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vol. I pars III

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Solut.Tomitani<br />

49<br />

A demronefimpliciter, qua deft'<br />

SOLVTIO* D<br />

niuic inte.?«dicens eafacerefci<br />

q> induclio<br />

cntia ex primis,veris, immedia procedit a parcibusad totu,hoc<br />

tis QCc. ob id, earn vult conftare e a particularibus ad vFe, vc fcri<br />

ex notis naturae. Idem « <strong>vol</strong>uit bimr ab Arift.2. Priorum St*u<br />

Themift. qui m.z.Poft. cap.jo, Topic.cap.io* 6C«uPoft. tex.sj.<br />

appellat demronequia fylFm, quae quide particularia primu<br />

naibicoparat demronem quia occurrunt nobis,qjipfum vni<br />

ad demronem perfectam, incu uerfale, ^i qm intellectusnon ipot<br />

ius comparatione potiusfylFus intelligere deficiente cognitioe<br />

eft q? demro. 6C.it Pofte.cap.4» particularium, quae fenfibus ap<br />

demro inquit no fubmittit fefe prehenduntur. Quo ftante dix<br />

cognitiom humanf,fed nature, cas, verum ee in adduiftis locis,<br />

qfh per demronem earn vult q vl'e, efle notius nobis, q? minus<br />

B facit fcire fimpliciter.& eft ac fi vniuerfale ordine doctrinae,at 3<br />

dicamuSjAccidentiauo efle en hoc in loco vult cognitione per<br />

tia,fumedo Ens pro priori anax inquifitionem, hoc eft ex indu'<br />

logato,nam tale non eft nififub ctioejinquaprocedimusapar/-<br />

ftantia: dC tamen accidentia ticularibus ad vniuerfale, dico<br />

funt entia in rone coianaloga. in fumma, q> hie comparat par<br />

Sic demro quia non eft demro, ticulare,vFi,ibi vl'e magis ad mi<br />

hoce ilia quae drfimpliciter ex nus.Qupdfiquisdiceret, oppo<br />

naturf notis:dCtn demro quia fitum <strong>vol</strong>uilTeAuer.in.c.iz.qct<br />

eft demro, pro fylFo demonttra<br />

tiuo analogiceaccepto,quieft<br />

fylFus procedens ex necefiarrjs,<br />

ad differentiam Topici 3C Sox<br />

phiftici.,p hac ruateria eft Auer,<br />

CONT, XXXI,<br />

^%. V VJ.T o> <strong>pars</strong> fit prior fm<br />

Co. i;»<br />

' CQgnitione<br />

• • - ^<br />

apud<br />

.<br />

nos<br />

,i,<br />

ixnatur^<br />

pofterior: vniuerfale vero fit po<br />

fterius nobis oC pn 9 particulare& vFenon func inui<br />

cem comparanda,ad hoc dicen<br />

dum, qp non funt coparanda re<br />

fpecftu eiufde potentifiudicanx<br />

tis: tnfm ordine exiftendi, hoc<br />

poiTunt:nam hicdicit fingulax<br />

ria primumeffecognitaqpvni^<br />

uerfale;non autem hacccompa^<br />

rat,refpec^udeterminatg virtu^<br />

tiscognofcentis*<br />

naturf»Op CONT, xxxir,<br />

pofitfi <strong>vol</strong>uit.i. Ph.4««3C«i«Poft, HABET \.om.q>dem6ftra><br />

co.ii.vbi vult totuee nobis no<br />

tius fuis partibus, et et vFe,cum<br />

fit totum,eft notius nobis, item<br />

><br />

tio fimpliciter fit ex his quce mv<br />

ta naturae funt«Oppofitum vi^<br />

detur <strong>vol</strong>uifle.i. Pofter.com.r.<br />

in Proozmio huius libri dixerat vbi ait, demonftrationem lim^<br />

vniuerfale efle notius ordine do pliciter nobis tribuere caufam<br />

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