rdo ß eẽ ĩeẽndo Võfirmut iſta expoſitio au piẽtie nõgůt hitu ſciei Lõtra iſtã cõditio- ctoꝛitate linconiẽſis ſup eodẽ paſſu dicẽi.ſc nẽ q̃tuoꝛ ſůt dubia. Pꝛimũqꝛſi ad Haliqð enria eſt apphenſio ſcibit in nullo depẽdẽtis ſm eet ſcibile qð eetens reaſe.tunc apterioꝛip apprehenſidem cãe eiin eẽndo ens rois nõ eẽt ſcibile:igit logicañ eẽtſciaqð

xin inferendo. Ad idem arguit᷑ auctoꝛitate eſtʒ cõem ſeolã æ dubiũ qð occurrit

cðmẽtatoꝛis 0 metha.cõᷣmẽio pᷣmo ita dicẽ eſt. Nãſiſic ſeq̃retq eclipb futurd nõcẽt ſci⸗

Queſtio inherenuia paſſionis de ſubiecto per cauſam alias nõ cẽt diinirio mediũ bemõðſtrationis Sed in demõſtratione potiſſima cognoſcit potiſſimei ⁊ ſic. Mã ſeq̃retqꝙ iſta eẽt ðᷣmd inherẽtia paſſionis ꝑ diffinitõeʒ ſbiecti igit ſtratiue ↄgnoſcibildemöſtratwe generante diff initio ſene cã iherẽtie paſſibis: ß difi ſciamꝓpꝛie dictã. deꝰ bonſic arguẽdo. e* nitio⁊ diffinitũ fůr ide realiter:qſi diffinitio ens ifinitũ ſimpi ẽ bonũj deꝰẽ itinitũ ſimplr in eſt cã paſſis ⁊ ditfinitů:ſʒ eſſe cãʒ nõ cõpetit igit deeſt bon ñ̃s eſt flm̃. Ses.n.vitates 5 riqð nbeſt ens reale:igitur ſpmeſt ens reale de deo ſũt jolũ ↄgnoſcibiles hitu ſapie ⁊ non 1i Ad iſtã rõem pot rñderi dupłr. Pꝛima rñ hitu ſciei ſic· Nã ſcq̃retqꝙ iſta cetdemd⸗ 4 6 7 ſio ꝙdiffinitio ſiectieſt cã paſſiois noĩcẽn ſtrabit ðmöſtratione generãte ſciam ens eſt zut c

do ſ in iferẽdo.ʒ iſtã rõſiõem arguo auctoꝛi bonũqʒ põt demoſtrari ꝑ cãm in ↄgnoſci ſic f tate ⁊ rõe. Mꝛimo auctoꝛitate phi popꝰterio ar udo. Dẽ ven cſt bonũ.ens cſveꝝ igit t*. rũ vbidiẽ ꝙ demõſtratioẽ ex pmiſ vis cãiſq; en ẽbonũ. certuʒ.n. eſtꝙ rò vieſt notioꝛ fõe m cõcluſiqis ⁊ exponit qᷓſint ila pᷣma ⁊ dicit.di boni ſic arguẽdo. Bẽ ↄgnoſcibile appeti- lu* co aũt ſimplr pꝛioꝛa nõquo ad nos. Tũc ſic bile ensẽ—— eſt appenbile uh. grguo.poꝛa nõ ſůt ſimptr cãe ſolũ in iferẽdo Sʒ roverie rò ↄgnoſcibii.rõ aũt boiẽ rdap on+ heiiãieſſendo. Sʒ demðſtratio fit ex poꝛi peiviligta 25s icoueniẽſqʒ iſta enst i ſimptr.igit ditfinitioẽ cã̃ paſſiis ñ ſolũ ĩ ife nñ cognoſcit hituqͥðꝛ ĩtellect? vel hitu ſa w 1

