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Euclid: Elementa

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gre I,11
καὶ συνεστάτω ἐπὶ τῆς ΔΕ τρίγωνον ἰσόπλευρον τὸ ΖΔΕ,
Pic339
Pic636
eng
on DE let the equilateral triangle FDE be constructed, [I. 1]
lat Sic
Et constituatur super DE trigonum equilaterum ZDE.
lat Gerard
super quam triangulum equilaterum constituam qui sit triangulus DEZ
lat Adelard
fiatque supra lineam DH triangulus equalium laterum DHH
lat Hermann
Deinde supra lineam DE componatur triangulus equilaterus DHE
ara Uppsala
ونقيم على (د ه) مثلثا متساوي الأضلاع وهو (د ه ح)
ara Tuṣi p. 9
ونرسم على (د ه) مثلث (د زه) المتساوى الاضلاع [ا]
ara Nairizi p. 72
ونعمل كما عملنا ببرهان (ا) من (ا) على خط (د ه) مثلثا متساوى الاضلاع وليكن مثلث (د ه ح)
per Shirazi p. 28,4-6
و بر د ه مثلث د ز ه متساوی الاضلاع بسازیم *ا
san 17,14–15
daharekhāyām samatribhujaṃ dajhahaṃ (15) kāryam |
Pic693
lat Clavius
Deinde super D E, constituatur triangulum æquilaterum D E F,
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