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vol. I pars III

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Libri Ppfteiiorum*<br />

A rradatdefinirioncm&efle.ficitaq}<br />

expcdit,9> intelligatur p" dicario pri<br />

maj& per fe in hoclibro.Et ficezpe<br />

«u't,a>res intelligaif defpeciebusdc<br />

ftenie,media5termlbusdu$n6cct O<br />

ca roaioris:&ficoncederef,q>fitd|<br />

ip£am eflendt in minori,efletcau{i<br />

fui eflcaccidcntalis,non cflenrialij.<br />

moftrationu fim prr. Ecu inc oportet,cj><br />

numerenf n5 ex ea pacte,vn-<br />

«le finxiteasmimcrareipfe Abunazar,<br />

&deduxit pofl fe hominesin<br />

c6fufiones& laborfes imittlcs,fc am<br />

biguitates infinitascii jllorfi dcuiationeanotitia<br />

fpccietum vcrsde-<br />

Vcritas autcit/p ipfc non fit cl ipfi'«<br />

maionsfm fe,seq; ipfum eflendif<br />

mjnori,fedcftcaufa minorisfblu:<br />

cum Tero fit cauia cficndi maiorc<br />

in minori,ncmcan& ipffujfmfeil<br />

cftcaaccidetalrs,nafn qiiicquidcfl<br />

caufa ipftits cflc eflentisdis ret eft ca<br />

monftrarionis, fi coceflerimusillas, fui fm le,prout oftenfum eft in no-<br />

cjuasnumerauiteflc demonftratio ftro tracottt de conditionibuscau-<br />

nis.Totiusautb.ui* caufa fim remo farum dcmfationum fimpPr. Sicq;<br />

tiohuius viri a (peculation^ Arift.; h^ec demfatio, q" non largi f'nouti a<br />

A circa has res.&deuiatio eius abiti- rei,nifirarionc caufa: accidentalis, B<br />

nereipfius:6i iccirco vifum eft no- eft demfatio falf a non ,tera. & hot<br />

bi s cxpcdiens pertcrmar i dc illis fpc itaq-,f tpoPeeftin matcrijscompo-'<br />

ciebus demonftrarionum,quarum, fitis.Formae7ero nonhabentdefi-<br />

Hiemincrat Abunazar in fiio {ibro, mtibne^quia fiint fim pikes, & pro<br />

qu? finndemonftrationesfiroplicipterea<br />

non eft poPe, q> ofum parti u<br />

terfm opinionem Arifto,&qna:il definition is fit defini do. Secunda<br />

larnm non fit demonftratio. : veto/pe"shuiusgeneris eft, (j> A fit<br />

genus ipfius a, & B fit genus ipfius<br />

iL mi generis demon (Ration u apud c.Notum auteft,q? cdnclufio hui*<br />

[uod het ipfum,q*eflr,cuiushabitudo maio- demfationis nnn fit pnma, neq; p<br />

ris ad medium fitipfa cade habitu^ caufam:& fiPr non eft caufa fimplx-<br />

do,qua? eft medijad niinorem,quz citer il!ius,hoceft,maioris extrcmi,<br />

eft primafpesiHarum, quarum me fed eft caufa e/lendi ipfom >n mino<br />

minit,eft,q? A fit defimrio tpitiis B, ri.Acetexquo vie eft noriusapud<br />

&B fit definitio ipfius c,&'di«tcir nos,iqproprium, difficile eft, q? pro F<br />

cahaflcfpfm c]? infer ataltcram dua priufitnotu,&vKu&fit igtrotum.<br />

rumconclufionum,autcp A fitdefi Tertia vero fpecieseft, A eft dfia ip-<br />

nitioipfiusc,autfir definitio parfius B,& B differentia ipft<br />

lium definitionisipfius c.Quod ve<br />

ro haecdemoftratio inferat, c?> A fit<br />

definitio ipfins c,no poteftefle velum^prout<br />

oftendit Arifto.ex quo<br />

dc definition^ non conftat demonftratio:ficq;,fi<br />

inferfet hoc,in(errct<br />

ipfum p accidens:dum vero inferret,q?<br />

A fit definitio partium defini<br />

tionis ipfins c,notum eft,cp cohclit<br />

fiononefletprima. Reautiucxi-<br />

9 c a c. EC<br />

de re huius notum eft,q? eius coclufio<br />

fit non prima, cu differentia no<br />

fitprimoi habensdifrerentiam, fed<br />

difficileeftip difftre»ti*fitdiffcretia,ex<br />

partequaeft fimplex: na habens<br />

differentiam eft compofitum,<br />

& eft ipfa fpccics, Cbgi tatiuum att*<br />

tem non eft differentia rationalil,<br />

nameft<strong>pars</strong>potentijeipfiusronis r<br />

aceaarnilUnoneft demon ft rari«»<br />

o if fim-

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