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Euclid: Elementa

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gre I,26
Ἔστω δύο τρίγωνα τὰ ΑΒΓ, ΔΕΖ τὰς δύο γωνίας τὰς ὑπὸ ΑΒΓ, ΒΓΑ δυσὶ ταῖς ὑπὸ ΔΕΖ, ΕΖΔ ἴσας ἔχοντα ἑκατέραν ἑκατέρᾳ,
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eng
Let ABC, DEF be two triangles having the two angles ABC, BCA equal to the two angles DEF, EFD respectively,
lat Sic
Sint duo trigona ABG et DEZ, duos angulos ABG, BGA duobus DEZ, EZD equos habentia, utrumque utrique,
lat Gerard
Verbi gratia: Describantur duo trianguli super unum quorum sunt ABG et super alium DEZ et ponam duos angulos qui consistunt ex ABG et AGB duobus angulis constantibus ex DEZ: et DZE equales, unumquemque eorum equalem alii,
lat Adelard
Exempli gratia: Sint duo trianguli ABG et DHZ. Sintque duo anguli ABG et AGB sicut duo anguli DHZ et DZH,
lat Hermann
Quod huiusmodi exemplo planius erit: ut describantur trianguli duo alter ABG, alter DEZ sintque anguli ABG et AGB equales eis qui sunt DEZ et DZE uterque se respicienti,
ara Uppsala
No Arabic
ara Tuṣi p. 15
فليكن التساوى فى مثلثى (ا ب ج) (د ه ز) لزاويتى (ا) (د) وزاويتى (ب) (ه)
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ara Nairizi p. 108
مثله ان زاويتى (ا ب ج) (ا ج ب) من مثلث (ا ب ج) مساويتان لزاويتى (د ح ز) (د زح) من مثلث (د ه ز) وزاوية (ا ج ب) مساوية لزاوية (د زح)
san 34,5-6
yathā abajatribhuje dahajhatribhuje ca akoṇo dakoṇatulyaḥ | bakoṇaś ca hakoṇatulyaḥ |
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lat Clavius
SINT duo anguli B, & C, trianguli A B C, æquales duobus angulis E, & E F D, trianguli D E F, uterque utrique,
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