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LI

E

Addit infupcr,

quóJ

nlli

l3offiJ

a

gumenta

infc·

· ~uu

pro

condu11on

ciuft 1odi

1

odJkm,

ibil

con

el

ud re

COL

tra uam

pu

H

on m •

~ic

ilL..

i

1

heologiJ

fuud

1entah

Fundamento

57.

&

e

i"'n

in

p1ftolJ

1.

ad

J.

ngelun1

Boflium,

ihi:

'Sed quzd

11

d~

( inqui

r)

coutra do{/riu. rn C

~

ramuel1S,qui

boc ip(if]imurn

fl~tu

t,

ctJm pro,,rmtiat

Modalr:r11

banc:

Proba.bik

ea

·1ufn OJ l

p~

LJL non

d.ittingui

(pe–

e

e

cffe eurdc ter 7.Jcram

:

GJuod

fi

t!I

pofitt

onc n

d~

inc'ffe cum

ft.

od.1li,

d1 tte rf°J

toto

1. i: Lo, con¡;t1.cias,

t.bi

im..

putes

:

qui

emm

T

J eolo

g1arn

pro/iteris, exJEUfentire,

G

loqui deb s.

H.tc

ll lc .

1:.x

q

u;bus

h

s co fe–

q

u"' ntias

contr

a Car

amud

m 111fi;ro,

&

quidcm

llq uid Js;

Ergo

ti

cu

J

con

nlio

non

d1~

t

Moda

Jis, de

te

triumpha

er

Bo

1

s.

Ergo

q11i

Tbeo–

log,nm pr

ptetur

non deber

pofi~ionem

áe

ine!Je

cum

1od l1 confundere,

&

qui confundir,

nonfent1t ,ncc

loquitnr

exaéle.

Ergo

Modak

omn sin

limpliccs

r

dig

r ·, n ·e \'

r

iJe ,

n "

tH;d '

dt.

I>at

t

etiam.,.,

hre~

v

tima dlat10 x

pra:dil

1s.

_. 12.

uo

fi

1

o<.falls , ira

facile

recurrir

cum 1mpl

i

propoíicio!.c

d

1

inefi'e:

quomodo di–

e ·s,

ea

roto ctelo tffe diuerftH?

au r

q

uo

pat o

r

s

ta–

to

c~lo

diíl:ances,n

iJo

ntgorio

di

is

t

·in

id

cm re.

duce

re; ~ed

ag

dum,

reduc

quado

!vlodalem

il–

Jam,

qua.na

kru1Llt;

Probab1/e c/I

Ptt<Ala

contrta

n"tur

am

11011

di

ilgui

fpecie.

Ccr ..

e

1Jlam

non

al

ir

·r

pronun

riabJ

s

deinef!e,

qua m

fi~

:

Peccat.J contra na–

~uram

non

diflingrmtur

fpecie.

e

h beba

mrentun1

Eoílius, pro¡

o

tuio1

m, q ure aff

res,

ab

El

cleíia

ia

m da

lnar

J

n.1;

p

romd~q

uc irn

probJbilt-1..i-J.

Non

igirnr

de

fer '-' da

1

odalis

dt

>

ncc Cru x rol–

lcnda,

qu1dg

1

d

iJ.:11.·s

ve

di

1lis;

equid

111

pro

cannine

·armen r ...

P

ne

mus.

JJefine C .Jr.unucí

p

tm

7.Je~

are

M odor11m

Schema ,

q

od

r1gp 1lf >

/jatS

e

11

e Cru1.ern,

'¡(uam

{1

¡,,¡

1

ens,

trdtl

te

BoUi

o;

E1:_~0

Stare,Cn:can' Jtr.¡

>

qu.i

tjt

úu1 parta

f

alus.

THEO

E

4

A

1 l.

~14Antitas

,

~~alttas,

&

Oppofi·io

Modalium

e

ll

antl4r

§.

13.

