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vol. I pars III

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A nunquam verutn concludi pofx<br />

fet,emceret!refototio facilis. Ex<br />

quo colligitur, q> in omne fylib<br />

concludete verum ex. veris pot<br />

•cffe reiolutio.Sed oppofitu hax<br />

betur apud Arift.ex muloLibri<br />

Prior.^ Pofte.nam hi duo tanx<br />

turn libri refolutorij vocantur,<br />

non aute liber Topic, qui mdC<br />

ipfe, cum ex veris verutn coclu<br />

dat,vr dici debererefolutorius.<br />

Item liber Prio.cum agat dc fyl<br />

logifmo formali,abfcp materia,<br />

fiue vera, fiue falfa, quo modo<br />

* refolutorius dici potent, fi vera<br />

funt, quae hie dicuntur^<br />

8 OI.VTIO*<br />

S c i R f. debes q? Refolutio,<br />

cftordo contrarius compofitio<br />

fii, proprie accepta: na vbi in*<br />

cipit vna,definitaliadC e diuerx<br />

fo: qm compo d par tibus ad tox<br />

turn .peedit, refolutio a" toto ad<br />

partes.v.g.fi ab Elementis, dC<br />

membris ad humanu corpus p<br />

cedas, compofitio eft, fi ab hux<br />

snano corpore ad mebra dC elex<br />

meta accelferis, refolutio appel<br />

latur,itaq)haec contraria rone<br />

fiunt. Ex quo patet,q> refolutio<br />

contraria, femper compofitum<br />

diuidic in ea ex quibus compox<br />

nitur, fi veto diuiferis compoiix<br />

turn in ea, ex quibus no coftat,<br />

hgc no eritrefolurio proprie dix<br />

refolutio po<br />

ted fieri fine rei quae refoluitur,<br />

corruptione : no aut fie fe habec<br />

diffolutio, quae cum rei interim<br />

femper fit « Nam fi domum vel<br />

fcamrmm refoluas ratioe in elex<br />

meta dC materiam dC formam ,<br />

res non corrupit , G aut hsec difx<br />

folueris, comimpitur* Et ob id<br />

iure certat expofitores fuper4i»<br />

Priorucap.i.quo modo fit lege *<br />

da definitio termini,nuquid ter<br />

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anpotius refoluitur propo*na >*<br />

alrj />KA»*TW }hoc eft diHoluit^alrj >»<br />

rfwtA&'tr*, hoc eftrefoluit magis »»<br />

legendum probant, de qua re "<br />

in Grjcis adnotationibus die ex<br />

dum erit » Sed ad Refolutionem<br />

rtirfus accedentes dici m us earn<br />

mult is fieri modisralia.n. eft Ar<br />

ti'ficiofa , vtcum fcamnu vel lex<br />

clicam in partes , dC particulas<br />

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\ynJdC membra in elementa, GC<br />

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duces. Tertia eft mathematica,<br />

(authore Alex.6C Phtloponoct<br />

in Jib«Prioru ab initio ) in qua ,<br />

Theoremain principia refoluix<br />

tur,atqj ea principia in alia max<br />

gis prima & immediata. Eft,«3C<br />

refolutio Logica, hoc e ronalis,<br />

qux fit, vbi quxfitum fiue conx<br />

clufioinAiarefertur principia*<br />

Idautcm colligitur ex pracfenti<br />

I* irj contex*

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