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# Title: [Renati Des Cartes Principiorum Philosophiae Pars I, & II, More Geometrico demonstratae] Renati Des Cartes Principiorum Philosophiæ Pars I, & II, More Geometrico demonstratæ (shelfmark Leibn. Marg. 31)
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P A R S TI.
cerea Guaon Comprehendamus infinitum. EE hanc ob cau-
Cam Cactentas Ca, in quibus nullos fines adrerrimus, qualia
sunt extensio mundi, divisibilitas partium materix ec. PrO
indetinitis habet. L esc Art. 26. Part. I. Princip.
P ROPOSITIO VI.
Materia est indefinite extensa, materiaque caeli, ex terrae
una eademque est.
DEMONSTRATIO.
Arris. Lxtensionis, id cA (Per prop. 2. hujus) materix
nullolines imaginari possumus, nisi ultra ipsos alia
spatia (per am 1O.) id est (per det. 6.) extensionem sive ma-
teriam concheatnus, ex hoc indetinite. Ouod crat primum.
2. Parris. Flieneia materia consistit in extensione (per Pro.
POL. L. Hujus). Caue indetinita (Per L. Partem), hoc eAt (per
def. 4.) quae cuo nullis finibus ab humano intellectu percipi
Dotelt: ergO (Per aZ. LI.) non es mulciplex, se d ubique una
cademque. Ouoderat sccundum.
SCHIOLIDM
Ocusque de natura sive essentia extentionis egimus.
Tuo autemtalis, qualem illam concipimus, a Dco
creata existats plopositione ultima Primxe Partis demonsra-
viuIS; eC CX PrOPBSIL. 12. Primae Partis lequitur, nunc can-
deneadem, qud ereata est potentia, conservari. Deinde et-
iam eadtem ultima propol. prim. Parc. demonstravimus nOs,
quatenus rescomttantes, unitos esse parti alicui iltius mate-
rix, cujus ope pelcipimus, dari actu omnes illas rariationes,
quarum, exlera aclae concemplatione, eam scimus esse
capacem, drilibilitas, motuslocalis, sire migratio
umiuS
3
haec nondum
ab alto re pac