FolioPrincipijs nihil notius eſt in veritate ⁊ oppoſitis eoꝝ nihil ēnotius in falſitate.Principia cognoſcimꝰ in qͣntum terminos cognouimus.Non ꝯtingit aliqͥd circulariter demonſtrare niſi in terminisꝯuertibilibus ⁊ proprijs.Impoſſibile ē eadē eſſe priora ⁊ notiora ſapiētiora eodē mōAd minꝰ ex duabꝰ ꝓpōnibus ꝯtingit ſilogiſareUna ꝓpōne poſita nihilſequit̉ ſilogiſticeDemonſtratio eſt ſilogiſmus ex neceſſarijs.Per ſe primo ſunt q̄cūqꝫ in rōne dicēte ꝙ qͥd eſt inſunt. vt triāgulo ineſtlinea ⁊ pūctū linee: ſubſtantia em̄ hoꝝ eſt in hisPerſeſcd̓o ſunt q̄cunqꝫ inſunt ipſis q̄ in rōne inſunt: vt ꝓpriapaſſio ꝑ ſe eſt in ſubiecto.Itē ꝑ ſeſunt q̄ nō dicunt̉ de quodā alio ſubiecto vt ſubſtantiaItē ꝑ ſe ſunt ꝓpter qd̓ ineſt alicui aliqͥd tanqͣꝫ ꝑ cām Hic habemus ꝙ qͣtuor ſunt modi dicendi ꝑ ſe: quoꝝ primus ⁊ ſcd̓s tm̄ingrediuntur demonſtrationemItem per ſe preſupponit de omni.Ul̓e ſiue principiū dico qd̓ cū de omniſit ⁊ ꝑ ſe eſt ⁊ ẜm ꝙ ip̄meſt idē vt punctū ꝑ ſe eſt in linea ⁊ ẜm qd̓ ipſum.Ex veris eſt demonſtratiue ſilogiſareEx nō ncc̄arijs ꝯtingit ncc̄ariū ſilogiſare ſicut veꝝ ex n̄ verisſꝫ ex n̄ nccͣarijs n̄ ꝯtiugit demr̄are. qꝛ mediū erit ex neceſſitate.Demr̄atio eſt eoꝝ q̄ ſunt ꝑ ſe ⁊ nō eoꝝ q̄ ſunt ꝑ accidensAccidens ꝯtingit non eſſePer quid ſcire: eſt cauſam ſcireNō ꝯtingit ex alio genere deſcendētē demr̄are vt geometricūin ariſmetrica.Tria ſunt neceſſaria ī demr̄atōe quoꝝ vnū ē qd̓ demr̄at̉ .ſ. cōcluſio. hoc āt ē qd̓ ineſt alicui gr̄a ꝑ ſe. aliud aūt eſt dignitasDignitates ſūt ex qͥbꝰ fit demr̄atio. tertiū ē ſbcm̄ ⁊ eꝰ paſſiōesNeceſſe ē mediū ⁊ vltimū ī demr̄atōe eē ex eodem genereNec ſcīa nec demr̄atio ē corruptibiliū ſed perpetuorumDiffinitio ē principiū demr̄atōis vel ꝯcl̓o vel totā demr̄atioDifficile eſt noſcere ſi aliqͥs ſciuit vel nonIpōne drn̄sDifficile eſt em̄ noſcere ſi ex vniuſcuiuſqꝫ principijs ſcimꝰ aut

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