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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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e quidem
PRINOSLTA PHILOSOPHIN
ergo (per corol. Lem. I.) mea natura omnes contineret per-
sCCHOneS. Atqui iC, quatenus sum res cogicans, multasim.
periectiones invenio, uc quod dubitem, quod cupiam ec. de
quibus (per Schol. L1OPOI. 4.) Cum certus; ergo nullamvim
habeomleconserraite. ec dicere poslum, quod ideo jam ca-
reo illa perfectionibus, quia cas milui jam denegare volo; nam
idclare primo Lemmatier ei, quodinme (ver 2X. 5.) clarere.
Perio, Lepenater.
Deinde non possum jam existere, quin conserver, quamdiu
exicto, sire a me ipso, liquidem habeam iltam vim, sive b
alio, qui illam habet (per aX. 10. _ r1.). Atqui exicto (per
Schol. Propol. 4.). e tamen non habeorim me ipsum conser-
randi, ut jam jam probatum est; ergo ab alio conserror. Sed
non ab alio, qui rim non habet se conserrandi (per candem pa-
tionem qua modo me meiplum conterrare non polle demon
Ctrari): ereo ab alio, qui rim habet se conserrandi, hoc cA,
Per Lemmm. 2.) cujus natura neceslariam involrit existentiam,
Boces, (per corol. Lemm. P.) qui omnes perfectiones, quas ad
ens lumme perfectum clare pertinere intelligo, continet; ac
proinde ens summe pertectum, hoc cAt (per det. 8.), Dcus
existie, uE CF. dem.
COROLL A RIVM.
Deus potest efficere id omne, quod clare percipimus, prout
id ipsum perciximus.
D E NE O N S Y R A X 1O
26
Ac omnia clare seguuus Ca prccanoponio.
 A IMipCa enIm DCUM EXISCrC CK CODTOBALIHIH CIIS quO
elbeat aliquis exiltere, i euo sint omnes perfectiones, qua-
rum idea aliqua cA in WBIS: FA autem in nobisidea canta
alscujus potentia, ut ab suobIo, in quo ipla est, calum, et
rellau et alla ella Olld, Quae ame, uc postibilia, incellisun.
EIIF