12. King Athalaric to Arator, Vir Illustris.

[Bestowing on him the rank of Comes Domesticorum.]

[I have altered the order of subjects in this letter, to make it correspond with that of time. There cannot be much doubt that Arator's pomposa legatio from Dalmatia was his first introduction to the Court of Theodoric, and preceded his employment as Advocatus.]

Arator made Count of the Domestics.

'By raising Tulum to the Patriciate we have provided for the military strength of the State. Now must we see to it that she is equally adorned by the glory of letters, and for this purpose we raise you, still in the prime of life, to the rank of Comes Domesticorum. By your example it was seen that eloquence could be acquired elsewhere than at Rome, since in your own Province [probably Dalmatia] your father, who was an extremely learned man, taught you to excel in this art: a happy lot for you, who obtained from your father's love that accomplishment which most youths have to acquire with terror from a master.

'That I may say something here of a very recherché character[520], I may mention that, according to some, letters were first invented by Mercury, who watched the flight of cranes by the Strymon, and turned the shapes assumed by their flying squadron into forms expressive of the various sounds of the human voice.

'You were sent upon a stately embassy[521] by the Provincials of Dalmatia to our grandfather; and there, not in commonplace words but with a torrent of eloquence, you so set forth their needs and the measures which would be for the advantage of the public, that Theodoric, a man of cautious temperament, listened to your flow of words without weariness, and all men desired still to listen, when you ceased speaking.

'[Since then] you have filled the office of Advocate in our Court. You might have been a trier of causes (Cognitor): you have preferred to be a pleader, though to all your advocacy you have brought so fair and judicial a mind that your eloquence and your zeal for your client have never exceeded the bounds of truth.'