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ἀνίσχω: Difference between revisions

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|Beta Code=a)ni/sxw
|Beta Code=a)ni/sxw
|Definition=v. sub [[ἀνέχω]].
|Definition=v. sub [[ἀνέχω]].
}}
{{DGE
|dgtxt=<b class="num">• Morfología:</b> [distinto de [[ἀνέχω]] sólo en pres.]<br /><b class="num">I</b> tr. [[elevar]] θεοῖσι χεῖρας <i>Il</i>.8.347, cf. B.15.45, Plb.15.29.14<br /><b class="num">•</b>[[presentar]], [[tener]] τοὺς σπλῆνας ὀγκηρούς Hp.<i>Liqu</i>.6.<br /><b class="num">II</b> intr.<br /><b class="num">1</b> [[elevarse]] λαμπὰς ἀνίσχει A.<i>A</i>.93<br /><b class="num">•</b>de astros [[ἅμα]] ἡλίῳ ἀνίσχοντι Democr.B 14.3, X.<i>Cyn</i>.6.13, πρὸς ἥλιον ἀνίσχοντα Hdt.3.98, 4.40, Th.2.9, Aeschin.Socr.8.3, ἀνίσχοντος τοῦ σειρίου Arist.<i>HA</i> 633<sup>a</sup>15.<br /><b class="num">2</b> [[brotar]], [[nacer]] de un río, Plu.<i>Pomp</i>.33<br /><b class="num">•</b>tb. en v. med. [[elevarse]] de un promontorio, A.R.2.729<br /><b class="num">•</b>fig. [[surgir]] οἷς νέα ἐπὶ παλαιοῖς ἀνίσχει ... θεωρήματα Ph.1.622.
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{{Autenrieth
{{Autenrieth
|auten=([[parallel]] [[form]] of [[ἀνέχω]], [[quod vide|q.v.]]): only pres. [[part]]., χεῖρας θεοῖσιν, Θ 3, Il. 15.369.
|auten=([[parallel]] [[form]] of [[ἀνέχω]], [[quod vide|q.v.]]): only pres. [[part]]., χεῖρας θεοῖσιν, Θ 3, Il. 15.369.
}}
{{DGE
|dgtxt=<b class="num">• Morfología:</b> [distinto de [[ἀνέχω]] sólo en pres.]<br /><b class="num">I</b> tr. [[elevar]] θεοῖσι χεῖρας <i>Il</i>.8.347, cf. B.15.45, Plb.15.29.14<br /><b class="num">•</b>[[presentar]], [[tener]] τοὺς σπλῆνας ὀγκηρούς Hp.<i>Liqu</i>.6.<br /><b class="num">II</b> intr.<br /><b class="num">1</b> [[elevarse]] λαμπὰς ἀνίσχει A.<i>A</i>.93<br /><b class="num">•</b>de astros [[ἅμα]] ἡλίῳ ἀνίσχοντι Democr.B 14.3, X.<i>Cyn</i>.6.13, πρὸς ἥλιον ἀνίσχοντα Hdt.3.98, 4.40, Th.2.9, Aeschin.Socr.8.3, ἀνίσχοντος τοῦ σειρίου Arist.<i>HA</i> 633<sup>a</sup>15.<br /><b class="num">2</b> [[brotar]], [[nacer]] de un río, Plu.<i>Pomp</i>.33<br /><b class="num">•</b>tb. en v. med. [[elevarse]] de un promontorio, A.R.2.729<br /><b class="num">•</b>fig. [[surgir]] οἷς νέα ἐπὶ παλαιοῖς ἀνίσχει ... θεωρήματα Ph.1.622.
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