§59.1Fr. 59
Ἀνάγονται μέντοι καὶ οἱ διʼ ὅλων ὑποθετικοὶ εἰς τὰ τρία τὰ προειρημένα σχήματα ἄλλῳ τρόπῳ, ὡς καὶ Θ. δέδειχεν ἐν τῷ πρώτῳ τῶν Προτέρων Ἀναλυτικῶν. . .
However, wholly hypothetical syllogisms are also reduced to the three aforementioned figures in another way, as Theophrastus too has shown in the first book of the Prior Analytics...
Θ. μέντοι ἐν τῷ πρώτῳ τῶν Ἀναλυτικῶν δεύτερον σχῆμα λέγει ἐν τοῖς διʼ ὅλων εἶναι ὑποθετικοῖς, ἐν ᾧ ἀρχόμεναι ἀπὸ τοῦ αὐτοῦ αἱ προτάσεις λήγουσιν, εἰς ἕτερα, τρίτον δὲ ἐν ᾧ ἀπὸ διαφόρων ἀρχόα μεναι λήγουσιν εἰς ταὐτόν.
Theophrastus, however, in the first book of the Analytics, says that there is a second figure among wholly hypothetical syllogisms, in which the premises, starting from the same thing, end in different things, and a third in which, starting from different things, they end in the same thing.