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|Transliteration C=epitagma | |Transliteration C=epitagma | ||
|Beta Code=e)pi/tagma | |Beta Code=e)pi/tagma | ||
|Definition=ατος, τό,<br><span class="bld">A</span> [[injunction]], [[command]], ''SIG''22.6 (pl., Epist. Darei), etc.; τὸ ὑπὸ τοῦ νόμου ἐπίταγμα Pl.''R.''359a; ἐπίταγμα ἐπιτάξαι Aeschin.1.3; ἐξ ἐπιταγμάτων And.3.11; ἐξ ἐπιτάγματος D.19.185; [[κατ' ἐπίταγμα]] = [[κατ' ἐπιταγήν]] (cf. [[ἐπιταγή]] 2), ''IG''3.163,209; τυραννικὸν ἐπίταγμα Pl.''Lg.'' 722e, cf. Hyp.''Dem.Fr.''5, Arist.''Pol.''1292a20; [[τὰ ἐπιτάγματα]] the [[order]]s or [[demand]]s of a [[courtesan]], D.59.29.<br><span class="bld">2</span> [[condition of a treaty]], Plb. 1.31.5.<br><span class="bld">3</span> Math., [[ποιεῖν]] τὸ ἐπίταγμα = [[satisfy]] the [[required]] [[condition]]s, Archim.''Sph.Cyl.''1.2,al.<br><span class="bld">b</span> [[problem]], <b class="b3">προγράψαντες οὖν τά τε θεωρήματα καὶ τὰ ἐπιτάγματα τὰ χρεῖαν ἔχοντα εἰς τὰς ἀποδείξιας αὐτῶν μετὰ ταῦτα γραψοῦμές τοι τὰ προκείμενα</b> = having therefore written at the beginning the theorems and the problems (lit. "requirements") that are necessary (lit. "that hold necessity") for their proofs, we will then write out for you the propositions Id.Con.Sph.Praef.; [[subdivision]] of a [[problem]], Papp.644.9, etc.<br><span class="bld">4</span> [[tribute]], Lyd.''Mens.''3.23 (pl.).<br><span class="bld">II</span> [[reserve]] [[force]] or [[subsidiary]] [[force]], Plb.5.53.5, Plu.''Pomp.''69.<br><span class="bld">2</span> [[detachment]] of 8,192 [[ψιλός|ψιλοί]] = [[two]] [[στῖφος|στίφη]], Ascl.''Tact.''6.3, etc.<br><span class="bld">b</span> [[detachment]] of 4,096 [[cavalry]] = [[two]] [[τέλος|τέλη]], ib.7.11, etc., cf.''PGrenf.''1.18.6 (ii B.C.). | |Definition=-ατος, τό,<br><span class="bld">A</span> [[injunction]], [[command]], ''SIG''22.6 (pl., Epist. Darei), etc.; τὸ ὑπὸ τοῦ νόμου ἐπίταγμα Pl.''R.''359a; ἐπίταγμα ἐπιτάξαι Aeschin.1.3; ἐξ ἐπιταγμάτων And.3.11; ἐξ ἐπιτάγματος D.19.185; [[κατ' ἐπίταγμα]] = [[κατ' ἐπιταγήν]] (cf. [[ἐπιταγή]] 2), ''IG''3.163,209; τυραννικὸν ἐπίταγμα Pl.''Lg.'' 722e, cf. Hyp.''Dem.Fr.''5, Arist.''Pol.''1292a20; [[τὰ ἐπιτάγματα]] the [[order]]s or [[demand]]s of a [[courtesan]], D.59.29.<br><span class="bld">2</span> [[condition of a treaty]], Plb. 1.31.5.<br><span class="bld">3</span> Math., [[ποιεῖν]] τὸ ἐπίταγμα = [[satisfy]] the [[required]] [[condition]]s, Archim.''Sph.Cyl.''1.2,al.<br><span class="bld">b</span> [[problem]], <b class="b3">προγράψαντες οὖν τά τε θεωρήματα καὶ τὰ ἐπιτάγματα τὰ χρεῖαν ἔχοντα εἰς τὰς ἀποδείξιας αὐτῶν μετὰ ταῦτα γραψοῦμές τοι τὰ προκείμενα</b> = having therefore written at the beginning the theorems and the problems (lit. "requirements") that are necessary (lit. "that hold necessity") for their proofs, we will then write out for you the propositions Id.Con.Sph.Praef.; [[subdivision]] of a [[problem]], Papp.644.9, etc.<br><span class="bld">4</span> [[tribute]], Lyd.''Mens.''3.23 (pl.).<br><span class="bld">II</span> [[reserve]] [[force]] or [[subsidiary]] [[force]], Plb.5.53.5, Plu.''Pomp.''69.<br><span class="bld">2</span> [[detachment]] of 8,192 [[ψιλός|ψιλοί]] = [[two]] [[στῖφος|στίφη]], Ascl.''Tact.''6.3, etc.<br><span class="bld">b</span> [[detachment]] of 4,096 [[cavalry]] = [[two]] [[τέλος|τέλη]], ib.7.11, etc., cf.''PGrenf.''1.18.6 (ii B.C.). | ||
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