terminꝰ linee non ē linea ſꝫ hꝫ aliqͣꝫ habitudinē ad eā ita etiā ⁊ pͥmus motorhꝫ aliquā habitudinē ad res naturaleseſt tn̄ alteriꝰ nature ab eis. tm̄ ad eashabitudinē hn̄s inqͣꝫtum influit in eismotū ⁊ ſic cadit in ꝯſideratione naͣlisſcꝫ non ſcd̓m ſeip̄ꝫ ſed inquātum ē motor Ad iiij. dd̓ ꝙ ſciā eſt de aliquo dupliciter. vno mō pͥmo ⁊ principaliter⁊ ſic ſciā ē de vl̓ibꝫ rōibꝫ ſuꝑ quas fundatur Alio mō ē de aliquibꝫ ſcd̓ario etqͣſi per reflectionē quādam et ſic de rebus ill̓ ē qͣrū ſunt ille roēs inqͣꝫtū illasroēs applicat ad res etiā ꝑticulares qͣrum ſunt adminiculo inferiorū viriūRoē em̄ vl̓i vtitur ſciens ⁊ vt re ſcita⁊ vt medio ſciendi. ꝑ vl̓em em̄ hōis rationē poſſum iudicare de hͦ vl̓ illo. rationes āt vl̓es rerū oēs ſunt īmateriales ⁊ iō qͣꝫtum ad hͦ ōnis ſciā de neceſſarijs ſꝫ rerū qͣrū ſt̓ ille roē q̄dam ſt̓ neceſſarie ⁊ īmateriales q̄dam ꝯtingentes ⁊ mobiles ⁊ quātū ad hͦ de rebꝫ cōtingentibꝫ ⁊ mobilibꝫ dicūtur eſſe ſciēAd v. dd̓ ꝙ qͣꝫuis vl̓e non moueaʳ ē tn̄rō mobil̓ Ad vi. dd̓ ꝙ aiā ⁊ alie formemateriales quāuis non moueātur ꝑſe mouētur tn̄ ꝑ accn̄s ⁊ inſuꝑ ſt̓ ꝑfectiones rerū mobiliū et ſcd̓m hͦ cadūt īꝯſideratioē natural̓ Terra āt qͣꝫuis ſecūdum totū nō moueaʳ qd̓ accidit ei īquātū ē in loco naͣli in quo qͥeſcit ꝑ eādem naturā ꝑ quā moʳ ad locū tn̄ ꝑteſeꝰ mouentur qn̄ ſt̓ extra locū ꝓpriū ⁊ſic t̓ra roē quietis totiꝰ ⁊ roē motꝰ ꝑtium cadit in ꝯfideratioē naͣlis Ad vij.dicēdum ꝙ mutabilitas illa q̄ ꝯpetit ōni creature non ē ẜm aliquē motū naturalē ſed ſcd̓m dependētiam ad deuꝫa qͦ ſi deſererētur deficerēt ab eo ꝙ ſt̓.Dependentia āt iſta ꝑtinet ad cōſiderationem methaphifici potiꝰ qͣꝫ natural̓ Creature em̄ ſpūales nō ſt̓ mutabiles n̄ ẜm electionē ⁊ tal̓ mutatio nōꝑtinet ad naturalē ſꝫ magꝭ ad diuināD t̓cium ſic ꝓceditur videt̉ ꝙmathematica ꝯſideratio nō ſitſine materia de hijs q̄ hn̄t eē in materia Cū em̄ v̓itas ꝯſiſtat in adeqͣtionerei ad intellectū oꝫ eē falſitatē qͥn̄cūqꝫres ꝯfideratur aliter qͣꝫ ſit ꝑ falſam cō

fiderātur ſine materia ī matheātica eꝰꝯſideratio erit falſa et ſic non erit ſciācū ōnīs ſciā ſit veroꝝ Itē ẜm ph̓m inpͥmo poſterioꝝ Cuiuſlibet ſciē ē cōſiderare ſb̓iectum et ꝑtes ſb̓iecti ſꝫ oīm̄materialiū ſcd̓m eē materia ꝑs ē gͦ nōp̄t eē ꝙ aliqͣ ſciā ꝯſideret de hūs q̄ ſuntin materia abſqꝫ hͦ ꝙ materiā conſide̓tItem oēs linee rcē ſunt eiuſdē ſpēi ſꝫmathematicꝰ ꝯſiderat lineas rcās numerādo eas alias nō ꝯſideraret triangulū ⁊ qͣdrangulum gͦ ꝯfiderat lineasſcd̓m ꝙ dn̄t nū̓o ⁊ ꝯueniūt ſpē ſed pͥncipium drn̄di hijs q̄ ẜm ſpēm ꝯueniūtē materia vt ex ſupͣdictꝭ ptꝫ gͦ materiaꝯſideratur a mathē̓tico Itē nulla ſciāque penitꝰ a materia abſtrahit demōſtrat ꝑ cām materialē ſꝫ in mathēticafiunt aliq̄ demōſtratioēs q̄ nō pn̄t reduci niſi in materialē cām ficꝭ cū d̓mōſtratur aliqͥd de toto ex ꝑtibꝫ ꝑtes em̄ſunt materie totiꝰ vt d̉ in ij. p̄hiſicoꝝvn̄ ⁊ in 2º poſterioꝝ reducỉ ad cāꝫ materialē demōſtratio qͣ demōſtratur ꝙangulꝰ qͥ ē in ſemicirculo ē rectus ex hͦꝙ vtraqꝫ ꝑs eꝰ ē angulꝰ rectus gͦ mathematica nō oīō abſtrahit a materiaItē motꝰ non p̄t eſſe ſine materia ſedmathēticū oꝫ ꝯſiderare motū qꝛ cummotꝰ mēſurẻ ſcd̓ꝫ ſpaciū eiuſdē rōis⁊ ſciē viʳ ꝯſiderae̓ qͣꝫtitatē ſpacij qd̓ ꝑtinet ad matheāticū et quantitatē motus gͦ mathematicꝰ n̄ oīō dimittit cōfiderationē materie Itē aſtrologia q̄dam ꝑs mathētice ē ⁊ ſil̓r ſciā de ſpera mota ⁊ ſciā de ponderibꝫ ⁊ mufica.in quibꝫ ōnibꝫ fit cōſideratio de motu⁊ rebꝫ mobilibꝫ gͦ mathematica n̄ abſtrahit totalit̓ a materia ⁊ motu Iteꝫnatural̓ ꝯſideratio tota ē circa materiā ⁊ motū ſꝫ q̄dā ꝯcluſiones demonſtātur ꝯīter a mathētico ⁊ naturali vtvtꝝ t̓ra ſit rotūdā et vtrū ſit in medioceli gͦ nō p̄t eē ꝙ mathe̓tica abſtrahatoīō a materia Si dicả ꝙ abſtrahit tm̄a materia ſenſibili Cōtra materia ſenſibil̓ viʳ eē maͣ ꝑticularis qꝛ ſenſus ꝑticulariū ē a qͣ oēs ſenſus abſtrahunt gͦmathematica cōſideratio nō debꝫ dicimagꝭ abſtracta qͣꝫ aliqua aliarū ſciārūItē phūs in ij. phificoꝝ dicit tria eſſe