Primi ElencorumPh̓s in quarto metaphiſice dicit ꝙ tres ſunt ſcīe cōes ſcꝫ meta-NL phiſica dialetica ⁊ ſophiſtica. ergo videt̉ ꝙ nō ſit ſcīa ſpēalis So-ꝙ ſophiſtica ꝯſiderat̉ dupl̓r. vno modo vt docēs eſt. ⁊ ſic eſt ſpēalis ſcīa.qꝛhabet ſpēale ſubiectū de qͦ on̄dit propͥetates ꝑ vera ⁊ neceſſaria pͥnci-pia. Alio modo vt vtens eſt ⁊ ſic eſt ſcīa cōis exn̄s magis modus ſciēdiqͣꝫ ſcīa Eſt eī ille modꝰ ſciēdi qͦ qͥs vtit̉ vt ꝯſequet̉ īanē gl̓am ī diſputādoHabitus ⁊ pͥuatōis eſt vna ⁊ eadē ſcīa Sꝫ ſyllogiſmus ſophiſti¶ cus eſt pͥuatio ſyll̓i dielatici. gͦ iſta ſcīa nō eſt diſtincta a ſcīa de ſy-logiſmo dialetico ¶ Sol̓o ꝙ maior illa hꝫ veritatē de habitu ⁊ puta pruatōne. iā ſyll̓s ſophiſticus nō eſt pura pͥuatio ſyll̓i dialetici qꝛ nō ſoluꝫhꝫ cām defectꝰ ſiue nō exn̄tie ſꝫ etiā cām apparentie ꝑ quā noīat aliqͥd poſum̄ .ſ. ſyll̓m hn̄tem apparētiā cū illa nō exiſtentiaUtrū clenchus ſophiſticus ſit ſubiectū iſtiꝰ ſcīe SoºQuVꝙ ſic. Et ꝓbat̉ pͥmo qꝛ ſibi ꝯueniūt ꝯditōnes ſubiectiartributōnis. Scd̓o etiā qꝛ ſibi pn̄t demonſtrari ineē paſſiones ꝑ vera etadequata pͥncipia iſtius ſcīe. Sicut ptꝫ ſic faciēdo demōſtratōem Quic-quid ꝓcedit ex pͥncipijs ſiue p̄miſſis apparenter ꝓbabilibꝰ eſt generatiuūdeceptōis ſed elenchus ſophiſticus eſt hmōi. ergo eſt generatiuꝰ deceptionis ibi em̄ demonſtratur illa propͥa paſſio que eſt eſſe generatiuum deceptōnis de elencho ſophiſticoAn ne ſyll̓s ſophiſticus poſſit poni ſubiectū iſtius ſcīe.Aull. Soº ꝙ ſic aliquo mō ſꝫ ꝯuenētius Elenchus ſophiſticus ponit̉ ſubiectū Et rō illius eſt. qꝛ ſubiectū ſcīe debet eſſe cōiſſimuꝫſꝫ elenchus ſophiſticus eſt cōior qͣꝫ ſyll̓s ſophiſticus. qꝛ elenchus ſophiſticus extendit ſe ad ſyll̓m peccātem in materia tm̄ in forma tm̄ ⁊ in mate-ria ⁊ forma ſimul. qꝛ in eius rōne includit̉ illatio ꝓbatio ⁊ ꝯtradictio. Sꝫſyllogiſmus ſophiſticus ſolum d̓r de ſyllogiſmo peccāte in forma ⁊ in illatione tm̄. Et ergo qꝛ hic agit̉ de oībꝰ elencis ſophiſticis vl̓r cōuenientiꝰponit̉ hic elenchus ſophiſticus ſubiectū qͣꝫ ſyll̓s ſophiſticusSyllogiſmus eſt cōior elencho. gͦ ſyll̓s ſophiſticus etiā debet eēcōiorelencho ſophiſtico ⁊ ꝑ ꝯn̄s illa rō eſt falſa. An̄s ꝓbat̉ quiaelenchus ſuꝑaddit ſyllogiſmo vltra illatōem q̄ eſt de rōne ſyll̓mi ꝓbationem ⁊ ꝯtradictōem ¶ Soº neganda eſt ꝯn̄a. Et rō eſt. qꝛ negatio addi-taſuꝑiori facit de ſuꝑiori inferius ⁊ addita inferiori facit de inferiori ſupe-rius ſꝫ ſophiſticū includit negatōem. qꝛ includit defectū veri ſyll̓i vel elenchi. ⁊ ergo qn̄ ſophiſticū addit̉ ſyll̓o qui eſt ſuꝑior elēcho facit ip̄m inferiˢet qn̄ addit̉ elencho qͥ eſt inferior ſyll̓o facit ip̄m ſuꝑius ¶Rō ordinis iſtius libri ad p̄cedentē patuit circa pͥncipiū primi thopicorū.☞ Querit̉. qūo diuidit̉ iſte liber Soº pͥma ſui diuiſione diuidit̉ ī duoslibros ꝑtiales In qͦꝝ pͥmo on̄t qūo ex qͥbꝰ ⁊ qͣlibꝰ debet ſyll̓s ſophiſticꝰ cōſtitui. In ſecundo docet qūo tales ſyll̓i debēt ſolui Primus liber habetlex tractatus Primus eſt de quibuſdā cōibꝰ ⁊ p̄ambulis q̄ nccāria ſuntad ꝯgnitōem elēchi ſophiſtici Et diuidit̉ in qͣtuor capl̓a in qͦꝝ pͥmo poni-phemiū oſtēdēs de qͥbꝰ velit det̓ mīare ī hͦ libro. Et ē hec ꝓpo ꝓhemialis