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59647.xml
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59647.xml
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<?xml version="1.0" encoding="UTF-8"?>
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<titleStmt>
<title>Alphabetical lexicon for Demosthenes, In Aristocratem</title>
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<authority>Digital Corpus of Literary Papyri</authority>
<idno type="dclp">59647</idno>
<idno type="TM">59647</idno>
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<availability>
<p>
© Digital Corpus of Literary 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>
</availability>
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<idno type="invNo">Berlin, Ägyptisches Museum P. 5008</idno>
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<origPlace>Fundort: Arsinoites, Egypt; Schreibort: Egypt</origPlace>
<origDate notBefore="0301" notAfter="0500" precision="low">IV - V</origDate>
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This file encoded to comply with EpiDoc Guidelines and Schema version 8
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<term n="1" type="religion">classical</term>
<term n="2" type="culture">science</term>
<term n="3">philology</term>
<term n="4">lexicography</term>
<term n="5">alphabetical</term>
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<language ident="en">English</language>
<language ident="grc">Greek</language>
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<change when="2022-01-20T15:05:39-05:00"
who="http://papyri.info/editor/users/Holger%20Essler">Finalized - Revised text and metadata.</change>
<change when="2022-01-20T14:02:40-05:00"
who="http://papyri.info/editor/users/Holger%20Essler">Vote - Accept-Straight-to-Finalization - Add links to images, rename recto-verso. Subtitles not in capitals.</change>
<change when="2022-01-19T08:53:29-05:00"
who="http://papyri.info/editor/users/JohannesKern">Submit - Text and Meta edited for BKT 1.</change>
<change when="2022-01-20T15:05:39-05:00"
who="http://papyri.info/editor/users/Holger%20Essler">Finalized - Revised text and metadata.</change>
<change when="2022-01-20T14:02:40-05:00"
who="http://papyri.info/editor/users/Holger%20Essler">Vote - Accept-Straight-to-Finalization - Add links to images, rename recto-verso. Subtitles not in capitals.</change>
<change when="2022-01-19T08:53:29-05:00"
who="http://papyri.info/editor/users/JohannesKern">Submit - Text and Meta edited for BKT 1.</change>
<change when="2014-12-10" who="DCLP">Crosswalked to EpiDoc XML</change>
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<body>
<div type="commentary" subtype="frontmatter" xml:space="preserve">
<p>
This text has been digitally edited by Johannes Kern and revised by Holger Essler as part of the Project
<ref target="http://https://epikur-wuerzburg.de/encode/">Encode</ref>
and
<ref target="http://https://epikur-wuerzburg.de/editio/">Editio maior</ref>
.
</p>
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<div xml:lang="grc" type="edition" xml:space="preserve">
<div n="a" subtype="column" type="textpart" corresp="#FR10345"><ab>
<lb n="1"/><supplied reason="lost">Μιλτοκύθης</supplied>
<lb n="1"/>ἱστόρησεν. ὅτι δὲ ἀπέσ<supplied reason="lost">τη Κότυ</supplied>ος Φιλόχορος δεδή
