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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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De Definitione.
Sect. 1F
Dequolo.endus eA Aristoreles in libris analyricis, ubi, quid sic id
quod scirur auc demonstrarur ee quor se modishabeae, de
clarac. Lesantur accente, sepoliris omnibus prxconcepeis
opinionibus e praejadiciis omnia Analyricorum capica
nostabore probandi, quippe superracanco, supersedebi-
mus, unicum hienorances ex Crammaticis: cum dicitur, sei
ri a. de B. vel. seiri B. quodcerro modo se habcai, nec aliter se habe
re possie, idem esseac dicere: sciri b. esse 2. h. c. Fnunciacio-
sit soc com
nemhocmodo significari d complexum quid, non scortim
e praecise huncresilsumterminum simplicems. Onimodo
lognendi neporebreris, succinctus, ee ad Fnunciationem,
Ea parte subiecti pocius quam a parre praedicacirel contra
distincte spectanda sic, innuendam accommodatissimus, A-
ristoreli eriam maxime cA Familiaris.
S. 17. Fon aucem purandum est F. Raem demonstrari-
rum ad cerram speciem eserestrictum, et perperuo simplex
esse debere. Ouidenim prohibeae, quominus e incercom.
Positas Fnunciationes aliqua lunererxe, cerrae, necellariae,
acernae, aliunde coenoscibiles, adeoque demonstrabiles.
Imo in disciplinis s circumspiciamus, plures compositas
quam simplices demonstrari proxoliciones reipla compen
Eiamin PICMUS.
Syllocismun
S. 28. Unce est quod ipse Ariltoreles in Analycieis in:
ceoros syllosismosdemonstrare doccar, non quodsrilogi
mus quatenus calis genninum sic demonstrarionis Tubjectu
Formasicer spectarumi led quod, premistisprosubjecto, con-
clusione pro praedicaco policis, in efacune enunciacirum.
sed compolicum e condicionacum, re ductus non minus ac
alix propolitiones aliguid alicuinecessario coperere aut ab
corelultare dicar, hoc r. 8. modo: Sinullum A. est B. C5 nul-
Jum C. est A (nY Sueror) eriam quoddam non C. non est B. (EnoUE.
vor). Ouodestacum dum demonstratur, ipsum alilis syllosis.
mi, nempe demonstrarionis, conclulio tic, undetacile in-
celligicur, sicuri Proporrionum dacur Proporrio, ica SyIIo.
eismorum syllosismos inveniri.
quitur ari
Botoes
ede smplete
Posita Fn
stabi0
regerplane
Lntec