πόρ-ισμα,ατος,τό, Geom.,
A. deduction from a previous demonstration, corollary,as it were awindfallorbonus(cf. πορίζω
11.2
), Euc. 3.1 , etc.: metaph., Procl. in Alc. p.139C. , Hierocl. in CA 23p.469M. , Dam. Pr. 251 .
II. ( πορίζω
111
)a kind of proposition intermediate between a theorem and a problem,defined by Papp. 648.18 sqq., Procl. in Euc. p.301F.