9,

= S=e FfffrkEIrr PFROOEMIuUM.

De Sonſru on Geometriæ.

(Blometria eſt Ten aoh gnituda 5. nis, quà talis⸗;ſ— 2 A

13 7V

e

Il. Reekeneſghant eſſ magni tudo, cujus rres ſunt ſpecies, linea, ſu- perfic ies&profunditas.

III. Geometriæ finis eſt vel ivrernas, qui cognitio Ppræceptorum Geometri- cornm: Velexternus,qi cognitio ipſi us Magnitudinis, e,usq́; differentiarũ.

IV. Geometria divititur in duas para tes: Cowmmunem quæ Proponit magni- rudinem, ejusque ſpeciesi in generes Er

Probrsam, qua ſpeci im agnut de mani⸗ tudine,-u⁵, he entiis. 3A 42 Pars .. 1.e⸗ 111. 4 N So LT. . 13 l