character"/>αι <expan>σφ<supplied reason="lost">ρ<ex>αγῖδες</ex></supplied></expan> <num value="10">ι</num> καὶ ἀκ<gap reason="illegible" quantity="2" unit="character"/>α καὶ <gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="17"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> ἐ</supplied>πὶ δὲ τοῦ ὅλου ἀρουρη δ ἢ ὅσαι <supplied reason="lost">ἐὰν ὦσι </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="18"/><gap reason="lost" extent="unknown" unit="character"/> φόρου κατʼ ἔτος <expan><ex cert="low">δραχμὰς</ex></expan> <num value="1900">Αϡ<certainty match="../@value" locus="value"/></num>  καὶ τῶν <expan><unclear>π</unclear><supplied reason="lost">ροσδ<ex>ιαγραφομένων</ex></supplied></expan> <gap reason="lost" extent="unknown" unit="character"/>  

    <lb n="19"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> Φ</supplied>αμενὼθ ἐξ ἴσου ἐπὶ τῷ μετὰ τ<gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="20"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> φόρου</supplied> <num value="103">ργ</num> ἀπὸ <app type="editorial"><lem resp="BL 1.78; cf. 1.441"><unclear>θ</unclear><supplied reason="lost">ρ</supplied><unclear>ύ</unclear>ου <expan>καλάμο<ex cert="low">υ</ex></expan> ἀγώστ<supplied reason="lost">εως</supplied></lem><rdg><expan>θ<supplied reason="lost">ρ</supplied><unclear>υ</unclear>ουκαλάμο<ex>υ</ex></expan> <expan>ἀγρῶ<ex>ν</ex></expan> <unclear>σ</unclear>τ<gap reason="lost" extent="unknown" unit="character"/></rdg></app> 

    <lb n="21"/><gap reason="illegible" quantity="1" unit="line"/> 
</ab></div><div n="2" type="textpart"><ab>

    <lb n="1"/><gap reason="lost" extent="unknown" unit="character"/> ὑπὸ <expan>Ἀμμω<ex>νίου</ex></expan> <expan>Ἀμ<supplied reason="lost">μω<ex>νίου</ex></supplied></expan><supplied reason="lost" cert="low"> </supplied><gap reason="lost" extent="unknown" unit="character"/>  

    <lb n="2"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> τὰ</supplied>ς <expan>προκ<ex>ειμένας</ex></expan> <expan><ex>ἀρούρας</ex></expan> <num value="5">ε</num> <num value="1/16" rend="tick">ιϛ</num> <num value="1/32" rend="tick">λβ</num> <unclear>οι</unclear><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="3"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> α</supplied>ἱρεῖν τῶν <expan>προκ<ex>ειμένων</ex></expan> <expan><ex>δραχμῶν</ex></expan> <num value="4"><unclear>δ</unclear></num><gap reason="lost" quantity="1" unit="character"/> <gap reason="lost" extent="unknown" unit="character"/>  

    <lb n="4"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> Δ</supplied>ιονυσοδώρου <unclear>ω</unclear><gap reason="lost" quantity="1" unit="character"/><gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" quantity="1" unit="character"/><gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="5"/><gap reason="lost" extent="unknown" unit="character"/>κυ<unclear>ρ</unclear>εινα Σεουή<supplied reason="lost">ρου </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="6"/> <gap reason="lost" extent="unknown" unit="character"/> <expan><supplied reason="lost">Διο</supplied>νυσοδώρο<ex cert="low">υ</ex></expan> καθὼς ἐξ <supplied reason="lost">ἴσου </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="7"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> ἐφ οὗ ὁ</supplied> φόρος καὶ ἡ αἵρεσις π<supplied reason="lost">αράκειται </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="8"/><gap reason="lost" extent="unknown" unit="line"/> 

    <lb n="8"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> τ</supplied>ῶν <expan>προκ<ex>ειμένων</ex></expan> <expan>λο<ex>ιπῶν</ex></expan> <expan><ex>ἀρουρῶν</ex></expan> <num value="4">δ</num> <num value="1/4" rend="tick">δ</num> <num value="1/8" rend="tick">η</num> α<gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="9"/><gap reason="lost" extent="unknown" unit="character"/><unclear>ο</unclear>ριου ὃν <expan>τρό<ex cert="low">πον</ex></expan> <expan>ὑπόκ<ex>ειται</ex></expan> <gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="10"/> <gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> <expan><ex>ἀρουρ  </ex></expan> </supplied><gap reason="lost" quantity="1" unit="character"/> <num value="1/4" rend="tick">δ</num> <num value="1/8" rend="tick">η</num> ἀπὸ <expan>ἀμ<ex>φόδου</ex></expan> <expan>Κοπρῶνο<ex>ς</ex></expan> <gap reason="illegible" quantity="1" unit="character"/><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="11"/><gap reason="lost" extent="unknown" unit="character"/>ου ἐμπέπρησται ὧν <gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="12"/><gap reason="lost" extent="unknown" unit="character"/>μου ὑπὸ Ῥωμύλου ἐξ <unclear>ο</unclear><supplied reason="lost" cert="low">ὗ </supplied><gap reason="lost" extent="unknown" unit="character"/>  

    <lb n="13"/><gap reason="lost" extent="unknown" unit="character"/> ἀλλὰ ἀκολούθως <unclear>οι</unclear><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="14"/><gap reason="lost" extent="unknown" unit="character"/><supplied reason="lost"> Ἀντωνί</supplied>νου Καίσαρος τοῦ <supplied reason="lost">κυρίου </supplied><gap reason="lost" extent="unknown" unit="character"/> 

    <lb n="15"/><gap reason="lost" extent="unknown" unit="character"/>μῳ περὶ τούτου ποιή<supplied reason="lost" cert="low">σῃς </supplied><gap reason="lost" extent="unknown" unit="character"/>  </ab></div></div>
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