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Euclid: Elementa

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gre I,36
Ἔστω παραλληλόγραμμα τὰ ΑΒΓΔ, ΕΖΗΘ ἐπὶ ἴσων βάσεων ὄντα τῶν ΒΓ, ΖΗ καὶ ἐν ταῖς αὐταῖς παραλλήλοις ταῖς ΑΘ, ΒΗ:
Pic362
Pic649
eng
Let ABCD, EFGH be parallelograms which are on equal bases BC, FG and in the same parallels AH, BG;
lat Sic
Sint parallilogramma ABGD et EZIT super equas bases existentia que sint BG et ZI et inter easdem equidistantes que sint AT et BI.
lat Gerard
Verbi gratia: Sint due superficies equidistantium laterum super quas sunt ABGD; EZHT super duas equales bases sintque BG; ZH et sint inter duas equidistantes lineas AT; BH.
lat Adelard
Exempli gratia: Sint due superficies quarum una ABGD, altera vero HZHT linee quarum equidistantes supra duas bases equales BD et ZT et inter duas lineas equidistantes BT et AH.
lat Hermann
Describant enim superficies duas alteram ABGD, alteram EZHT inter equidistantes duas lineas AH et BT supra equas bases BD et ZT
ara Uppsala
No Arabic
ara Tuṣi p. 24
مثلا كسطحى (ا ب ج د) (ه ز ح ط) الكائنين على قاعدتى (ب ج) (ز ح) المتساويتين و فيما بين متوازيى (ب ح) (ا ط)
ara Nairizi p. 150
مثاله ان سطحى (ا ب ج د) (ه زح ط) متوازيا الاضلاع وهما على قاعدتين متساويتين وهما (ب د) (ز ط) وبين خطين متوازيين وهما خطا (ب ط) (ا ح)
san 53,20-22
yathā abajadacaturbhujaṃ hajhavatacaturbhujaṃ atavabarekhayor madhye bajajhavasamānabhujopari bhavatas te ca samāne eva bhavataḥ |
Pic751
lat Clavius
SINT duo parallelogramma A C E F, G H D B, super æquales bases C E, H D, inter easdem parallelas A B, C D.
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