Rhet gre 1363b20-22ὑπερέχει γάρ, τὸ δὲ ἐνυπάρχον ὑπερ(21)έχεται. καὶ ἐὰν τὸ μέγιστον τοῦ μεγίστου ὑπερέχῃ, καὶ αὐτὰ (22) αὐτῶν· καὶ ὅσα αὐτὰ αὐτῶν, καὶ τὸ μέγιστον τοῦ μεγίστου·
Rhys Roberts 1924 engfor then the larger number surpasses the smaller, and the smaller quantity is surpassed as being contained in the larger. Again, if the largest member of one class surpasses the largest member of another, then the one class surpasses the other; and if one class surpasses another, then the largest member of the one surpasses the largest member of the other.
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