At the beginning of the last canto, St. Bernard, in an address of exquisite beauty (of which Chaucer, in the Second Nun’s Tale has given an almost equally exquisite rendering), appeals to the Virgin--who, it will be remembered, is throughout represented as taking a special interest in Dante--for her aid to him in his last and crowning experience. Thus succoured, he is able to gaze upon the Supreme Light; and in a flash there is revealed to him a full comprehension of all fundamental truths, first those of metaphysics, then those of faith. He understands for a moment the whole composition of the universe, and then the mysteries of the Incarnation and the Trinity. The intuition is momentary, and leaves merely the memory of a memory. But the lasting effect is the entire union of his will with the Divine will, and herein, we must understand him to imply, is found the salvation the attainment of which has been the ultimate aim and object of his whole journey.
Many touches in this concluding passage bear a strong resemblance to what seems to have been the teaching of the contemporary German mystics. It would be interesting to inquire how far Dante can have been acquainted with any of the writings of that school. If any connection can be traced, it may throw light on several obscure points.[39]
It remains to be added that the _Commedia_ was first printed at Foligno in 1472. Editions followed in quick succession from Jesi, Mantua, and Naples. The first Venetian edition is that of Vindelin of Spires, in 1477; the first Florentine, that with Landino’s commentary, in 1481. It was printed several times more before 1500, and constantly in the sixteenth century. We have several commentaries dating from a period only later by a few years than Dante’s death.
[28] Not only this allusion, but the occurrence, in this and other parts of the poem, of several words used in that district makes it almost certain that Dante was very familiar with the country round about Trent. Doubtless he would visit it from Verona.
[31] It seems never to have been noticed that, as every line from the surface to the centre is perpendicular, a descent by _slopes_, such as is represented, would really be impossible.