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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)
# Folio 272, page id 851385079:0284
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272
De Meshodo Doctrinae.
Sect. 3
cmrandre, atque sic iisdem rerecd eribui posse concipiuneur.
5. 17. Flaec enim omnia vel ex nudis cerminiscum sub-
and jecto collatis per se innocescune (quod cumprimis de ase-
scibilitate
carent,
etionibus disjunctis incelligendum) vel per experientiam
constane (quod de unitis primario accipiendum) nec ulla de-
monstratione esent, perinde ac ipla Axiomata (r. 8. Bis duo
CACquaTHOT) sed una cum ipsis definicionibus supponunturs
e in disciplinis salcem assumuntur, exrera rero demonstran-
eur uc loguitur Arisoteles 1. POR. 8. verbis expressissimis.
Nec eorum etiam qua talium cognicio quippiam scienria
parie, quamensnacur a scire desiderans relleriter (aIFem ex-
Caciari possec, cesi quippiam bonirealis, cujus haec ip(a (al-
cem essenc abstractae raciones e indicatira velur extralatio-
Nis salcem nes, lubesse rideac, qui Capir: perinde uc quitragranciam car.
pronissibei
nisaNata, qua conrirx summa cum roluptace rescuntur.
falcem olfacie, non exlariarur eadem, exsi panem interea
manducans abstractione facta quippiam Capidioris subesse
Ebi perluadeat egenus.
5. 18. Ouin porius cosicandum eA, affectiones (Gonare
se de cerro quidem prius detunitas, (ed) hic exercice spectatas, de subjecto
Lachblo
(hEnace quidem ancea definico, (e d) hic etiam exercice limita-
10. perprincipia (noncam subjectilignaci consticutira quâm)
torins complexi demonstracrvi posiriva, h. c. Axiomata; demon-
stratas; ese delicatum illud Disciplinarum pulpameneum
quodrerera lapis, a quomens Cacura suariter acquieleiese
IXEREUE.
5. 19. Ita Mecaphysica, non de Ente ue sic (quid enim de
Mccaphy(. eo demonstrari posset) sed de hoc rel illo modo restricto
v. 8. de A. (sub quo eamen omne Ens concessire sublumi por-
CA) onidatorum quorumcunque cerrium C. diversum est, quod
ipsum C. datorum alteri B. diversisicarur, demonstrar (non quod
sic rel idem rel diversum signare, (cd) quod aliquid eidem A.
diversificarum eriam diversificetur alteri B. OUIX EAMen pEO-
policio propius ad iptam incelligenciam accedit, e (Fere ex
se manifestissima) profundiearem purci meraphysici non
Lhaleni
Sed exerci
monstrata.
osolio ac.
lact.