Q

Vantitas,

&

Qr!aliras Mod Iium

fu·

micur \.·x' jOdo, non

l:X

a1do propo-–

íitionurn;

Sc1endu111

efi

autem

(rnquir

D.

ho1nas

opuíC.

40. )

quod

omnes mod.iles

de dJllo

/unt

fingul.i•

·es, co quod modu<

pr~dic

atta e

h'.Jc,

7.Jcl

zllo /icut

de

q11odam fing11i

m

.

b1uiuce

·150

propotiCJo

dJCÍ•

tur vniu

"f

L1lis , \

1

l

pa

c1"'

ular. ;"'

x

co q

uód

mo–

dus

1Jt

1niuerlali ,

v

,.l

parl1

ulJr.~:

1cJ

qui¡

di–

üum 1okt

clk

'mu

·rtJJc,

&

modus

parcicula–

ris , v

t

in ha'";

rrmem ho

1nem

ffe

album

cfi polfibi/e.

ol

t

dici vmu rta is

de

Dlf~'1o,

ted

parucuLuis

de

.Modo.Madi

vmu rlJks íunt

N

cefse,

&

lmpoffebile.

Primus

dl

t

r

lanuus,\

tOm11s

Alcer

nt.:gacmus,

ve

N11ll

5.

Parric.

ular

s

f

unc

Poffihile,

&

Comingens

(vrrurnque t:nim pro

odcm

v

urpar AriUote–

Jes)

&

dl:

affirmaciuus,

ve

Aíiquis:

.he

pofibilt

non,

{i

e

Contingens non

,

qui e(} n gatiuus , vt

Ali-

qu1 non.

'"'.

.

§.

14.

"-'1rc ventatem,

aut

falíirat~m.

Om-

• o

fal ..

s '

re ,func

necellaria:;

&

omncs

fJl–

ll

u tmp

tib 'lc ,

nutJre

funt

toiuingences;

ummula

iJ1

,Leflme

JJ.l

04n.de

E/pmo{a

ISS

E

T.

I

~.

27

quamuis

eni

m aliq ua

i'"'

;i

fin

t

cont~ng t

nc1a._, ·;

tvtodales

ramen

1pf.r,(j

vcrre fun

n

·"eílariz

1unr,

&

fi

faifa~,

impofibil s.

Vndc

h e

Equu't11 currerc

efi contmgens

clt neceffaria, quiJ

ica ell,

ne ali ..

cr

effc poreít, quin

fit

contrng

~,

s,

E

uu

n ur er .. •

íimiliter

ha:c

Eq11m currere

tfi

imfJo(fiblLe

pror~us

eíl etiam impotliod1s. lgllur

f

r po11no poteft

elfe

ne elfaria

de

d1llo,

&

non ctfo neceíl ... ria de

n1odo ,

q

u ja

poten

df

e con

r

J

ngens d

~

modo

~

... . i

5.

Haud

frcus

a nrmaC10,&

neg

icio,ct1un

ex mod1s

pdenda

cfi. Propofiuo

eo1m

L

1odali9

dicicur abíolule affirmatiuJ,

vd negariua fccun–

du111 aftirmJtionem,

vel n gacionem·.Mo ·,

&

non

d1lli :

V

nde

h~c

Sortem rJon

c11rrr>t

efl

po/fib

1

l•

ell

aftirmaciua;

ha!c

vero

Surtem,urrére non

efl

po[.

fibile

,

e!l ncgat1ua •

§.

16.

Oproíicio

autem proportionaliter

fic

ficut

in fimpl1dbus.

l.

am quemadmodum

Om•

nu,

&

N11ll11s,

fociunt propo!iriones opp n1

con~

erarias;

ltJ

J.Verebe,

&

lmpoffibt/e,

qui mod1 funt

vurnerfales,

oppofiuonem

conlhcuunr contra–

riam.

Vnd~

h

;

Necef

e

efi

lomint

m effe

atbum

Impoffibde efi

bomhum

eDe

alb un

opponl ncur

con..

trJne.

ét

1IClH

Omms,

&.

AL1qtús

non,

OPf onun–

tur

tontrJdidor1~

,

HJ

&.

