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Euclid: Elementa

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gre I,27
Εἰ γὰρ μή, ἐκβαλλόμεναι αἱ ΑΒ, ΓΔ συμπεσοῦνται ἤτοι ἐπὶ τὰ Β, Δ μέρη ἢ ἐπὶ τὰ Α, Γ.
Pic357
Pic645
eng
For, if not, AB, CD when produced will meet either in the direction of B, D or towards A, C.
lat Sic
Si enim non, educte recte AB et GD concident vel in partes BD vel in AG.
lat Gerard
Probatio huius: Quoniam si hoc non fuerit ita, tunc due linee AB; GD, cum protrahuntur, concurrent aut in parte BD aut in parte AG.
lat Adelard
Rationis causa: Si enim non fuerit ei equidistans, ille due linee in alterti utram partem protracte, scilicet, aut AG aut BD convenient,
lat Hermann
Si ergo he due linee equidistantes non sunt,
ara Uppsala
No Arabic
ara Tuṣi p. 16
وذلك لانهما لو لم يكونا متوازيين لتلاقيا فى احدى الجهتين
Pic968
ara Nairizi p. 114
برهانه انهما ان لم يكونا متوازيين فانهما اذا اخرجا فى احدى الجهتين التقيا
san 36,6
yadi ca rekhe samānāntare na bhaviṣyataḥ
Pic723
lat Clavius
Si enim non sunt parallelæ, coibunt tandem, si producantur infinite. Si namque non coirent unquam, parallelæ essent, ex parallelarum definitione.
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