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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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Ib
idu
CH
Iem
la
ON
eet
Ila
1IB
Nlembr. 1. C ap. 3.
De Methodo Parrienlari.
nacurae penetralibus (nam uc purus Logicus rulso dicitur
purusalinus; ica purus Analyricus, Circalia deticiane, non
mulcum ab hoceritalienus: Replerus mollius locurus cxco
compararie, qui inter duos parieres palpando ProgreAuS.
dum ad ostium perrenienaso inpinsens seneir (non ridet)
quaelicum (e esse assecurum:) Facilius quam ex nacurali judi-
cio (nis hoc nimis sic subactum) inreniet, quod cupit
quiguaerie.
5,3. Quod doctrinae merhodum AEEIHCE, PEXTUDPOSIEISTET: na, qua
minorum Pfacinocionibus, ee praepararis praeparandis, ipSa (a) syllog
de E h. c. Demonstracionem actualem seu lola mentis satio sim-
operatione. leu cum quis docendus est, externo Termone in- piexnatu
Pituimus, modo quo risum fuerit maxime accommodato. mliterstait
Fequidem sleriorsie Demonstratio, unico lalcem inclula
Tyllosilmo, perinde est hremajorem priusenunciespramil
tam, siveminorem. sire solum dicas medium cerminum, la
pienei CaF.
5. 4. Nihil enim Facic ordo cemporis in praemistarum
recicatione, auclocalis sicus medii, ad reram syIlosilatio. extrinseca
nem, qux eorn lexy non in externo fermone vel in spacio
conlictit, ArisE. 2. POst. 8. Ecrerum in narura cohxlionespO-
cins aut lequela notionales quam localeshic sunc actenden.
da. Licecenim Aristoreles rnuala ficurai, diagrammata, _ C.
dixeric certas proposcionum conjusariones quibus genera
Cyllosilmorum consticuuntur, cosirandum camen cA, roca.
bulum hoc ex scholis machemaricis analosia quadam huc
cranstatum solum esse, non in proprio sen Cuhicralere: alias
Cane non trescantum (ed quapuor essent Figurae (yIlosictica,
cum quarca sc, a reliquis distincta, localis terminorum pi-
AUTA, HUNCIM mOduM; T. 66 2.06 3. 80 4. 50
nemoramen qui syllosismos demonstrationibus porius ex
Aristocele, quam pedibus mechanicis ex Caleno mensurat,
gnarcam illam admircee unquam.
c
S. 5. Unde est, quod aristoreles raro nobis ea ordino Quem ari-
recen
soceloes
ret Doari
Nestetto
terminoru
situm
non curat