ἀνισάζω: Difference between revisions
προγράψαντες οὖν τά τε θεωρήματα καὶ τὰ ἐπιτάγματα τὰ χρεῖαν ἔχοντα εἰς τὰς ἀποδείξιας αὐτῶν μετὰ ταῦτα γραψοῦμές τοι τὰ προκείμενα → having therefore written at the beginning the theorems and the postulates that are necessary for their proofs, we will then write out for you the propositions
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|Transliteration C=anisazo | |Transliteration C=anisazo | ||
|Beta Code=a)nisa/zw | |Beta Code=a)nisa/zw | ||
|Definition=[[equalize]], | |Definition=[[equalize]], Hp.''Vict.''3.85, Arist.''IA''708b14, ''Cael.''293a2:—Pass., ib.297b12. | ||
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{{DGE | {{DGE | ||
|dgtxt=[[equilibrar]] abs. el ejercicio físico y la alimentación, Hp.<i>Vict</i>.3.85.1, cf. Arist.<i>Cael</i>.293<sup>a</sup>2<br /><b class="num">•</b>c. ac. οὕτω γὰρ <ἄν> αὑτῶν ἀνισάζειν τε δύναιντο τὸ [[βάρος]] Arist.<i>IA</i> 708<sup>b</sup>14, cf. Hp.<i>Vict</i>.3.68.10, en v. pas. Arist.<i>Cael</i>.297<sup>b</sup>12. | |dgtxt=[[equilibrar]] abs. el ejercicio físico y la alimentación, Hp.<i>Vict</i>.3.85.1, cf. Arist.<i>Cael</i>.293<sup>a</sup>2<br /><b class="num">•</b>c. ac. οὕτω γὰρ <ἄν> αὑτῶν ἀνισάζειν τε δύναιντο τὸ [[βάρος]] Arist.<i>IA</i> 708<sup>b</sup>14, cf. Hp.<i>Vict</i>.3.68.10, en v. pas. Arist.<i>Cael</i>.297<sup>b</sup>12. | ||
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{{pape | |||
|ptext=<i>[[gleichmachen]], [[ausgleichen]]</i>, Arist. <i>Nicom</i>. 7.10. | |||
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{{elru | {{elru | ||
Latest revision as of 11:39, 25 August 2023
English (LSJ)
equalize, Hp.Vict.3.85, Arist.IA708b14, Cael.293a2:—Pass., ib.297b12.
Spanish (DGE)
equilibrar abs. el ejercicio físico y la alimentación, Hp.Vict.3.85.1, cf. Arist.Cael.293a2
•c. ac. οὕτω γὰρ <ἄν> αὑτῶν ἀνισάζειν τε δύναιντο τὸ βάρος Arist.IA 708b14, cf. Hp.Vict.3.68.10, en v. pas. Arist.Cael.297b12.
German (Pape)
gleichmachen, ausgleichen, Arist. Nicom. 7.10.
Russian (Dvoretsky)
ἀνῐσάζω: выравнивать Arst.
Greek (Liddell-Scott)
ἀνῐσάζω: ἰσάζω, ἐξισώνω, τὰ ὄψα ἀνισάζειν, τὰ ἑφθὰ τοῖσι ὀπτοῖσι Ἱππ. 368. 2· ἵνα ἀνισάζῃ τὴν θατέρου ὑπερβολὴν θάτερον Ἀριστ. π. Ζῴων Μορ. 2. 7, Οὐρ. 2. 12, 14, καὶ ἀλλαχοῦ: ― Παθ., ἀνισαζομένων τῶν ἐλαττόνων ὑπὸ τῶν μειζόνων αὐτόθι 2. 14, 15.
