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|dgtxt=-ον<br />geom.<br /><b class="num">1</b> [[obtusángulo]] τρίγωνον Euc.1<i>Def</i>.21, Str.2.1.34, Poll.4.161<br /><b class="num">•</b>ἡ ἀμβλυγωνίου κώνου τομά hipérbola</i> Archim.<i>Con.Sph</i>.praef.p.153 <i>passim</i>, Papp.672.23<br /><b class="num">•</b>τὸ ἀμβλυγώνιον κωνοειδές hiperboloide de revolución</i> Archim.<i>Con.Sph</i>.praef.p.154.<br /><b class="num">2</b> [[obtuso]] [[γωνία]] Hero.<i>Def</i>.41<br /><b class="num">•</b>subst. τὸ | |dgtxt=-ον<br />geom.<br /><b class="num">1</b> [[obtusángulo]] τρίγωνον Euc.1<i>Def</i>.21, Str.2.1.34, Poll.4.161<br /><b class="num">•</b>ἡ ἀμβλυγωνίου κώνου τομά hipérbola</i> Archim.<i>Con.Sph</i>.praef.p.153 <i>passim</i>, Papp.672.23<br /><b class="num">•</b>τὸ ἀμβλυγώνιον κωνοειδές hiperboloide de revolución</i> Archim.<i>Con.Sph</i>.praef.p.154.<br /><b class="num">2</b> [[obtuso]] [[γωνία]] Hero.<i>Def</i>.41<br /><b class="num">•</b>subst. τὸ [[ἀμβλυγώνιον]] = [[ángulo obtuso]] Plb.34.6.7, <i>Gloss</i>.4.16. | ||
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