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vol. I pars III

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A ri: ob idfycocliidit fubftatia px<br />

cipue definiri, qfh eft maxime<br />

Ens: accidentia v«ro minus pci<br />

pue,qm no funt primii entia,fj<br />

fecundario. Ecce itaq?, quo pa*<br />

(fto Metaphyfici munus eft, no<br />

logici agere de definitione *<br />

SOI.VTIO*<br />

DICENDVM definitionem<br />

aliqn ee Problema, hoc eft face<br />

re conteplabile difputatione ex<br />

.pbabilibus: Sicijj a Topico vex<br />

nitcofiderada:dehac.n.abunx'<br />

de agitm.i.SC.tf.hb. TopicJhv<br />

^ terdu definitio inftrm eft ,quo<br />

venamur q3 cjd eft ee in rebus:<br />

atqj hoc mo gtinet ad fm libru<br />

Pofterioru.Etenim Logicus hi'<br />

ftrum eta cofiderat, vt author e<br />

Auer.in Epit. Logicis. Quocir^<br />

ca.,arsvel facultas iftrumctaria,<br />

ipfaLogica dicfla e.Definitio ve<br />

rovtgdditas eft,hui 9 atcpillius<br />

Ends, fie a* diuino Philofopho<br />

venit tracftada. Qua rorie de ea<br />

difTerit Arift.l,7.et.8.Metaphy»<br />

Tu vero videibi,haeclatiusac<br />

diligenti us caetera.<br />

Qy o N i A M no eft inueni*<br />

re re aliqua m defini tionib 9 etc*<br />

Habet Auer. tra matena, dC dfiaprofor--<br />

Solut. Tomicani<br />

«na»Item.i.Phy«2j.6C.pi»dicit<br />

Auer. definitionem conftare ex<br />

generetanqua ex formacoidC<br />

ex dria,canquam forma ,ppria*<br />

Item Arift.cV Auerr.in vltio te«<br />

fecundi Phy.exprefle <strong>vol</strong>uerc<br />

in definitioe effe materiam, vel<br />

effe pofle.<br />

s o L v T i o.<br />

NON negatAuer.hocinlox<br />

co definitioesno habere parte<br />

matenalcalia,alia formalc, vex<br />

ru:hoc dicit, Sfinitiois tracflatio<br />

nenodiuidiinlibru de forma,<br />

dC in libru de materia: quo mo<br />

diuiditur demro.Differentif ca<br />

haec eft,nam demronis forma ,<br />

quae fylFus eft, etiam Topico ec<br />

Sophiftico fyllogifmo accomo<br />

datur,iccircooportuitArift.c5<br />

fiderarefyllogifmum tanquam<br />

communem form am in Priorix<br />

bus Refolutorfjs. Definitio ve^<br />

ro cum vnicalit, atqjindiuilibi<br />

lis, vnicam <strong>vol</strong>uit tracflatione,<br />

in qua omnia explicaretur, qug<br />

ad ipfam pertinent definitione<br />

conftituenda,Propterea facflu<br />

eft, vt fecund us liber Poft. fufff<br />

ciatproipfa definitione tracts^<br />

da.Nam ibi partes component<br />

tes trad it Arift. atqj eius fpecies<br />

tres, definitione fcilicet quae eft<br />

principium demonftrandi:6C il<br />

lam qujecoclufiodicitunacpo<br />

ftremo tertiam,quf dicitur folo<br />

fitu differes, vide pro hac re te.<br />

21. primi lib. nee no te.io, fc9i*<br />

PRINCIPES vero partes<br />

ipG?6Cc. Hoc i loco tagit Auer*<br />

duufione libri Pofter. ac fi di ui><br />

E iirj fio

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