¶ Predicabilia

predicatum ⁊ tamen non eſt predicabile.Secundo dicitur p̄dicatū qd̓ actu p̄dicat̉ devno. ⁊ aptitudinē habet p̄dicandi de alio l̓ aliis ⁊ ſic p̄dicatū ⁊ p̄dicabile dn̄t ſolū pēs actūet aptitudinē vt aſſumit ꝓbatio ⁊ gͦ tot ſūt p̄dicabilia qͦt ſūt p̄ta. Tercioº. p̄t ſumi p̄dicatuvt p̄dicatur in ꝓpōe terminabili ꝑ arte dyaletica quo accipitur pͥmo thopicoꝝ ⁊ ſic falſumeſt ꝙ predicabile ⁊ predicatū nō dr̄nt niſi ſicutactus ⁊ aptitudo. ¶ Ad quartū dd̓m ꝙ maior intelligitur de vl̓ibus een̄alibus illa em̄ ſtꝭde eēncia ſuoꝝ ſubijcibiliū ſed nō habet veritatē de vl̓ibus accn̄talibus. quia accna p̄dicāt̉noīe ſed nō rōe. vt d̓r in libro p̄dicamentoruꝫ¶ Uel dd̓m eſt licet propriū ⁊ accn̄s ſint ſimpliciter poſteriora illis de qͥbus p̄dicant ſuntta men pͥora illis qͦ ad hͦ eē qd̓ predicatur de ipſis ¶ Ad qͥntum dd̓m eſt ꝙ non valet conͣa qꝛtria ſunt ſb̓alia propter triplicem modum eſſeſb̓ſtācialis. qd̓ eſt vl̓ formabile vl̓ formās velformatum led qꝛ accūs non conſequitur niſiſb̓ſtanciam ꝯpletā ⁊ ſb̓a nō completur niſi dupliciter. ſcꝫ formaliter vel materialiter. ẜm ſpeciem. aut ẜm indiuiduū ergo ſolum eſt dupl̓xaccn̄s. ſcꝫ propriū ⁊ cōe. Iſto tamē non obſtāte pn̄t accna in ſuis proprijs caordinationibꝰhabere modū generū ⁊ etiā ſpēꝝ vt dcm̄ ē.Ad ſextum dd̓m ꝙ tale non eſt diſtinctū a predictis qꝛ abſtractu de genere accn̄tis nō p̄t predicari vt accn̄s ſed predicatur. vt genus. velſpēs qꝛ iſta eſt falſa ſortes eſt albedo. licet iſtaſit vera hec albedo eſt albedo. vl̓ albedo eſt color ¶ Ad ſeptimum dd̓m ē ꝙ illa ꝓpō tm̄duoſunt predicabilia ē diſtinguēda qꝛ vel p̄t eſſede excluſo ſubiecto ⁊ ſic ē diuiſa ⁊ vera ſb̓ hͦ ſenſu aliqua que ſunt tm̄ duo ſunt predicabilia.ſed tunc non valet conͣa. tm̄ duo ſunt. gͦ n̄ ſūtqͥnqꝫ qꝛ committitur fallacia compōis. vl̓ pōteē excluſiua ⁊ tūc eſt compoſita exponēdo eamgrā pluralitatis ¶ Et ad ꝓbatōem cū diciturgenus ⁊ ſpēs ſunt predicabilia ⁊ ſunt tm̄ duoergo tm̄ duo ſunt predicabilia. neganda ē conſequēcia quia cōmittitur fall̓a diuiſionis capiendo conͣs in ſenſu iā dicto Si aūt con̄s acpiatur in ſenſu diuiſo tunc eſt bona cona. ſꝫ n̄ſeqͥtur ſunt tm̄ duo. gͦ non ſunt quinqꝫ. ¶ Adoctauū dd̓m cū d̓r duo ſunt predicabilia ⁊ n̄plua. negādū ē ¶ Ad ꝓbatōem ꝟo cū d̓r duoſunt p̄dicabilia ⁊ vnū. ⁊ vnū non eſt plura. gͦſunt duo p̄dicabilia ⁊ vnū ⁊ non plura. negada eſt conͣa. ſed p̄t ſic inferri gͦ duo ſūt predicabilia ⁊ aliqͥd qd̓ nō eſt plura ſpētiam eſt p̄dicabile ¶ Ad nonū cū d̓r tm̄ qͥnqꝫ ſunt predi-

