Page:The Plays of Euripides Vol. 2- Edward P. Coleridge (1913).djvu/103

This page has been proofread, but needs to be validated.

Cadmus may see you; while I will seek Citheron’s glens, there with my Bacchanals to join the dance.

[Exit Dionysus.

Cho. From Asia o’er the holy ridge of Tmolus I hasten to a pleasant task, a toil that brings no weariness, for Bromius’ sake, in honour of the Bacchic god. Who loiters in the road? who lingers ’neath the roof? Avaunt! I say, and let every lip be hushed in solemn silence; for I will raise a hymn[1] to Dionysus, as custom aye ordains. O happy he! who to his joy is initiated in heavenly mysteries and leads a holy life, joining heart and soul in Bacchic revelry upon the hills, purified from every sin; observing the rites of Cybele, the mighty mother, and brandishing the thyrsus, with ivy-wreathèd head, he worships Dionysus. Go forth, go forth, ye Bacchanals, bring home the Bromian god Dionysus, child of a god, from the mountains of Phrygia to the spacious streets of Hellas, bring home the Bromian god! whom on a day his mother in her sore travail brought forth untimely, yielding up her life beneath the lightning stroke of Zeus’s wingèd bolt; but forthwith Zeus, the son of Cronos, found for him another womb wherein to rest, for he hid him in his thigh and fastened it with golden pins to conceal him from Hera. And when the Fates had fully formed the horned god, he brought him forth and crowned him with a coronal of snakes, whence it is the thyrsus-bearing Mænads hunt the snake to twine about their hair. O Thebes, nurse of Semele! crown thyself with ivy; burst forth, burst forth with blossoms fair of green convolvulus, and with the boughs of oak and pine join in the Bacchic revelry; don thy coat of dappled fawn-skin, decking it with tufts of silvered hair; with reverent hand the sportive wand now wield. Anon shall the whole land be dancing, when Bromius leads his revellers to the hills, to the hills away! where wait him groups of maidens

  1. ὑμνήσω, a somewhat doubtful reading on account of metrical difficulties, which would be satisfied by Nauck’s κελαδῶ.