<lb n="2" break="no"/>λω<del rend="erasure">ι</del>κεν ἐν τῆι <num value="5"><hi rend="supraline">ε</hi></num> τῆς <unclear>Ἀ</unclear><supplied reason="lost">τθίδος. ὅτι</supplied> <unclear>δ</unclear>ὲ <unclear>ὑπὸ</unclear> Κερσοβλέ
<lb n="3" break="no"/>πτου ἁλοὺς Μιλτοκύ<supplied reason="lost">θης ἐτελεύτησ</supplied>εν, <unclear>φη</unclear><supplied reason="lost">σὶ καὶ</supplied>
<lb n="4"/>Θεόπομπος <supplied reason="lost">ἐν τῆι</supplied> <supplied reason="lost"><num><hi rend="supraline"><gap reason="illegible" quantity="2" unit="character"/></hi></num></supplied> <supplied reason="lost">τῶν Φιλιππικῶν λέγων οὕτως·</supplied>
<lb n="5"/>ὁρμώμενος δ' ἐκ τῆς <unclear>π</unclear>ό<supplied reason="lost">λ</supplied>εως <gap reason="illegible" quantity="11" unit="character"/>
<lb n="6"/>ξενολογήσας διὰ τοῦ Ἡρακλείδ<supplied reason="lost">ο</supplied>υ <supplied reason="lost">καὶ Π</supplied><unclear>ύθ</unclear><supplied reason="lost">ωνος</supplied>
<lb n="7"/>τῶν <choice><reg>Ἀρχελάου</reg><orig>Ἀρχαιλάου</orig></choice> παίδων, <supplied reason="lost">τὸ</supplied> μὲν πρ<supplied reason="lost">ῶτον ἐ</supplied>
<lb n="8" break="no"/>κράτει τῶι πολέμωι καὶ <supplied reason="lost">τ</supplied><unclear>ῶν</unclear> <app type="editorial"><lem>ἐ<unclear>πὶ</unclear> <gap reason="lost" quantity="8" unit="character"/> <supplied reason="lost">ἔλα</supplied>
<lb n="9" break="no"/>βεν</lem><rdg resp="Blass">ἐ<unclear>πὶ</unclear> <unclear>θαλ</unclear><supplied reason="lost">άττης εἶρ</supplied>
<lb n="9" break="no"/>ξεν</rdg><rdg resp="Diels, Schubart">ἐπὶ <supplied reason="lost">Θράικης τιν' ἔλα</supplied>
<lb n="9" break="no"/>βεν</rdg></app> καὶ τὴν χώραν ἐπέ<unclear>δ</unclear><supplied reason="lost">ρα</supplied>μεν κακ<unclear>οπ</unclear><supplied reason="lost">οιῶν</supplied>
<lb n="10"/><supplied reason="lost">καὶ</supplied> πορθῶν ἅπασαν <app type="editorial"><lem><unclear>τ</unclear><gap reason="lost" quantity="3" unit="character"/><unclear>πρ</unclear><gap reason="illegible" quantity="3" unit="character"/><unclear>εν</unclear><gap reason="lost" quantity="9" unit="character"/></lem><rdg resp="Blass"><gap reason="lost" quantity="5" unit="character"/> προδοθέν<supplied reason="lost">τα ὑπὸ τ</supplied><unclear>οῦ</unclear></rdg></app> <supplied reason="lost">Σμι</supplied>
<lb n="11" break="no"/>κυθ<supplied reason="omitted">ί</supplied>ωνος στρατιῶτ<unclear>ας</unclear> <app type="editorial"><lem><gap reason="illegible" quantity="4" unit="character"/>ωρ<gap reason="illegible" quantity="10" unit="character"/></lem><rdg resp="Blass"><supplied reason="lost">δ</supplied>ῶρα <unclear>πα</unclear><gap reason="illegible" quantity="2" unit="character"/><unclear>κε</unclear><gap reason="illegible" quantity="3" unit="character"/></rdg></app> <supplied reason="lost">λα</supplied>
<lb n="12" break="no"/>βεῖν καὶ <app type="editorial"><lem>ω<gap reason="lost" quantity="6" unit="character"/>τον<gap reason="illegible" quantity="6" unit="character"/><unclear>τρω</unclear><gap reason="illegible" quantity="11" unit="character"/></lem><rdg resp="Blass"><unclear>ἀνύ</unclear>ειν αὐτὸν <gap reason="illegible" quantity="4" unit="character"/><unclear>ε</unclear><gap reason="illegible" quantity="2" unit="character"/><unclear>ρω</unclear><gap reason="illegible" quantity="8" unit="character"/> <supplied reason="lost">εἰς</supplied></rdg></app>
