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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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nembr. 2. C ap. 13.
De Merhodo Doctrina.
dum accinsit. Profundiores exhibet Macaphysica Fuclidea.
Duarum quaedam, uc opinor, ad iplum ejus Fundum per.
Tingene
5. 10. Ita Arichnetica de numero non uesic, sed certo srithmotiu
modolimicato r. 8. de duobus numeris inae qualibus, quorum mi.
nor amajore continua subtractione subductus denique relinquar uni-
ratem, demonstrat (non signare quod sinerel primirelcom.
Poliri; Cc d) decerminace, quod inter se sint primi. Ita Ccome- Gcometriom
eria de Lineanon sionace sed exercice de Rectagna cirenli dia-
metro perpendicularis inter circumferentiam es diametrum con-
cinetur, demonstrar (non signace lonsicudinem vel brerita-
rem (cd) exercire affectionem alias omni Fnci sienace com-
munem, nempe proportionalicatem. Sed hic ad hoc genusre.
Arictam inter diamerri partes mediam. Ica de determinato phil. Natu-
Corporephysico, de Sole es Lnna demonstratur quancitas non ralis (55.
signace, sed decerminace, quoduerrusque diamerri sint in ratione
distantiarum a vertice umbra lnnaris _C.
5. 21. Ouod bene perpendens Aristoreles non Paris ese imitatione
duxic in generalibus decerminasse mocum aurquietem actri. so
bucum esse corporis phrsici, supposicione salcem detinicio-
nis Naturae, led exercite postea quae de mocusciri pocerant
accuracius inquilirie. Idemesto decareris judicium. IIn-
dequiris incellisie Disciplinam luoare senondum exsolvi.
Se Gcommunes affectiones generist. e. subjecti signate (al-
tem spectaci, pronc ex definicione Aunne, exhibeat, autea5
exracione formalirelmateriali idencico Syllosilmo sub spc.
eie demonstracionis deducat, sed porins abhac superficie
plusulera penerandum esse si quid solidi relimus obtinere,
ee ab orificio in protundicarem purei delcendendum, ( Ne.
ctare e Ambrosidmensinebriarirelit.
5. 22. Nec etiam cositandum est, quod in disciplinis eriamsipm
sub Scientiam cadic omnicarere debere practicabilirate, ac- xin inbosu
que icanudasterminorum demonstraricheorias, h. c. ab Ara. bat.
etas conceptibilitares: guin porius, quod suprajamdum fuse
declararimus, quodcunque tuerir accributum, (l. de sctheo.
M M
recic
27
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