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vol. I pars III

vol. I pars III

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Mediae expo.<br />

^ rcfponfionc iltiid, quod erit pofteriusin<br />

re/ponfione, & dicatur, eft<br />

exrinclio ignis, qui eft in nubibus.<br />

4^ Ex definiuonibus verononnull^<br />

funt,quae funt g fe not^quazq; funt<br />

principiafcientiaru,de quibus non<br />

eft demoftratio, neq; progreflus a<br />

demonftratione,& ex dehnitiombus<br />

<strong>pars</strong> tertia eft definitio,qu? eft<br />

coclufio demfonis: queadmodum<br />

coclufio dicens, q? tonitruseft vox<br />

in nubibus, nifi, cu cognitu fiierit<br />

^ demfonem,uoce eflem nubibus<br />

,ppter reuolutionem vend in ipfis.<br />

47 lam vero manifeftii fac"himfuit<br />

H exeo,quoddiximus,quandoprogrediuntur'definitiones,<br />

& quado<br />

hon progrediuntur,& qu? funtea,<br />

de quibus eft demonftrado, quod<br />

ab ipfis jpgreditur definirio,& qua;<br />

funt ea,de quibus non eft hxcives<br />

demonitrationis: & in fummadeclaratii<br />

fukex hoc,qu? funtea,qu?<br />

non poflunt habere definitiones,<br />

& illa,que poflunt habere definirio<br />

nes: & declaratum fuit fecundum<br />

quot modos dicuntur definition<br />

nes: & in fumma declaratum fait,<br />

q ualis eft proportio definirionis ad<br />

demonftrarionem, & quo poflunt<br />

I eflederevna^quononpoflunt,<br />

^.8 Dixit:Qmveronosvidemus,q7<br />

iani fcimus rem,cu fcihius ipfam p<br />

caufam.cauf^ autem funt quatuor,<br />

quarum vna eft caufa, quae eft per<br />

modu form£,altera vcro eft caufa,<br />

q ua; eft per modu material ,& ipfa.<br />

eft, quacinuenitur propter forma,<br />

&terda caufa, quae eft per modum<br />

nlout-ds proximi & age"ris,& quartaca,queeft<br />

per modum finis: oes<br />

igitur caufieift^ accipiuntur termi<br />

rii medjj in demfomb 9 : &hoc, qm<br />

terminus medius eft tana materia<br />

PoflM'efol.<br />

infyllb,&c6icatcumambabuseT K<br />

tremitatibus:& gpea lylft eft ad mi<br />

nimum exduabus propofitiouib*<br />

cSmunicatibus in termino medio.<br />

Siaccipiturcaufa per modu for- 4$<br />

m£,terminus medius erit, quemad<br />

modum cu dieitur,p.|> quid angul*<br />

trianguli fadtus fup. diametro in &<br />

micirculo eft rec"his?£dicatar,qm<br />

eft dimidiu anguli,qui eft flip centro,<br />

angulus aut,qui eft fup centre,<br />

cu fuenttriangulus fan hancdifponem,eft?quafis<br />

duob' rectis. Exeplum<br />

vcro ca?,qu? eft per modum<br />

materie,eft terrain us medius, cu di<br />

citur,ppquidcorrupituratal?&dV L<br />

fitur, qm eitcopoutii ex cotrarijs.<br />

Exemplum vero, fi accipiat'cauft 5 o<br />

fecundum modu mouentis terminus<br />

medius, vt dicatur, jfpter quid<br />

bellum geflore familiares Har cu<br />

Ali?&dica^ loco occifionis Atma.<br />

Exemplum aut.ciim accipiturca, 51<br />

quac efi p modii finis, terminus me<br />

dius,fi dicatur jjppter quid elcgerfit<br />

Medici deambulation€ antecibu?<br />

& dicatur jjppterfanita^&jppter<br />

quid accipitur domus?5{ dicatur,vc<br />

conferuetab accidenubusi&jppter<br />

quid deambulathomo poft coena?<br />

vtdefcfdat cibusabore ftomachi, M<br />

Etdifpofitipcaufarumjquaeflint ftper<br />

modum finis, cucaufatis fuis,<br />

eft in cotrarium difpofitionis caufarum,qu?<br />

funt per modu agentis.<br />

& hoc, quonia caufe, qua: funt per<br />

modum agentis,funt res pr^ceden^tes<br />

caufata in exiftetia,& tempo re:<br />

Scproptereaerut media in ipfisaliquapriora<br />

exiftentia&teporc co-^<br />

clufioni bus:caufa vero, qua; eft per<br />

modu finis, eftpofteriorexiftetia<br />

& teporc concluuone:&hoc,qm (a<br />

nitas vtiq; eft poft deambulationc.<br />

Etnihil

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