ἐξαγρέω: Difference between revisions

ἀγεωμέτρητος μηδεὶς εἰσίτω → no one ignorant of geometry may enter, let no one ignorant of geometry enter, let no one ignorant of geometry come in

Latest revision as of 11:46, 25 August 2023

Click links below for lookup in third sources:

Full diacritics: ἐξαγρέω	Medium diacritics: ἐξαγρέω	Low diacritics: εξαγρέω	Capitals: ΕΞΑΓΡΕΩ
Transliteration A: exagréō	Transliteration B: exagreō	Transliteration C: eksagreo	Beta Code: e)cagre/w

= ἐξαιρέω, Schwyzer412.3 (Elis), cf. Hsch.

eliminar, suprimir αἴ τι ἐνποιοῖ αἴτ' ἐξαγρέοι si hubiese que añadir o suprimir algo en la ley IDEl.4.5, cf. 3 (VI a.C.), Hsch.

ἐξαγρέω: «ἐξαγρεῖν· ἐξάγειν, ἐξαιρεῖν» Ἡσύχ.

@@ Line 8: / Line 8: @@
 |Transliteration C=eksagreo
 |Beta Code=e)cagre/w
-|Definition=<span class="sense"><p>&nbsp;&nbsp;&nbsp;<span class="bld">A</span> = [[ἐξαιρέω]], <span class="title">Schwyzer</span>412.3 (Elis), cf. Hsch.</span>
+|Definition== [[ἐξαιρέω]], ''Schwyzer''412.3 (Elis), cf. [[Hesychius Lexicographus|Hsch.]]
+}}
+{{DGE
+|dgtxt=[[eliminar]], [[suprimir]] αἴ τι ἐνποιοῖ αἴτ' ἐξαγρέοι si hubiese que añadir o suprimir algo</i> en la ley <i>IDEl</i>.4.5, cf. 3 (VI a.C.), Hsch.
+}}
+{{ls
+|lstext='''ἐξαγρέω''': «ἐξαγρεῖν· ἐξάγειν, ἐξαιρεῖν» Ἡσύχ.
 }}