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|Transliteration C=okka | |Transliteration C=okka | ||
|Beta Code=o(/kka | |Beta Code=o(/kka | ||
|Definition=Dor. Adv.,=<b class="b3">ὅκα, ὅτε</b>, <span class="bibl">Alcm.94</span>, <span class="bibl">Cerc.7.11</span>, Epigr.in <span class="title">Berl.Sitzb.</span>1894.908. (From <b class="b3">*ὁδ-κᾰ</b>, cf. Lesb. [[ὄττι]] from <b class="b3">*ὅδ-τι</b>, etc.)<br /><span class="bld">ὅκκᾱ</span>, Dor.for [[ὅταν]], <span class="bibl">Epich.165</span>, al., <span class="bibl">Sophr.46</span>, <span class="bibl">Ar.<span class="title">Ach.</span>762</span> (Megar.), <span class="title">IG</span>5(1).962.26 (Lacon.), 12(1).694.17(Rhodes, iii B. C.), <span class="bibl">Archyt.<span class="title">Fr.</span>1</span>, <span class="bibl">Theoc.1.87</span>,<span class="bibl">4.21</span>. [<span class="sense" | |Definition=Dor. Adv.,=<b class="b3">ὅκα, ὅτε</b>, <span class="bibl">Alcm.94</span>, <span class="bibl">Cerc.7.11</span>, Epigr.in <span class="title">Berl.Sitzb.</span>1894.908. (From <b class="b3">*ὁδ-κᾰ</b>, cf. Lesb. [[ὄττι]] from <b class="b3">*ὅδ-τι</b>, etc.)<br /><span class="bld">ὅκκᾱ</span>, Dor.for [[ὅταν]], <span class="bibl">Epich.165</span>, al., <span class="bibl">Sophr.46</span>, <span class="bibl">Ar.<span class="title">Ach.</span>762</span> (Megar.), <span class="title">IG</span>5(1).962.26 (Lacon.), 12(1).694.17(Rhodes, iii B. C.), <span class="bibl">Archyt.<span class="title">Fr.</span>1</span>, <span class="bibl">Theoc.1.87</span>,<span class="bibl">4.21</span>. [<span class="sense"> <span class="bld">A</span> ὅκκᾱ <span class="bibl">Epich.165</span>, <span class="bibl">Theoc.8.68</span>,<span class="bibl">11.22</span> (<b class="b3">ὅκκ'</b> Ar.l.c., ὅκχ' <span class="bibl">Epich.29</span>, etc., v. κᾱ) : ὅκκᾰ <span class="bibl">Theoc.4.21</span>, <span class="title">AP</span>6.353.4, by confusion with foreg.]</span> | ||
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