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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. 6.
Onantitare.
velealem Priansulum. Ouod cumplaronico illocetraso
nismo ee mentis acquiescentia care possenon ridetur.
5. 26. TI. Sifueris actriburum quedpluribus compori non Sed insua
per communem nacuram: illud de singulis in specie est demenstran- Quavis se
BErC7
nim quam plurima sabiecta quibus idem acributum neces-
Cario comperie, iplaramen non habent comunem nacuram,
juxca quam hoc actribucum illis conreniae, quod accurace
nocaric Arist. 1. POst. 20. (aliis 19) Talia Cunc Triansulitres
ansuli, de quadransuli circulo inseripei duo oppositi; quibus
uerisque simul sumtis compecie aqualicas ad duos rectos,
non percommunem utrisquenaturam, sed per naturam lin-
rulispropriam. Unde communistruc affectionec generali
demonstracione probari, ut per subsumtionem deueroque
incellisatur; nec exprincipiishujus eadem de alcero subie.
eto octendi potest, cum in nullanacura duohac subjecta co.
veniane, juxta quam affectio illis competat, adeoque prin-
cipiis dirersis nec subordinatis nitantur.
5. 27. Eclicer subjecta saepius in eodem genere vel sal.
cem generalissimo vel subalcerno conreniane, quia tamen
actribucum commune, (licet signate spectatum ipsius criam
generis proprium sic, cidemque primo e per (C: COmpetat.)
hic exercite cerro modo determinatum speciebus conrenie
non jurra genus illud, sedjurca nacuram linsulispropriam.
herinon porest, uceadem demonstratione commune illud
utrisque rel omnibusinesse simul ostendatur. Ita licer Tri.
ansulieresansuli, et quadranguli circulo inscripei duo op-
Polci, conreniane in natura Entis, quancitatis, angulorum
ee numeri, quia tamen agnalicas, (alias signace spectata ipA
quancicacirel Enti potius aestimatire spectaco primo e per
seanguliseria e numeris participatire comperens) hicexer-
cice ad duos rectos determinatanon inest utrisque juxta com
munes hrascenaturas, sedjuxca nacuram sinsulis propriam,
communem etiam de uerisque respuit demonstrationem.
5. 28. Similia exempla quam pluxima occurrune in Di.
scipli.