ὑψίλοφος: Difference between revisions

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Menander, Monostichoi, 321
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|Beta Code=u(yi/lofos
|Beta Code=u(yi/lofos
|Definition=ον, <span class="sense"><p>&nbsp;&nbsp;&nbsp;<span class="bld">A</span> <b class="b2">high-crested</b>, Αἴτνα <span class="bibl">Pi.<span class="title">O.</span>13.111</span>; θυρίδες <span class="title">AP</span>5.152 (Asclep.); v. l. in <span class="bibl">Ar.<span class="title">Ra.</span>818</span> (hex.) for <b class="b3">ἱππολόφων;</b> in <span class="bibl">Hp.<span class="title">Ep.</span>16</span> the best codd. have <b class="b3">ὑψηλόλοφος</b> (v.l. [[ὑψήλοφος]]).</span>
|Definition=ον, <span class="sense"><p>&nbsp;&nbsp;&nbsp;<span class="bld">A</span> <b class="b2">high-crested</b>, Αἴτνα <span class="bibl">Pi.<span class="title">O.</span>13.111</span>; θυρίδες <span class="title">AP</span>5.152 (Asclep.); v. l. in <span class="bibl">Ar.<span class="title">Ra.</span>818</span> (hex.) for <b class="b3">ἱππολόφων;</b> in <span class="bibl">Hp.<span class="title">Ep.</span>16</span> the best codd. have <b class="b3">ὑψηλόλοφος</b> (v.l. [[ὑψήλοφος]]).</span>
}}
{{ls
|lstext='''ὑψίλοφος''': -ον, ὁ ἔχων ὑψηλὸν λόφον, Αἴτνα Πινδ. Ο. 13. 159· θυρίδες Ἀνθ. Παλ. 5. 153· [[οὕτως]] ἀναγινώσκεται ὑπὸ τοῦ Σχολ. ἐν Ἀριστοφ. Βατρ. 818 ἀντὶ ἱππολόφων· τὸ παρ’ Ἱππ. 1278. 38, [[ὑψήλοφος]] φαίνεται ὅτι [[εἶναι]] πλημμελές.
}}
}}

Revision as of 11:09, 5 August 2017

Click links below for lookup in third sources:
Full diacritics: ὑψῐλοφος Medium diacritics: ὑψίλοφος Low diacritics: υψίλοφος Capitals: ΥΨΙΛΟΦΟΣ
Transliteration A: hypsílophos Transliteration B: hypsilophos Transliteration C: ypsilofos Beta Code: u(yi/lofos

English (LSJ)

ον,

   A high-crested, Αἴτνα Pi.O.13.111; θυρίδες AP5.152 (Asclep.); v. l. in Ar.Ra.818 (hex.) for ἱππολόφων; in Hp.Ep.16 the best codd. have ὑψηλόλοφος (v.l. ὑψήλοφος).

Greek (Liddell-Scott)

ὑψίλοφος: -ον, ὁ ἔχων ὑψηλὸν λόφον, Αἴτνα Πινδ. Ο. 13. 159· θυρίδες Ἀνθ. Παλ. 5. 153· οὕτως ἀναγινώσκεται ὑπὸ τοῦ Σχολ. ἐν Ἀριστοφ. Βατρ. 818 ἀντὶ ἱππολόφων· τὸ παρ’ Ἱππ. 1278. 38, ὑψήλοφος φαίνεται ὅτι εἶναι πλημμελές.