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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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Cap. P.
Desinitionees Divisione
hancrealem _necesariam praestant inrellectus operationes
Terminisigniticariri eoraciones, quibus rerum habicucti
resetunciamus salrem _ repraesentamus; sed res iplae pori-
is geaetibet in seo genere, quacenus exera demonstraneis
mentem inter se complexa (nonminus ac in genere simpli
ceium. agens e eRectus) quoad rem a se mutuo dependenei
sira ue se meruoneceNario in sequaneur seque muvud ponanto
caularionem hanc exercenes ex quibus iptis Cautatum. dE
onstracirum indubicaco cognoscendum invollecui per de
monstracionem exhiberur.
5. 4. Aequehanc eriam ipsius Aristorelismencem elle, Altestante
tum exeoto Anatricorum eractaru penicius in specto; prae- eristotele.
Tercim vero ex c. pOst. 2. _ 16. (al. 15) icem 2. BOst 8. _ Tr. cum
ex aliis ejus scripeis praesercim Mecaphysicis constat, ube
cumprimisrerba quae habentur 4. Mecaph. C. 5. Clarissima
unt, dum inguic: rersd (de subjeco demonstrarionis hic
Loquitur) aina ra ecora a aduraor osexcuriE corovoo
hrouos conter7. Mec. 17. una cum intra dicendis.
5. 5. Demonstracionum aurem mathemaricarum, R. C.
oe
Felte Arictorele accurarissimarum, penecralia cum incimmiis Principioris
Perlustramus, duo cumprimis Principiorum genera, quibus II. senoralis
la constane, inrenimus: unumeorum, quae in ipsa Propos
eione concineneur aueper eam supponuneur, et ab iispro.
Grediatur auc saltem inchoetur: Demonstratio; alterum co
rumigua aliunde assumuneur e ad contirmandam Provol.
eionem iplam que demonstracionem perticiendam adhiben.
cuT. Ila propreron sappositiu dieipossume tiaec. Penfectivad
ulla secundania sunce quasi suecencuniaca; haes primaria, in
quibus candocotius demonstracionis rerrieur.
5.6. Suxpolicirorum Principiorum decerminis FHaci
simplicibus, porissimum de Subjecto, lupponune, alia quid
si alia quod sitseui ruleo pramicei (olet quaestio an sit 3 IIla
dicuneur Desinitiones; hxec Pyporhoses. Fic quoriam ipsum
EHacum complexe dicit quod sic, h. c. quod subjecto tale PrX.
dicarn (ic. de quo quideinitiorel. plane dubicamo, cum quae-
rimns
deccialio