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|Beta Code=a)/sofos | |Beta Code=a)/sofos | ||
|Definition=ον, [[unwise]], [[foolish]], <span class="bibl">Thgn.370</span>, <span class="bibl">Pi.<span class="title">O.</span>3.45</span>, <span class="bibl"><span class="title">Ep.Eph.</span>5.15</span>, Plu.2.330a: Comp., <span class="bibl">Them.<span class="title">Or.</span>15.185a</span>. Adv. -φως <span class="bibl">D.S.2.29</span>, <span class="bibl">Lib. <span class="title">Decl.</span>2.27</span>. | |Definition=ον, [[unwise]], [[foolish]], <span class="bibl">Thgn.370</span>, <span class="bibl">Pi.<span class="title">O.</span>3.45</span>, <span class="bibl"><span class="title">Ep.Eph.</span>5.15</span>, Plu.2.330a: Comp., <span class="bibl">Them.<span class="title">Or.</span>15.185a</span>. Adv. -φως <span class="bibl">D.S.2.29</span>, <span class="bibl">Lib. <span class="title">Decl.</span>2.27</span>. | ||
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{{DGE | |||
|dgtxt=-ον<br /><b class="num">1</b> en sent. despect. [[ignorante]], [[necio]], [[insensato]] μιμεῖσθαι δ' οὐδεὶς τῶν ἀσόφων δύναται Thgn.370, Φοίβου τ' ἄσοφοι γλώσσης ἐνοπαί E.<i>El</i>.1302, ἄσοφοι καὶ ἀκρατεῖς X.<i>Mem</i>.3.9.4, cf. <i>Ep.Eph</i>.5.15, Plu.2.330a, Philostr.<i>VA</i> 1.3, Poll.4.13<br /><b class="num">•</b>op. σοφός [[profano]] τὸ πόρσω δ' ἐστὶ σοφοῖς ἄβατον κἀσόφοις Pi.<i>O</i>.3.45<br /><b class="num">•</b>[[inculto]] τὸ θέατρον ... οὐδ' ἀμουσότερόν τε καὶ ἀσοφώτερον Them.<i>Or</i>.15.185a.<br /><b class="num">2</b> adv. -ως [[insensatamente]] οὐκ ἀ. δὲ ποιοῦνται D.S.2.29, ὁ δὲ σοφώτατος κελεύεται νῦν ἀ. ἀποθανεῖν Lib.<i>Decl</i>.2.27. | |||
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{{Slater | {{Slater | ||
|sltr=<b>ᾰσοφος</b> [[unwise]] τὸ [[πόρσω]] δ' ἐστὶ σοφοῖς ἄβατον κἀσόφοις (O. 3.45) | |sltr=<b>ᾰσοφος</b> [[unwise]] τὸ [[πόρσω]] δ' ἐστὶ σοφοῖς ἄβατον κἀσόφοις (O. 3.45) | ||
}} | }} | ||
{{StrongGR | {{StrongGR |