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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 Subjecti.
Sect. 1.
estisitur bus gradibus quali Fundamenealibus constans, quorum
prior (cacapanticus) universalirarem subjectinudam; alcex
(cacholicus) ejusde usticientiam respectu praedicari, Tubin-
fere, quibussimul sumpris perfecta propolicionis quancitas
relulEaT. Restatnunc ut porro rideamus, utrum ad omnes
omnino demonstracionesnon nili perfecta requiratur pro-
policionisquanticas; an, urnesatira etiam porune demon.
straripropositiones, itanihil impediac, quo minus et ip(x
Parciculares (V. 8. omne Scalenum habet duos rectos) demon-
stracione fruantur. Ouod ucfacilius intelligatur, cenendx
Tunt aliquor positiones.
Vebniver.
salis idqe 2.
expliciter
5. 24. I. Sifuerit atriburum quod pluribus juxra conmmu
nem aliquam nacmram, quavenu talem habent; competit; illudut
perfocti scimum de communi pocinsnueuri qui lali demonstran
dum estus ut ver subsantionen desmentis in spocie saltem intellis
eatur. Inhoc enim consisticscientixe perfectio à parte (uB-
jecti actriburionis spectata, ue actributum r. g. habere tres
duobus rectis agnales, Ceiatur non quod rel scaleno, velaqui
cruro, velaegnilatero, rel omnibus, cuilibet scortim, per
propriam cuirisnaturam, v. 8. per Ecalenicarem, Iloscelei-
catem ec. e principia sineulis peculiaria necessario com-
Pecac; sed pocius quod speciebus aut indiriduis omnibus
percommunem eorum naturam quacalemr. 8. percriangu
laricatem, h. C. absracte, quod ipsi Triangulont sic per princi
piasuis speciebus communia, sibi camen in (uo genere pro-
Pria, conreniat. Lesantur huc spectantia Aristotelis verba
T. POH. 5. FCXTU. 13.
5. 25. Nam licet quis de lingulis Prianguli specicbus
aequalicarem illam demonstraram habent, nondum ramen
perfecte norictriangulum quacale habere tresec. Quod
vel inde hetmanifectum, dum oblato Triansulo (r. 8. in A-
Aronomicis) cujuslatera nondum sint explorara rationis, is,
qui generalem isnorat demonstrationem, de codemnon po.
cest aequalitarem illam certâ d direct a demonstrarione a-
sruere, sed rago salrem animi moru e supposicione ( Cictale
PropOsiL
respocta
uatitti