ἴσα πάντα, ἴσων ἀμφοτέρων, ἰσάκις ἴσος → all are equal, both are equal, equal multiplied by equal
[Seite 125] = μελλόγαμος, Arcad. 30, 25.
μελλέγαμος, -ον (Α)βλ. μελλόγαμος.
