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vol. I pars III

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Co»io»<br />

Solut.Tomitani<br />

A Allonge alitervifuseft Arift,<br />

& Aucr. explicate demonftrax<br />

tionem figni. Nam in tex.jo.hu<br />

ius primi, SC in co«p;« Habetur<br />

demonftratione quia, fieri qua<br />

tuor modis,Prima fpecies eft<br />

ab effedlu conuertibili«Secunx<br />

da ab eflfectu non conuertibili«<br />

Tertia a caufa mediata. Quarx<br />

ta 3 caufa remota«Quo ftante,<br />

inde efficitur, aliquando demo<br />

ftrationequia fieri percaufam<br />

rei, no Temper per caufam fcien<br />

tiae in nobis tantum #<br />

B<br />

S O L V T I O«<br />

C A v s AE quf mediatg funt<br />

& remote, verae caufae no funt<br />

appellandae,6£ obid fcien tiam<br />

pariunt in nobis imperfectam<br />

comecluralem: quocirca hg cu<br />

effect jbus ordinantur»Quod fi<br />

quis harum demonftrarionum<br />

exepla habere velit, legat tex.<br />

jo.apud Arift. cV Auer» quxfi*<br />

turn de medio. ibi«n«haec latius<br />

C 6cdiligentiusconftabunt.<br />

CONT. XXVI,<br />

H A B E T Auernin hoc com<br />

men, diflindione iam fads nox<br />

tarn omnibus» Quod demon'<br />

ftratio duplex eft. Quaedafimx<br />

plex,qu£ vmco fyJlogifmo abx<br />

foluitur:quxdam compofita,<br />

quf profyllogizataut vtran^j,<br />

aut alteram pr ^miflarum. He. c<br />

enim 5 Grr» cis demonftratiox<br />

nes dicuntur , quae dant fiue<br />

Thorema, fiue Problema. Lax<br />

tini fimpliccm dC compofitam<br />

appellant, Vultitaque Auerr. I<br />

illam efledemoftrationem fim<br />

pliciterflC fumme perfe-fbim,<br />

quae vnico fyllogifmo abfoluix<br />

tur: quae vero pluribus, %quixuoce<br />

inquiteft demonftratio.<br />

Oppofitum videtur <strong>vol</strong>uiffe,t»<br />

Topicor.cap. primo: vbi deft '<br />

niens Arifto.& Auerr. demonx<br />

ftrationem, dicunt cam effe fyl<br />

logifmum ex. veris, & primis,<br />

aut ex his, quae pervera dC prima<br />

fidem fumpferunt. Quix<br />

busverbis tarn mediatam qua<br />

immediatam demonftratione ^<br />

videtur colligerefub eademde<br />

finitione, dC fie vniuoce «<br />

SOL VTIO.<br />

SCIENDVM Auer.inTo'<br />

picis accepifle demonftratione<br />

comunifignificatione, profylx<br />

logifmoexnecelTarijsrid enim<br />

fufficit eo in loco, vt ilia diftinx<br />

guat a cseteris fyllogifmis* Hie<br />

vero presfius accipit demoftra<br />

tionem, pro fyllogifmo ex ve-'<br />

ris, immediatis cVc,<br />

CONT* XXVII.<br />

VVI.T in hoc come, quod ^g<br />

fingularianon fintcomparanx<br />

davniuerfalibus: quoniahanc<br />

comparationemneq3fenfusiu><br />

dicat neq? intelleclus. Nam inxtellecftus<br />

concipitfolum vniuer<br />

falia, fenfus vero tatum vniuer<br />

falia* Oppofitum habes.-.Me.<br />

io. vbi fingularia inquit efle no<br />

tiora vniuerfalibus,<br />

Solutio*

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