e

i

ris ſba nò habet ſimplicẽ demõſtratiõem que bilis cũ nõ ſit ens reale qð e inchueniẽſ. 35 reddit cm ⁊ eſſe ſimul:vocat᷑ aũta cõmẽtato dubiũ. Mã ſeq̃retqy roſa in hyemc nõ eẽt ſci⸗ redemõſtratioſimplrq̃ fadit cãʒ. gᷓ a cõtra⸗ bile qꝛ nõ hʒ ec reale in hyemeq 4dubiuz rio ſenſu accñs qð demðſtratde fba pÿdemõ q ſeqͥretcpde actib in prãte nr̃a coſtitut.ſ.ð ratiðeʒq reddit cãʒ. Sür ⁊ſiðᷣmðſtretvnů crib moꝛalibꝰnõ poſſet ee ſcia qꝛ itellect?n ccñ̃s de alio accñte qꝛ idẽ iudici in oüb de nofaliter refertad eoſdẽ. 6ß ip̃i potiꝰrealr re ⁰ mſtratõibſimptrMõe. arguo ſc. Ier i ferũt ad itellectũi Ad pmũ hoꝝ qð tu dicii Pmiſſe nõ ſũt cã ↄcluſiõis ꝓpꝛie dicte pqõcõ inchueniẽs cõccdo qð tñ nõẽ icõueniẽs. ĩm ueniũt cũ ſilogimofalſigrapho vel phiſt nccariũ eſt dicẽ logicã nõ es ſciam ꝓpꝛie di co vel dialectico. Sʒ phqðẽ eẽ cãʒ ĩiferẽdo ctã hʒqð ſcia elicit ſciẽ qð diffinit᷑ ab ariſtoii

ↄuenit ſilogiſm demoſtratiu og ſino le pᷣpterioꝝ vt pꝰea patebii Ad= dic fuiſigrapho⁊ dialectico igit pᷣmiſſe in Smon dũꝙ eclipß futura no eſt ſcibil nec oðm ſcie ſtratiòe nõ ſůt ſolũ cãe in iterẽdo: etiã ine deqͥ loq.i.ndẽ id de quo aliqꝗd ſcit:ſ Sluma eſt ſendo aioꝛ pʒ qꝛſidemoſtratio facẽt ſciẽ ſ cibil⁊ eclipſariſcitde ipia luna pcaàmi xd

phocqð ↄuenit cñ glis ſlogiſinis tẽ oes gi Rñdet negãdo ↄamqʒ licet roſz ĩpye⸗ ſilogiſmifacẽnt ſcii ſicut demõſtratio. Mi⸗ me nõ heat cẽ reale actuale tñ hñit eſſe actua u noꝛpbatqꝛ illatio ſeqͥt foꝛmã⁊ figurãſilogi le in actuali ipꝛeſſiòe ſpẽi itelligibil᷑ cõcurẽtij ſticã In ſiogiſmoãt falſigrapho ⁊ digecti ad itellectiõem⁊ cõcãtiðenſcie de roſa.cãta 5

co optie ſaluat᷑ foꝛma ⁊figuã ſiloligiſtica. igi gůt ſcia de roſa i indns eſt reptare roſam tur illi ſilogiſini ſt ch in iferedo. ⁊ vſio data in actu vcl in potẽtia exñtẽ. Itẽ roſa in hye⸗. adqͥntã rõem arguit ꝙ ðmõſtratio potiſ me etij eſtens reale large accipiẽdo ens rea ſima eſt ꝑcãʒ Mñdet᷑. ꝙ demõſtratio poriſſi- le hᷣm qʒ diſtinguitʒ ens rõiſ ⁊ nihil qꝛ habʒ 6* ma ftpcã m in ↄgnoſci⁊ nõ in eſſe. ¶ Lotra eſſe reale in potẽtia ſue cãe. Mo añt eſt aliqd 1 triptr. Mꝛimo nã ſi gd ꝙaliqᷓ ppõ poſſit ð ipotẽtia ita imaginãdo qꝙ eads eẽntia nume moſtratiue ↄgnoſci ſufficeret hie cãmicog ro roſe ſſternataliqᷓ potentic⁊ pꝰea actui noſci⁊ nò ĩeſſe růc ſcqretꝙ iſta eẽtdemõſtin eni reputo ipoſſibile vtĩ libꝛo pñtoꝝ decla 4

rio ↄgnoſcibit· ho ᷓaĩal. ꝛobatqꝛ pot ha⸗ ratqꝛ roſa ve eſt coꝛru pta in hyeme:igit fin bere cãm in ↄgnoſci⁊ põt ðᷣmðſtrari pnoti pliciter nõ hʒ cẽntiꝗ nec potẽtiã cui ſpſterna ſi arguẽdo. Wẽcoꝛpꝰniatũ ſenſiiuũeſt gial tur eẽntiaꝓpa ipi⸗roſe coꝛ upte. Bʒ roſa in ho eſt coꝛpꝰaiatũ ſenſitiuũ.igithoẽ aial. In hyemeẽ in potetia ita ꝙ fit denoĩatio ip̃i⸗ iſto ſiogino ↄckudit aialde hoie ꝑ notje ſoſea potẽiia extriſeca ſiie cãe.i.roſi hʒ po⸗ ſcʒpdiffinitiðeʒ ſuãqͥ notioꝛ ẽqᷓ diffinitu u effectiuq potẽtẽ ipᷣam dequchex radicr