Refutation of All Heresies 4.51.3
Authorship disputed: The work names no author. Book 1 was long printed among Origen's works as the Philosophumena; after books 4–10 were found in a manuscript from Mount Athos (published 1851), it was assigned to Hippolytus, the usual view today, though some scholars ascribe it to another Roman writer of the same circle. Books 2 and 3 are lost, and book 4 lacks its beginning.
Summary: From the point come line, plane, and solid; Simon Magus borrowed this in his saying "the small will be great."
Greek text · Duncker–Schneidewin, 124–126
Ῥυὲν γὰρ τὸ σημεῖον ἐπὶ μῆκος γίνεται γραμμὴ μετὰ τὴν ῥύσιν, πέρας ἔχουσα σημεῖον, γραμμὴ δὲ ἐπὶ πλάτος ῥυεῖσα ἐπίπεδον γεννᾷ, πέρατα δὲ τοῦ ἐπιπέδου γραμμαί, ἐπίπεδον δὲ ῥυὲν εἰς βάθος γίνεται σῶμα· στερεοῦ δὲ ὑπάρξαντος, οὕτως ἐξ ἐλαχίστου σημείου παντελῶς ἡ τοῦ μεγάλου σώματος ὑπέστη φύσις, καὶ τοῦτο ἐστὶν ὃ λέγει Σίμων οὕτως· Τὸ μικρὸν μέγα ἔσται, οἱονεὶ σημεῖον ὄν, τὸ δὲ μέγα ἀπέραντον, κατακολουθῶν τῷ γεωμετρουμένῳ σημείῳ.
English · Claude translation
For the point, flowing in length, becomes after its flowing a line, having a point as its limit; a line, flowing in breadth, begets a plane, and the limits of the plane are lines; and a plane, flowing into depth, becomes a body. And when the solid exists, thus from the least point the nature of the great body has entirely come into being; and this is what Simon says thus: "The small will be great," being as it were a point, "and the great boundless," following the geometric point.
About this passage
Notes
Translation notes
- Simon's saying is from the Great Declaration (Apophasis Megale), which Hippolytus quotes in Book 6.
Notes on the original text
- Digital text corrected (wrong accent in the digital text): ὅ λέγει Σίμων → ὃ λέγει Σίμων.
Cite this passage
Hippolytus, Haer. 4.51.3 (trans. Sophia Scriptura, https://sophiascriptura.com/fathers/hippolytus-refutatio/4/51/3/).
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Plain text
Hippolytus, Haer. 4.51.3 (trans. Sophia Scriptura, https://sophiascriptura.com/fathers/hippolytus-refutatio/4/51/3/).
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