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Euclid: Elementa

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gre I,26
καὶ ἐπεὶ ἴση ἐστὶν ἡ μὲν ΒΘ τῇ ΕΖ ἡ δὲ ΑΒ τῇ ΔΕ, δύο δὴ αἱ ΑΒ, ΒΘ δυσὶ ταῖς ΔΕ, ΕΖ ἴσαι εἰσὶν ἑκατέρα ἑκατέρᾳ:
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eng
Then, since BH is equal to EF, and AB to DE, the two sides AB, BH are equal to the two sides DE, EF respectively,
lat Sic
Et quoniam equalis est recta quidem BT recte EZ, recta vero AB recte DE, due ergo AB et BT duabus DE et EZ equales sunt, utraque utrique,
lat Gerard
Si igitur BT latus lateri EZ fuerit equale et AB latus lateri DE equetur, tunc duo latera AB et BT duobus lateribus DE et EZ equantur, quodque eorum suo relativo equale.
lat Adelard
eritque BT sicut HZ et AB sicut DH. Erunt itaque latera AB et BT sicut latera DH et HZ unumquodque equale se respicienti.
lat Hermann
No Latin
ara Uppsala
No Arabic
ara Tuṣi
[...]
ara Nairizi p. 110
فضلعا (ا ب) (ب ط) من مثلث (ا ب ط) مساويان لضلعى (د ه) (ه ز) من مثلث (د ه ز) كل ضلع مساو لنظيره
san
No Sanskrit
lat Clavius
Quoniam igitur latera A B, B C, æqualia sunt lateribus D E, E G, utrumque utrique,
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