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vol. I pars III

vol. I pars III

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Liber<br />

eiusformajcft forma fylfi. Quando<br />

,aut hoc ita fact it, caufe fallacix ifto<br />

rumlocorum reducitur vlrinduas<br />

'res,quaru vnaeftjCpputtftur deco,<br />

qui non eftfylft, q> fit fylfs proptcr<br />

paucam dfiam , qua: eft inter cos., &<br />

5> putetur dc eo, quod non eft contradic"tonu,rp<br />

fit contradi&orium<br />

j?p.paucitatcdfi:E,~quareft inter ea:<br />

hoc au tern accidit,qn non perficiun<br />

tur definitionescuiufm eorum per-<br />

'iec'Ti,neq}fubtiIiterdiu:ernunr*,noc<br />

B -ell fylfs clench us , quia.fi declarare^<br />

nobisexquotcaufisfint fylfifbphiftici<br />

fallen tes, hoccft,elenchifophi-<br />

ftici,ncq; de omni elcncho , qui pu-<br />

.taturq? litclenchus,e(Iet contradictio,neq;<br />

clench us. Elenchiautem<br />

•vfcsnonproportionati,fiincqui no<br />

ptoportionanturalicui am artium<br />

demonftratiuaru, 8c funt clench i,de<br />

•quibusputaretcj? fintelenchi,illeq.<br />

non fueritexcrcitatusin illisartib 9 ,<br />

(icutelenchus attium demonftratiuaru<br />

m fitelenchus verus non proportionatus,<br />

qth no proportionato<br />

vtiturarsTopicae : fallcntur aute in<br />

hocdemonftraciuequi nefciunt, q><br />

hocgcnusfitpropriu artisTopicse,<br />

hoccft,eo vti no proportionato : &<br />

hoc,quiaha:carsvtiturfal{b,kjn fue<br />

rit famoium,& eo rnagisex non pro<br />

jportionato. Sic etiam vtit' elenchis<br />

fal (is v ni uer fali bus, ficu t artes demo<br />

ftraciua: vtuntur elenchis proprijs.<br />

Dfiaetiam inter hanc artf vti elenchis<br />

vniuerfalibus, & inter arteelen<br />

chi topica vci ciscft,quia ars tentatiuavciturhocadaugendamintellcdtionf&difciplinam,iftiasauteintcntio<br />

eft fallere.Sic hxcarseft quo<br />

dammodo <strong>pars</strong> artis topica: , & iicut<br />

cleachus, qui fit in redargutionibus<br />

Primus 149<br />

deitioftratiulser pr*mifTisTcrisn5 D<br />

proportionatis,e fophifticus,fic ilcu<br />

chi,qui fiuntinartetopicxex pmi£^<br />

fis,de quibusputatur,q> fint famof;*<br />

& nonfuntfamo/Be, funtibphiitici*<br />

licet fint veri. Elechi ergo fbphiftici<br />

funt duo, quoru vnuscft,qui puta£<br />

cjj fit verus,& eft falfusjfecunduselt,<br />

qui putatur, q? fit illius artis, & non<br />

eft ita,fiue fuerit ralfus,fiue fuerit ve<br />

rus. PoftcJ aittem fuerit hocdeclara<br />

tum,redeamus& dicam 9 , q? omnes<br />

fylfi fbphiftici inferuntur ex iftislo<br />

cis, fi haec loca fuerint oesres fallcntes,autquidaeorum<br />

inferuntur ex<br />

his,fi ifta, quorum mcmini, no fuc E<br />

rintoes rcsfallcntes.'Iam autapparetqjiftae<br />

fint oes res fallentes, ex co<br />

quodiam declaratum eft, q? omnes<br />

elcnchi & contradidtiones fallentes<br />

fint elenchoru & contradiAion ij,de<br />

quibus putatur, q? fint veri elenchi,<br />

& noufunt veri ,quia deficit eisaliqua<br />

parua res ex definitionibuselea<br />

chorum veroru.Quando aut res ita<br />

fiierit,fequiturqj numerusipecieru<br />

elenchoru non verorum fit humc-T<br />

rusfpccierum defedtus ingredientis<br />

clcchos veros, &fequif', q? numerus<br />

defed:usingredienrisfme6rum par<br />

tes,hoc eft fm panes elenchoru m ve P<br />

rorum,fitfmnumeru partiii illoif.<br />

£x quo iam declaratum eft,q? elenchus<br />

verus eft fylfe concludens contradicloriu<br />

rei, quac nota fuerit fm<br />

efle,&declaratu eft, q? ifteclencbus<br />

eft verus,qn fuerint in eo tres condi<br />

tiones,quarii vnaeft, q> fit verus fm<br />

figuram ,&(ecunda q? fit vcrus fm<br />

prxmiflas, & tertia q? cotradicloriu<br />

inferentis fitvere contradidtorium<br />

rei not3ej>ipfnm,hoceftcQnclufionis,cuiusdeftrucl:iointenditur.Manifeftu<br />

itaq; eft, q> fcqui^q? locafai<br />

lentia

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