cabilia ergo quinqꝫ ſunt predicabilia ⁊ nullaalia ſunt predicabilia qͣꝫ quinqꝫ ¶ Dd̓m ꝙ verum eſt exponēdo excluſiuā rōe alietatis ſꝫ nōſeqͥtur exponēdo eā grā pluralitatis ſicut in ꝓpoſito dꝫ exponi Quādo aut exponit̉ grā alietatis tunc excluſiua eſt falſa ⁊ vera exponendoeā grā pluralitatis ¶ Ad decimū dd̓m. cumd̓r tm̄ qͥnqꝫ ſunt predicabilia ergo omnia p̄dicabilia ſunt quinqꝫ. veꝝ eſt exponēdo excluſiuam grā alietatis qūo fl̓a eſt. Sed ſi exponat̉grā pluralitatis tunc non valet conſequenciacapiendo omnia in conſequēte diſtributīe. ſꝫſi capiyſur collectiue tunc eſt bona conſequencia ⁊ con̄s verū ſicut an̄s. ¶ Ad ſecundā verodd̓m eſt ꝙ intelligenda eſt exponendo excluſiuā grā alietatis ⁊ non valet exponēdo grā pluralitatis niſi omnia accipiatur collectiue. Utdictum eſtQuartum dubium ē an vniuerſale ſitgenus ad qͥnqꝫ vl̓ia ¶ Et videtur pͥmo ꝙ ſic.qꝛ vl̓ eſt vl̓e ⁊ nō eſt ſpēs dr̄na ꝓpriū l̓acensgͦ eſt genus. ⁊ ſi genus non videt̉ habere aliasſpēs qͣꝫ iſtas genus. ſpēs. drā. ꝓpriū. ⁊ accn̄s.gͦ eſt genꝰ reſpcū eoꝝ. pͥma patet qꝛ nulla ē verior illa in qͣ idē p̄tur de ſe ip̄o ¶ Scd̓o ſic. illud qd̓ p̄tur in qͥd de pluribus drn̄tibus ſpē ēgenꝰ eoꝝ de qͥbus p̄tur ſed vl̓e in cōi ſic p̄dicat̉de qͥnqꝫ vl̓ibus gͦ. Minor ꝓbat̉ qꝛ ſi queraturqͥd eſt genꝰ dicimꝰ qͣꝫ eſt vl̓e. ⁊ ſil̓r de drā ⁊ ſpē¶ Tercio illud qd̓ ponitur in diffiōe vl̓iū nōvt drā ſed vt genus hͦ videtur eē genus. ſꝫ vl̓eeſt hmōi. gͦ. Maior ꝓbatur qꝛ in diffiōne ponūtur plua qͣꝫ genus. ⁊ drā Minor. ꝓbat̉ dicēdo genus eſt vl̓e p̄dicabile de pluribꝰ drn̄tibus ſpē in eo qd̓ qͥd eſt.. ⁊ ſpēs eſt vl̓e ⁊cͣ.¶ Quarto qͥbuſcūqꝫ ꝯuenit vnꝰ cōis ꝯceptꝰ ill̓conuenit ratio vniuocationis eo ꝙ ad vniuocatōnem ſufficit vnus cōmunis cōceptus. ſedſic eſt de iſtis quinqꝫ vniuerſalibus. ergo ſuntvniuocata vniuerſalis ⁊ non niſi vt ſpecies gͦvl̓e eſt eoꝝ genꝰ ¶ Quinto quecūqꝫ drn̄t ſpehn̄t aliqͦd cōe genus. ſꝫ ſic dr̄n̄t quinqꝫ vl̓ia gͦhabent aliqd̓ genꝰ pōe ip̄is. hͦ aūtnon poteſt eſſe aliud qͣꝫ vl̓e in cōi. Minor probatur. qꝛ ſinō differūt ſpecie tunc omnia ſunt eiuſdē ſpeciei ¶ Solutio Alberti vniuerſale non eſt genus ad quinqꝫ predicta. ſed commune analogum quia genus de ſuis ſpēbus predicatur eqͣliter ⁊ eque primo non ẜm magis ⁊ minꝰ necẜm prius ⁊ poſterius ſed vniuerſale de his qͥnqꝫ nō dicitur equaliter ⁊ eque primo. ſed ẜmprius ⁊ poſterius. ergo non eſt genus ad illaqͦuqꝫ. Minor probatur quia ratio vniuerſal̓.