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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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le
u
Cap. 12.
Et Ratione Causandi.
5. 24. FRisitur Causa demonstrariva nihil aliud guam Ha Certas.
Esarum necessarium prius indubicaio coenitum, quod extra se po-
nit habicudinem necessariam effaci demonstrarivi, scu Proposicionis
renotioris à se realiter es necessario dependentis: vel ad hominem,.
est aliud quid necessarium quod respondemus ad quastionom CuX
hoc sirnecessarium, vocabulo quia pramisso. Ubiquidem Faci. Utrobiq ta
se quirisimcellisie; quod infra pluribus explicandum erie, mê semper
unotantum ejusmodi essato causariro posito non resultare ina, quari
caulatum, sed ad minimum duo requiri, quorum unum in
hocgenere complexorum sic instar causae ceneralis leu univer.
lis, h. c. de se indererminatae, e 2d plura eria diverta se exten.
deneis (ut in genere caularum simplicium est Deus absolute,
quiad omnes actus naturales phiysice concurrit; restricté
vero d secundum quid, qua phylicas generariones. Caelum,
Sol_C.) Axioma nimirum generale, proposicionis majoris
rocopolicum; alcerum prominore collocatum, instarcau. Altora par-
sae secialis ad esacum demonstracirum restricta, quae sub uni
versaliconstieuta, e ab ipsa velur susteneata vel adjura di-
stinctum acque determinatum essendi actum CHatO prE
dictoranquam causaro concedie, (ut in simplicibus archice
Atus (AD DEOFaCeNEANEC, C aeIOGUEFOVeNEO, CITCAMATETIAMI:
constructibilem occupacus domui distinctum largitur exi
Stendi actum.)
5. 15. Ouod ipsum Arisoceles clarissimis eriam deleri Attestanto
Birverbis, dum inquit: 3’r 3d 5 orr 0 2odé avcerun eivay utas ebilosophe
plo wegos AnDBcionS CoN Es, dvoir) rndxIoV. 282OS esir
OrRVEr UEOOVEXWO. F3r8SrEvOSAnD derrO avayun s ovun
exopa civaes. h. c, quiverus esthorum rerborum sen (uS: LIOC
autem cenus causa, qno posito necessum est hoc (CaH LAEUM) poni,
(2d quod genus reliqua omnia tandem reduCuneuE) suma
una propositione non obtinetur; sed ad minimum duabus. es quidem
ralibus. quae unum, h. C. commune. medium habent. qud sumto ne-
erbosy
cessum est conclusionem poni. 2. POst. 1I. Ouodibidem accura. Exemplo
eissimo declarat exemplo ex Machesipromore perico, nimi-
rumansulum in semiciren lorectum esse (quod causati loco po
M
una unio
versalis 
ribataris