Scaife ATLAS

Back to dictionaries

LSJ

αὐτοδίπουν
αὐτόδοξα
αὐτοδόξαστον
αὐτόδορος
αὐτοδουλεία
αὐτοδρομέω
αὐτόδρομος
αὐτοδυάς
αὐτοδύναμις
αὐτοε<θεί>ρας
αὐτοειδής
αὐτοεῖδος
αὐτοέκαστος
αὐτοέκτατος
αὐτοελαιουργός
αὐτοελέφας
αὐτοέλικτος
αὐτοέν
αὐτοενάς
αὐτοενέργεια
αὐτοεννεάς
View word page
αὐτοειδής
αὐτο-ειδής, ές,
A). true to its own εἶδος, M. Ant. 11.12 (s. v.l.), Olymp. in Alc. p.16C.
2). ofideal, abstract nature, Dam. Pr. 340 .


ShortDef

true to its own

Debugging

Headword:
αὐτοειδής
Headword (normalized):
αὐτοειδής
Headword (normalized/stripped):
αυτοειδης
IDX:
17689
URN:
urn:cite2:scaife-viewer:dictionary-entries.atlas_v1:lsj-17690
Key:

Data

{'content': '<div class="entry"> <span class="orth greek">αὐτο-ειδής</span>, <span class="itype greek">ές</span>, <div style="margin-top: 1.0em;" class="sense depth-1"> <span><strong>A).</strong></span> <span class="tr" style="font-weight: bold;">true to its own</span> <span class="foreign greek">εἶδος,</span> M. Ant.<a class="bibl" target="_blank" data-urn="urn:cts:greekLit:tlg4085.tlg001:11:12" href="https://catalog-api-dev.scaife.eldarion.com/urn:cts:greekLit:tlg4085.tlg001:11.12/canonical-url/"> 11.12 </a> (s. v.l.), <a class="bibl" target="_blank" data-urn="urn:cts:greekLit:tlg4019.tlg004:p.16C" href="https://catalog-api-dev.scaife.eldarion.com/urn:cts:greekLit:tlg4019.tlg004:p.16C/canonical-url/"> <span class="author" style="font-variant: small-caps;">Olymp.</span> <span class="title" style="font-style: italic;">in Alc.</span> p.16C. </a> </div> <div style="margin-top: 1.0em;" class="sense depth-3"> <span><strong>2).</strong></span> <span class="tr" style="font-weight: bold;">ofideal, abstract nature,</span> <a class="bibl" target="_blank" data-urn="urn:cts:greekLit:tlg4066.tlg003:340" href="https://catalog-api-dev.scaife.eldarion.com/urn:cts:greekLit:tlg4066.tlg003:340/canonical-url/"> <span class="author" style="font-variant: small-caps;">Dam.</span> <span class="title" style="font-style: italic;">Pr.</span> 340 </a>.</div> </div><br><br>'}