uligm gi o

5*

ene ecohſam idichinp picuicle⸗

unlu

ſorccus ni x milẽs cir arineri

rm

mdetminatã ad vnũ. Ipſũ eniſingulare vni

uerſalit᷑ intelligi nõ põt. Et ꝑh diſtinguit᷑ ve

ritas q̃ẽ obm intellect? ab vniuerſalitate qͥa vitas oeʒ rẽ ↄcomitari põt nõaũt vniuerſale

igit vitge Pöt eſſe paſſio entis nõ aũt vniuer Lõtra iſtã cõcluſionẽ arguit᷑ dru⸗

Alitas. Cõtraiſtãc arguit qᷓd pliciter· pꝛimo ſic.obm potentie naturdliter

pᷣcedit potẽtiã itellectiuqᷓ. igit᷑ ndeſt oõm po

tẽtie intellectiue. Maioꝛ nota.minoꝛ ꝓbat

per phm pᷣmode aia.vłe nihilẽ aut poſteri? Lßᷣm rònẽ. Et loqͥt᷑ maxie de vnuerſaliintẽ⸗

tionglide qͥ tu cõcluſionẽ tuã itelligis. Se⸗

cundo ſic oĩs porentia pᷣmo fert᷑ in fuũ obm

vtens fantaſmate vtit᷑ ipſo ſm ꝙeſt indeimi

nate rep̃ſetatiuũ ↄueniẽtie ⁊ ↄfoꝛmirat inci⸗ uiduoꝛũ nõ diſtinctiõis uel diſcrepãtie ut cũ inrellect?meꝰintelligit nãm humanã totã nõ intelligo eã infiguratã uel nõquãtã uł nõ co

oꝛatã imo itelligo eã̃figuratã tauibꝰ lineamẽ

tis in gnãli t̃⁊ q̃lificatã talibꝰ coloꝛibꝰ tali

debet pᷣcedẽ ipſã potẽtiã: ß vniuerſalitas nõ

—

adequatũ: ß iteſlect?nõ fert᷑ pᷣmo in vniuerſa

litatẽ igit æ. ſ Certio ſic. nulla potẽtia põt

ꝑactũ poſitiuũ in oppoſitã rõnẽ ſue ratiõis foꝛmalis qͥ viſus non pot ꝑactũ poſitiuũ in nõ coloꝛatũ:ß intellectꝰ pot in ſingulare qðẽ oppoſitũ vniperſali igit vniuerſale non eſt obiectũ ⁊c. ¶ Muartoſic. vniuerſale eſt ens reale ᷣm thomiſtas igit᷑ nd eſt obiectů intel⸗ lect? in rõne cõſecutiòis ac ſi cõſcquaf᷑ intel- lectionẽ imo pᷣcedit intellectionẽ. fiR ñdeo ad pꝛimã ꝙ maioꝛeſt vade obiecto intellect? in tõe motiui.nõ aũt de obiecto imellect? in rdne conſecuti quale obiectũ eſt vniuerſale.

Acd ſcham dicẽdũ codẽ modo. ſpd tertiq dicoꝙ vniuerſale eſt obiectum adequatũ ad equatione nõ mutua qʒa licʒ potentia intelle- ctiua adequet vniuerſale.nõtñ ecomerſo q;a intellectꝰ etiq intelligit ſingulgre ut ſingula⸗ re eſt ſicut ꝓbat᷑ ex dictis. Ad quartã dico ꝙ concluſio iſtadebet inrelligi de vniuerſali itentionali qð eſt obiectũ intellect?conſecuti

quia ↄſequit intellectionẽ circadeterminatã

nãm? nòcirca omncens. Pubitat᷑ quò itel ligi debeat ꝙ pticulare intelligat᷑ indirecte vniuerſale aüt directe. R pᷣdeo ꝙſic videtur debere itelligi. Nã reſpectu oiuʒ idiuiduoꝝ

vni ſpetnõ habemnili vnã ſpẽm itelligibi

lẽ apmo ſignificato illiſpecieiimp̃ſãqᷓĩpẽs imelligit᷑ eẽ ſutficiẽs rõ rep̃ſentãdi oc idiui duũ cũ pᷣmo ipmẽte hůs ↄfoꝛmitatẽ ⁊ ſic illa ſpes intelligibilis directe rep̃ſemtat qᷓ;tũ ẽ ex ſe nãm ſpecificã nõ hido in ròne repᷣſentãdi maioꝛt inclinationẽ ad vnũ qᷓ; ad aliud idiui duũ.ſic igit᷑ ꝓpt indetminatã rep̃ſentationẽ ſpeciei intelligibilis actꝰ imelligẽdielicit?a

potẽtia itellectiua mediame ſpe intelligibili.