<lb n="13"/>ἀ<supplied reason="lost">π</supplied>ῆ<unclear>χθαι</unclear> π<unclear>ρ</unclear><supplied reason="lost">ὸ</supplied><unclear>ς</unclear> τὸν Κερσο<supplied reason="lost">βλέπ</supplied><unclear>την</unclear>
<lb n="14"/>α<unclear>πε</unclear><gap reason="lost" extent="unknown" unit="character"/>κα<gap reason="lost" extent="unknown" unit="character"/>
<lb n="15"/>ἄν<unclear>δρ</unclear><supplied reason="lost">α</supplied> καὶ <unclear>π</unclear><gap reason="lost" extent="unknown" unit="character"/>
<lb n="16"/>κα<unclear>ὶ</unclear> <supplied reason="lost">μ</supplied>έντοι <supplied reason="lost">περὶ τούτων ἄλλοι τε εἰρήκασιν</supplied>
<lb n="17"/>καὶ Ἀναξιμ<supplied reason="lost">ένης, ὃς ἐν τῆι <num value="1"><hi rend="supraline">α</hi></num> τῶν Φιλιππικῶν</supplied>
<lb n="18"/>ἱστορεῖ τὴν ἀ<supplied reason="lost">πόστασιν τὴν ἀπὸ Κότυος, ἐν</supplied>
<lb n="19"/>δὲ τ<unclear>ῆ</unclear>ι <num value="2"><hi rend="supraline">β</hi></num> τὴν π<supplied reason="lost">ροδοσίαν τὴν ὑπὸ τοῦ Σμι</supplied>
<lb n="20" break="no"/>κυθίωνος κ<supplied reason="lost">αὶ τὴν ἀναίρεσιν τὴν Μιλτοκύθου.</supplied>
<lb n="21" rend="outdent"/> μόραν. καὶ τὴν μ<supplied evidence="parallel" reason="lost">όραν κατέκοψεν Ἰφικράτης.</supplied> <supplied reason="lost">συν</supplied>
<lb n="22" break="no"/>τ<supplied reason="lost">άγματά τινα Λακωνικά, ὥς φησιν Ἀριστο</supplied>
<lb n="23" break="no"/><unclear>τέλη</unclear><supplied reason="lost">ς ἐ</supplied><unclear>ν</unclear> <supplied reason="lost">τῆι Λακεδαιμονίων πολιτείαι, ὃς</supplied>
<lb n="24"/><app type="editorial"><lem>πρ<unclear>α</unclear><gap reason="lost" extent="unknown" unit="character"/></lem><rdg resp="Blass">προει<unclear>π</unclear>ὼν <gap reason="lost" extent="unknown" unit="character"/>ω</rdg></app>
<lb n="25"/>εἰς <unclear>διαίρεσι</unclear><supplied reason="lost">ν</supplied> <app type="editorial"><lem><gap reason="lost" extent="unknown" unit="character"/></lem><rdg resp="Blass"><gap reason="lost" extent="unknown" unit="character"/> <supplied reason="lost">ἔπε</supplied>ιτα</rdg></app>
<lb n="26"/>δ' εἰς μόρο<supplied reason="lost">υς</supplied> <gap reason="lost" quantity="7" unit="character"/> <supplied reason="lost">φησὶν ὡς εἰσὶ μόραι ἓξ</supplied>
<lb n="27"/>ὠνομασμ<unclear>έ</unclear><supplied reason="lost">ναι</supplied> <gap reason="lost" quantity="21" unit="character"/> <supplied reason="lost">καὶ</supplied>
<lb n="28"/>διήρη<add place="above">ν</add>ται <unclear>ε</unclear><supplied reason="lost">ἰς τὰς μόρας Λακεδαιμόνιοι πάν</supplied>
<lb n="29" break="no"/>τες· <app type="editorial"><lem><unclear>τὰς</unclear></lem><rdg resp="Blass">εἰς</rdg></app> δὲ τα<gap reason="lost" extent="unknown" unit="character"/>
<lb n="30"/><app type="editorial"><lem>μ<gap reason="lost" extent="unknown" unit="character"/></lem><rdg resp="Blass"><unclear>μ</unclear>ο<unclear>μ</unclear><gap reason="illegible" quantity="2" unit="character"/>ε<unclear>ξ</unclear><gap reason="lost" extent="unknown" unit="character"/></rdg></app>
<lb n="31"/>ξας<gap reason="lost" extent="unknown" unit="character"/>
<lb n="32"/><app type="editorial"><lem>χος <gap reason="illegible" quantity="1" unit="character"/>ξ<gap reason="lost" extent="unknown" unit="character"/></lem><rdg resp="Blass">χος εξαγη<unclear>ι</unclear><gap reason="lost" extent="unknown" unit="character"/></rdg></app>
<lb n="33"/>λόχους. καὶ Θ<supplied reason="lost">εό</supplied><unclear>π</unclear><supplied reason="lost">ομπος δ' ἐν Ἑλληνικοῖς</supplied>
