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{{mdlsj | {{mdlsj | ||
|mdlsjtxt=[[ἀξιόω]]<br /><b class="num">I.</b> that of [[which]] one is [[thought]] [[worthy]], an [[honour]], Eur.; γάμων ἀξ. [[honour]] of [[marriage]], Eur.<br /><b class="num">2.</b> [[honour]], [[reputation]], Lat. [[dignitas]], Eur., Thuc.<br /><b class="num">3.</b> [[rank]], [[position]], Thuc.:—of things, [[worth]], [[quality]], Thuc.<br /><b class="num">II.</b> that [[which]] is [[thought]] fit, a [[decision]], [[purpose]], Soph., Dem.<br /><b class="num">2.</b> in Mathematics, a [[self]] [[evident]] theorem, an [[axiom]], Arist. | |mdlsjtxt=[[ἀξιόω]]<br /><b class="num">I.</b> that of [[which]] one is [[thought]] [[worthy]], an [[honour]], Eur.; γάμων ἀξ. [[honour]] of [[marriage]], Eur.<br /><b class="num">2.</b> [[honour]], [[reputation]], Lat. [[dignitas]], Eur., Thuc.<br /><b class="num">3.</b> [[rank]], [[position]], Thuc.:—of things, [[worth]], [[quality]], Thuc.<br /><b class="num">II.</b> that [[which]] is [[thought]] fit, a [[decision]], [[purpose]], Soph., Dem.<br /><b class="num">2.</b> in Mathematics, a [[self]] [[evident]] theorem, an [[axiom]], Arist. | ||
}} | |||
{{WoodhouseReversedUncategorized | |||
|woodrun=[[celebrity]], [[condition]], [[distinction]], [[eminence]], [[estimation]], [[fame]], [[high rank]], [[honor]], [[honour]], [[importance]], [[intention]], [[position]], [[purpose]], [[rank]], [[reputation]], [[station]], [[a self-evident proposition]], [[good name]], [[high position]], [[what is said of one]], [[what is thought of one]] | |||
}} | }} |