Etiã repᷣſẽtat nãm intellectam directe ⁊ non plꝰ ut in illo nel in illo idiuiduo exiſtẽtẽ licet autẽ opoꝛteat m phm ʒ de aia intelligentẽ

fantaſmata ſpeculari. In oieni intellectione

vtit intelleetꝰ fantaſmate⸗t ipſe intellectus

politide uelſituaffectã infra coꝛpus lunare exiſtẽtẽ. Dia aũt iſta ſunt indifferẽtia ad oĩa ſuppoſita ⁊ ſic intellectio q̃ intelligit᷑ hõ ca⸗

racteriſat his fantaſmatiby nõtñ diſcernẽti⸗ bus hoc indiuiduũ ah iſto uel alio tali acci- denre ueltaliß ur ſũt ↄmunia totã nãm ↄſe quẽtia Mõ tñ dicoꝙ intellectio intelligẽtis

nãm humanã tminet abiſto fantaſmate imo

talis itellectio tminat᷑ ꝗ nã hũana nuda affi· P—

cit᷑ gůt ⁊ caracteriſat᷑ talis intellect? iſtis fan

taſimatibꝰ ut qͥlibʒ in ſe expiri põt. Et ſic nã

vniuerſalis intelligit᷑ directe. Wũ aũt volo intelligẽ ſingkare ut ſingtare tale diſtictũ ab

ligibili q̃ intelligit vniuerſale ⁊ eiſdẽ fantaſ⸗ matibꝰnõ intelligit adhuc h ſingulare inqᷓ;tů B ſingulare diſtictũ ab alis: ß neceſſariũ ẽcꝙ

refiectat ſe ad fantaſina idiuiduũ rep̃ſetãs

ur.ſ.itelligat hůc hoieʒ nõ ſolũfiguratũ ſim⸗ plicit ułlocqiũ ß ut talifiguratũ ĩ rali loco ſi⸗ tuatũ ð tali loco uł ꝓuici natũ.⁊ ita diſtictũ

ꝑ iſta ab oĩ alio idiuiduo eidẽ ſpei.qᷓ̃ qͥdã itel

lectio qꝛ nõfit directe fm directã repᷣſentatio nẽ ſpẽi itelligibil vir pᷣm indiaʒ oĩa idiuidua repptani ⁊ actꝰ intelligẽdi ab eadẽ ſpẽ ⁊ itel lectu eliciti cũ fantaſimate talẽ itellectionẽ di⸗ rectã afficiẽte ß potiꝰfit cũ ſpẽ intelligibili ca racteriſata ab F̊ fanxaſiate ſolũ idiuiquũ ⁊ nõ aliud repñtat᷑iðfit reflectio ⁊ nõ direcia itellectio ⁊ ſic credo debẽ intclligi:indiuidua itelligi reflexe nõ mñ id pot diciꝙ idiuidua ꝑ ſe intelligi nò pñt ĩmoꝑſe itelligũt᷑ licʒ nõòdi

recte. Vcluſio.pmũ ołm itellect?ni pmi

tate oꝛdis tpis ꝓ ſtatu iſto eſt accñs ſeſibile

glis:tůc intellectus mewrẽs eadẽ ſpẽ intel⸗

. 3)

ↄcretiue acceptũ. ſtiꝰↄcluſiòis ꝓbationg

ipugnationẽ yſq; ad ſequentẽ q̃ſtionẽd gcluſio. Pcto pñ̃t aſſiꝗᷓri oba intellect?

ni.ꝓbat᷑ iſta ↄcluſio ꝑ ſufficiẽtiã. qꝛ oẽ obm

irellecr?ñi ſumit᷑ ex hitudine obibd ſua infe rioꝛa uel ad intellectũ nm. Welq; ſumit᷑ m

hitudinẽ realẽ ułhᷣm hitudinẽ rõnis. Sip

hẽ duptr.uł ſumit᷑ hm aliq́d reſpectm̃ ułm aliqͥd abſolutũ. Si fm aliqd reſpectm̃.ſ. ᷣm oꝛdinẽ tpis realẽ.ſic pᷣmũ obm intellectꝰeſt accñs. tpis. Si ſumit᷑ ſm aliqͥd abſoluj.ſ.ᷣm ali⸗ quã cauſã abſolutã. ̃ ẽ duptr. Vtſumit᷑ ᷣm hitudinẽ cauſe intriſece uel cauſe extrinſece.

0

vol

ðẽ pᷣmũ obm itellect? nf̃i poꝛitate