iC..XCL IIII.ſolā materiā. Et qd̓ arguit̉ de pͥncipijs qꝛ pͥncipia oꝫ mane̓.nō ē plꝰ cōtra ponētes vnā formā qꝫ cōtra ponētes formaspl̓es. qꝛ ſi prīcipia opꝫ mane̓ nec fiūt ex inuice nec ex alter-utris ſicut materia nō fit ex forma nec forma ex materia ꝙmateria ſit aliqͥd de eēntia forme. vel ꝙ cōuertat̉ ī formamſic materia n̄ fit ex materia. nec forma ex forma. qd̓ opꝫ nosdice̓ ſi ponamus pl̓es formas. Dicēdū ē gͦ ꝙ materia et for-ma ſi ſint pͥncipia ſūt pͥncipia agēti naturali. qꝛ tale agensp̄ſuppoīt materiā et etiā aliqn̄ p̄ſupponit formā qꝛ ſi eēt daremateriā oīno pͥmā et abſqꝫ omī forma vt ꝓbat Cōmentatoroctauo phyſicoꝝ non poſſet eē ſubiecta motui et trāſmutatisni. Agens ꝟo naturale qꝛ agit ꝑ motū de ea nihil poſſꝫ producere. Sūt gͦ talia pͥncipia ſuppoſita ab agente naturali. n̄a deo qͥ ip̄aꝫ eēntiā materie ꝓduxit in eē et cuiꝰ ē age̓ nll̓opreſuppoſito. Scd̓a ratio ſoluit̉ ꝑ xxxi. theorema vbi oſtenſū fuit ꝙ ſola materia vt induit modū qͣntitatiuum pōt dicicorpꝰ. Tertia rō ſoluit̉ ꝑ. xxvij. theorema. Ubi ꝓbatumfuit rē vniꝰ predicamēti poſſe hr̄e modū alteriˢ p̄dicamentiꝓpt̓ qd̓ mate̓ia pōt hr̄e modū q̄ntitatm̄. Quarta rō ſoluit̉ ꝑxxviij. theorema. Ubi oſtenſū ē modū illū q̄ntitatiuū nullaeentiā addē ſupͣ naturā mate̓ie. Quīta rō ſoluit̉ ꝑ. xxix. the-orema. Ubi oſtēſuꝫ eſt ſolā materiā vt hēt modū q̄ntitatm̄poſſe dici totū qd̓dam. Sexta rō ſoluitur ꝑ. xxx. theoremaUbi oſtenſuꝫ eſt ſola materiā vt induit q̄ndā modū qͣntitatiuū poſſe dici rē cōpoſitā. Septima rō ſoluit̉ ꝑ. xxxi. theo-rema. Ubi oſtenſum eſt ꝙ ſpeciali mō ⁊ ꝓprie materia exn̄sſub forma animalis poteſt dici corpus et non materia aliaOctaua et vltīa rō ſoluit̉ ꝑ. xxxiij. theorema. Ubi oſtenſumeſt ꝙ pōt conuerti ſb̓a paīs ī materiā exn̄tē in chr̄o vt habꝫrōne totiꝰ abſqꝫ eo qd̓ aliqͥd ꝯuertat̉ ī qͣntitate eiꝰ. Dicamꝰigit̉ ꝙ ponedo vnā formā ī cōpoſito diceremꝰ ſb̓aꝫ paīs eēꝯuerſā ī ſolā materiā nō tn̄ eēt cōuerſa ī materiā qͦcūqꝫ mōſūptā ſꝫ ī mate̓iā vt ē ī chr̄o. Sic̄ gͦ ſi aliqͥd ꝯuerte̓t̉ in ſolamalbedine exn̄te ī pariete licꝫ albedo qͣntū eſt de ſe ſit qͥd indiuiſibile tamen vt hꝫ eſſe in magnitudine ē qͥd extēſuꝫ qd̓iiij.
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