<lb n="34"/><unclear>τὰ</unclear> παραπλ<supplied reason="lost">ήσια ἱστορεῖ τούτοις· Ξενοφῶν</supplied>
<lb n="35"/>δὲ ἐν τῆι Λακώνω<supplied reason="lost">ν πολιτεία φησίν· ἑκά</supplied>
<lb n="36" break="no"/><unclear>στη</unclear> δὲ τῶν πολι<supplied reason="lost">τικῶν μορῶν ἔχει πολέμαρχον</supplied>
<lb n="37"/><supplied reason="lost"><num value="1"><hi rend="supraline">α</hi></num>, λοχαγοὺς <num value="4"><hi rend="supraline">δ</hi></num>, πεντηκοστύας <num value="8"><hi rend="supraline">η</hi></num>, ἐνωμοτάρχας <num value="16"><hi rend="supraline">ιϛ</hi></num></supplied>
<lb n="37"/><gap reason="lost" extent="unknown" unit="line"/>
</ab></div>
<div n="b" subtype="column" type="textpart" corresp="#FR10346"><ab>
<lb n="1"/>εἰς οἰνοχόημα, ὅταν <app type="editorial"><lem>ἦι Ἅλαδε</lem><rdg resp="Blass"><unclear>πά</unclear>λαι δὲ</rdg></app> μύσται, οἱ καθιστάμε
<lb n="2" break="no"/>νοι <app type="editorial"><lem>μ<supplied reason="lost">υστηρίων</supplied> <gap reason="lost" quantity="4" unit="character"/> <supplied reason="lost">ἐπι</supplied><unclear>μ</unclear>εληταί</lem><rdg resp="Blass">μυστηρίων ἐπ<supplied reason="lost">ιμ</supplied>εληταί</rdg></app>. καὶ Ἔφορος ἐν τῇ <num value="21"><hi rend="supraline">κα</hi></num>
<lb n="3"/>τ<unclear>ῶν</unclear> <supplied reason="lost">ἱ</supplied><unclear>στ</unclear><supplied reason="lost">οριῶν</supplied> <app type="editorial"><lem><gap reason="lost" quantity="10" unit="character"/> <unclear>δεισ</unclear>εστη<gap reason="illegible" quantity="4" unit="character"/>ν<gap reason="illegible" quantity="1" unit="character"/><unclear>σ</unclear></lem><rdg resp="Blass"><gap reason="illegible" quantity="6" unit="character"/> ἐξειργάσατο</rdg></app>
<lb n="4" rend="outdent"/> ὁδό<supplied reason="lost">ς.</supplied> <supplied evidence="parallel" reason="lost"><unclear>ἐν</unclear> ὁδῶι καθελών</supplied> <gap reason="lost" quantity="4" unit="character"/> <supplied reason="lost">ἀντὶ τοῦ</supplied> ἐν <choice><corr>λό<unclear>χ</unclear>ω<unclear>ι</unclear></corr><sic>ὄχλωι</sic></choice> <unclear>κ</unclear><supplied reason="lost">αὶ ἐ</supplied>
<lb n="5" break="no"/><unclear>ν</unclear><supplied reason="lost">έ</supplied><unclear>δρα</unclear><supplied reason="lost">ι. τοιοῦ<unclear>τ</unclear>ον δὲ εἶναι</supplied> καὶ τὸ Ὁ<supplied reason="lost">μηρικὸν</supplied> <unclear>δοκεῖ</unclear>·
<lb n="6"/>ἢ <supplied evidence="parallel" reason="lost">ὁδὸν</supplied> <unclear>ἐ</unclear>λθέμε<supplied evidence="parallel" reason="lost">ναι</supplied>, <unclear>ἢ</unclear> <unclear>ἀνδράσιν</unclear> <unclear>ἶφι</unclear> <unclear>μά</unclear><supplied evidence="parallel" reason="lost">χεσθαι.</supplied>
<lb n="7" rend="outdent"/> ὁ κάτωθεν νόμος. <supplied reason="lost">Δίδυ</supplied>μος ὁ γραμματικ<unclear>ὸς</unclear> <unclear>διχῶς</unclear>
<lb n="8"/><supplied reason="lost">ἐξηγ</supplied>εῖται τὸ <unclear>ε</unclear><supplied reason="lost">ἰρημ</supplied><unclear>έν</unclear>ον· ἢ γὰρ διὰ τ<unclear>ὸ</unclear> <unclear>τὴ</unclear>ν <unclear>ἡλιαίαν</unclear>
<lb n="9"/>δ<supplied reason="lost">ι</supplied>αγ<unclear>ι</unclear>γνώσκειν <supplied reason="lost">περὶ</supplied> <unclear>τ</unclear>ῶν λυμαινομένων καὶ
<lb n="10"/>ἄπο<supplied reason="lost">ιν</supplied>α δεχομέ<supplied reason="lost">νων</supplied> οὕτως φησὶν εἰρηκέναι <expan>τὸ<ex>ν</ex></expan>