Netcf.e,

&

Poffeb1le non:

fi

m

lliH~l

q

uc

hnpoffib1le,

&

Poffib1lc,

con cr ad

1c

ric

opponun (

ur ;

V

·3·

N

et e{

e

rfi /;ominem efe albuna

~

PoJ]i btle efl bommem ,,on cfft a 'bum.

H.e

re10,P

r¡fibi·

le e/J

born111t1J'J

efi~·

a[b,1m, l'offibi.e

~ft

buwinem no.J

tffe

albuw,

fon e

tubtoncra1

ix;

Ha:

ra1

dcm

N

cefe

t'fl

hommem effe a Lbr:rn,

Poffi

blle eji

hon

inem ejje

album

funt

íuba!t<.:rn,~.

§.

17.

Propofüion

s

it

oppófita! reddunt

1

r

~qu1poll

ne

s,er1am rac1one

pra:poíicCE,

vd

po~·

poli

ta:

ncaacionis,

vr

luprJ

pro

Ílm

11

1um

zqu •

pol cncia

~rad i dimus

in co

v<.:rílc.:u t ,

Prii·Contra–

dtc Pofi Contra

,

l'r~

,

pofi ue

Sub

alte~.

V

n

~

Ne–

tejse,

&

Pojfibilc

non,

L}

1

i

ue

~1

ocu

con

cr

~d1d

:

IJJ ;

ti

alr~ruu

i

pnrp

nas

n

g

nont

ru , Jtnc

a::qu1•

pol

len1cs, \e

f

nt

ha:

1.

on necejie

1fl

P~ct~~m

dij pu

tare,Pof]ib le

t{t

Pctrnm

ri Otl

ifput

rfJ

Et

i1c

d

~

..

t

~ris. ~~:d

rn:

ryro \.'

ª'

b

!:>

lh ,

q

u

ando

an

t

ce–

dat ,

aut

q

u

ndo ú:q

uan

i

ne

atto

? .

a

1ucr

unr

Compl

uten

r~

s,i n propo

it

onc

LYl

odal

•,tu

ne

p r ~pon1

negat1onem ,

q Jn io

mud10

n.egJtur

~

cu

.e

v~

1

ó

poi

l

oni, quat1do

ntgatur

dz[ium;

Ul1C

d

i

11

q ue r pom iHuul,

&

poltpom,q

uand

n~

o-ac ur vtrumq ue.

~

§ ..

19.

lam vero

_v~ufquifque

rx

quamor

l~

dis

1

m r .. ccn

HIS>

íJc1t

q

uacuor quo ue

propo

I•

tionc.:s Modales formarum diíllmili

m? quar

ut

1

Prima

dl

10

qua,neque modus, neque

d1ll.um

~e­

gatur:

vt

P~&rt?m

d1fputare

efl

foffib1le,

~ttwm d1

f~u­

tare efi ntcefse, &c.

Secunda,

10

qu

dt

um n

0

a–

tu r ,

&

non modus: v

t

Petrum

~º"di[

putart

t/l

pof–

fibrle.

Tercia

in

qu d,dum

tnrmacur,

fed

1:0-

d

us neg

uur;

v

t

l'etrum

difpr,tare

''ººe~

poflibde

uarta, in qua tam ci1dur.1,

quaf

e

10 _

u

ne·

garu r , \'

t

Petrum non

~

i[p11tare

uon

~/t

poffib1te

V

t

autem omnia

h~c

m' 11us memona n ..

un~

ntur,

inuenere

Vc.

4

tcres

01Jltdic1,

q

at

or o e

u.i–

drifyllabas:

1

il1cl'·r;

P

/

RP

1

R.

A, ILl

CE,

Afvl

Bl 1

1

, & EDE

V l

l:

1h

q

1bu

qu~tuor

reperies

voc~les

A.

E. L.

V. H

_n

m

.~ ,

Gg ni–

ñc4t

odal'm

atnrmanccm

t"nl

d1dum,

quam

nu

1