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# Title: [Idea Totius Encyclopaediae Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea] Erhardi Weigelii, Prof. Publ. Idea Totius Encyclopædiæ Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea (shelfmark Leibn. Marg. 106)
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8moscit c0.
pesem
2
DePrincipiorum Demonstrativorum.
NALZSFOS
Aristorelico. Fuclidea
 Sectio .
De Principiis Demonstrativis
CaDuE I.
De Detinirione _ Dirisione Principiorum
-. G.. Po. 11
1
IXhis ieieursgux dicta sunchactenus, omnino ctarui
1 eA. ubjectum demonstracionis, h. c. id quod demon.
stracur, esle Enscomplexum, efatum nempeenuncia
ciru, cuipro subjecto (quod affectionis pocius quam
demonstrationis eAt dicendum) quicquid etrribucum RaBCE
veladjunctum sbinecessario conreniens, velnon conveni
en3. eAe postic; icatamen ut hoc illi conrenire, vel secus, B. C.
uc ipsum estacum, non ex se immediare, sed aliunde, median-
cibusnempe distinctis principiis, ex quibustanquam caus
e quidem necellariis a partersineceslarid Auit, indubitato
cognoleatur.
5. 2. Ouoniam aurem calis temper esse (otet cansa, quan
le eR causacura, nemonon incelligie, causas FHaci demon-
Atraciri, h. c. Principia demonstrationis, ipsaetiam esse com-
plexa, acqueira causarum racabulum hic non luni pricte,
prongence simplici enierecus simplexrespondet, gualis est
Archicectus respeca domus quam ediscat, aut Nanclerus
respectumoris Naris; ed aliguanto lacius, protncereoti,
quidem neceario gnod seipso posiogueadrem necessariosi-
mulpenis habitadinem necessariam LFac demonstrarivi a fode
pendentis. h. C. quo posico quoadrem, FEfacum demonstrari.
rum, quod cacenuseius est caulatum, inde ut ponacur i parte
reinecessum est.
 etrteca
5. 3. Ouoad rem, inguam posico, non suppotitioneno.
cionall aue mentis Eaione: Rihil enim ne causarionem
AAAC
Causatum
complex
uat
Causama
Setu 21