<lb n="11"/>ῥήτορα· τῶν γὰρ <supplied reason="lost">δικασ</supplied>τηρίων ἔλεγον τὰ μὲν ἄ
<lb n="12" break="no"/>νωι εἶναι τὰ δὲ <unclear>κ</unclear><supplied reason="lost">άτωι</supplied>· ἢ διὰ τ<unclear>ὸ</unclear> σχῆμα <unclear>τῆς</unclear> <unclear>ἐν</unclear> <unclear>τοῖς</unclear>
<lb n="13"/>ἄξοσι γραφῆς βου<supplied reason="lost">στροφ</supplied>ηδὸν γεγραμμένη<unclear>ς</unclear> ἐκ
<lb n="14"/>μεταφορᾶς τῆς ἀ<supplied reason="lost">πὸ τῶν ἀ</supplied><unclear>ρού</unclear><supplied reason="lost">ντ</supplied><unclear>ων</unclear> <app type="editorial"><lem><gap reason="illegible" quantity="10" unit="character"/></lem><rdg resp="Blass"><supplied reason="lost">ἐκ τῶν κ</supplied><unclear>άτ</unclear><supplied reason="lost"><unclear>ω</unclear>ι</supplied></rdg></app>
<lb n="15"/>γὰρ ἀπὸ τῶν ἀρισ<supplied reason="lost">τερῶν</supplied> <app type="editorial"><lem><gap reason="lost" quantity="18" unit="character"/>
<lb n="16"/><gap reason="illegible" quantity="1" unit="character"/>εν</lem><rdg resp="Blass"><supplied reason="lost">ὥσ</supplied><unclear>τε</unclear> <unclear>τὸ</unclear><supplied reason="lost">ν</supplied> ἑ<supplied reason="lost">ξῆς ἄνω</supplied>
<lb n="16" break="no"/><supplied reason="lost">θ</supplied>εν</rdg></app> ἀ<supplied reason="lost">ν</supplied>αστρέφ<supplied reason="lost">εσθ</supplied><unclear>α</unclear><supplied reason="lost">ι</supplied> <app type="editorial"><lem><gap reason="lost" extent="unknown" unit="character"/>
<lb n="17"/>ρ<gap reason="lost" extent="unknown" unit="character"/>
<lb n="18"/><gap reason="lost" quantity="1" unit="line"/>
<lb n="19"/>κα<gap reason="lost" extent="unknown" unit="character"/>
<lb n="20"/>δε<gap reason="lost" extent="unknown" unit="character"/>
<lb n="21"/>ξ<gap reason="lost" extent="unknown" unit="character"/>
<lb n="22"/>πολ<gap reason="lost" extent="unknown" unit="character"/>
<lb n="23"/>τε<gap reason="lost" extent="unknown" unit="character"/>
<lb n="24"/>τη<gap reason="lost" extent="unknown" unit="character"/></lem><rdg resp="Blass"><supplied reason="lost">ἀπὸ τῶν δ</supplied>εξιῶν εἰς τὰ ἀ
<lb n="17" break="no"/>ρ<supplied reason="lost">ιστ</supplied><unclear>ερ</unclear><supplied reason="lost">ά</supplied> <gap reason="illegible" quantity="6" unit="character"/>αυ<gap reason="illegible" quantity="8" unit="character"/>ουδε <unclear>τὸν</unclear> <unclear>νό</unclear><supplied reason="lost">μο</supplied><unclear>ν</unclear>
<lb n="18"/><supplied reason="lost">τὸν</supplied> <gap reason="illegible" quantity="6" unit="character"/> <supplied reason="lost">ἀπὸ τῶν εὐωνύμω</supplied>ν ἀρχ<unclear>ό</unclear><supplied reason="lost">με</supplied>νον
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<lb n="24"/>τῆ<supplied reason="omitted">ι</supplied> <num><hi rend="supraline"><gap reason="illegible" quantity="1" unit="character"/></hi></num> <supplied reason="lost">τῶν Φιλιππικῶν</supplied>.</rdg></app>
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<bibl type="printed">CPF IV.2, pl.11</bibl>
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<author xml:lang="grc"
ref="http://data.perseus.org/catalog/urn:cts:greekLit:tlg0014">Demosthenes</author>
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level="m"
xml:lang="grc"
ref="http://www.trismegistos.org/authorwork/829">In Aristocratem</title>
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