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vol. I pars III

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CJjiniibroslcgicae<br />

43 ilMltfsvtfon eft naturas ipfius necc£ t£eincerto.PoFenanq$ efYcoi0» |<br />

ia'r ij. Sidcfgo ilia de inefle, q conge gaftlli,qtf dicim 9 , ois nomo eft ani<br />

rkttr f>miflze minori neceflari* eft maljidquoddidmus,&o6aiatn4c<br />

iieceflaria fm fubie&u de inefle ftn ambulat. Si hoc accideret quodam<br />

pdicatuni.Etideo cauithievirdice tpe,&concludcr.ef'q?o?shomoam<br />

tr,q> modus condufionis fit de inef bulct.EtpoFeeft q> intcUigat J exna<br />

fe,fed dixit $n6 fit neceflaria.Hoc ftrodiclo,q» " "" omne -' aial atnbulct • • nc<br />

"atknotum eftobnatuiS pmifl^,cu ceflario aliquo tpe, aut euiscondir<br />

ius conditionrs eft,vt fit de inefle,& rionis eft q> ambulet. Et ideo dubifi<br />

ztfaior cum neceflaria minori:. De-- fuit hoc exemplu ipfi A lpharabio><br />

'clinauit vero ad oftcndendum hac quiaipfeptitauit,q?diccrccuiufi]ue<br />

•vadetatetn, quia dici de 01 noli fit! aTalis conditionis eft, q> amhulef,fi<br />

hacmateria,nifigaccns,g^adeinef expmiffisneceflari;s,cumipfacadc<br />

ie,q eft I hac (pe,c6unct pr^miflam fit ex przmiflis de inefle.Qn autcni<br />

minore neceflaria p acciis, pdicatu ics ita fc het T compofittone, qa? fij ]<br />

[ enim affirmaf fubiedlo affirmatio'- « duabtrs Tniuer/alibus,ficfm hoc<br />

ne neceflana,qh fubiedu in illis su expediret q? intelligatur apud ipsij<br />

ptiifueritfmdenolationedeinefle, rcsinfpcciebus,q coponunlfhacmt<br />

non ncccilana,vcladiecitclauful3. ftionisfpe,quaconclufi6fitnecefla<br />

JconditionisTillis tps certu (enfatu. ria,proutde{crip(eratqn maiorfue<br />

Harcautconditio non inuenic'in p ritneceflaria,noncum quacunque<br />

mifladeineflepnmo &jjfe,icdfi deinefle,qconrigcrit,(edcudeiner<br />

•fuerit,eft p accns. Sylft vero contra<br />

djclionis,qui fit ad oftenfionc conclufibnisinhac<br />

miftione nSeftnc<br />

«flarius,qii enim pdneremus condufionem<br />

ncceflariam, hoc eft, ex<br />

tcrminis neccflarijs, oporteret<br />

maior terminus pmifla: maioris nt<br />

neceflarius,& fiFr terminus f miflae<br />

roinoris.Qn^aut coniunxeritcoucr<br />

iam pmiflje minoris neceflaria: ttt-<br />

[ lifletfyiFm in prima figura exduabusntceflarijs,&<br />

conclufiflet, q? A,<br />

quod eft mai 9 fe,cuius terminus fubiectus in eaiit<br />

in materia dc inee poFi, & fit ex ma/<br />

terianeceflatia.Etficexpedit q>intelligat<br />

extremii, neceflario<br />

in fit B,hoc eft q? affirmct' dc illo affirmationc<br />

contmua non ahqua di<br />

ifponc,neq-, aliquo tp.e. Et fiFr opor-<br />

j abeo res,qn maior fucritde<br />

inefle,q? conclufio. non fitneeeflaria<br />

cum de iucfle,cuiusconditioais<br />

eft, q>c6iungat'minori ncceflane^<br />

&eftcuius pdicatum fit ex natura<br />

de ineflcpoflibili,& fubiedu ex na<br />

tura'ncceflaria. Etiditerum,quod<br />

dixit in fecuda figura in hac miftio<br />

ne,cxpcditq?redeat fuu iudiciuad<br />

fuum in primam figuram ludicii<br />

primiefigurXiprout expofuim* ia<br />

haceademfigura,exceptoqj ipfedi<br />

xit in compofittone, q fit in hac fir<br />

tet in tertia figura, du fumpferimus gura ex prajmifla particulari negaconclufioiiem,&comunxenmusci<br />

tiuaminori neceflariaj& ex p<br />

minore pmiflam . Exemplu veto, dc inefle maio ri q> non concludaV<br />

quo vfuscft hic,pot efle q> intclliga neceflaria(emp,fed aliqn conclude<br />

tur1fmq>firdeinefletp.alis,&pofe tiirconungens,cuiusexemplficft<br />

cftcfiuteUigatffm cjfit.afrirmatioa

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