Pōſtpredicamenta

tionis. ita ꝑ oppoᵐ eſt ſimplicitas ⁊ ſimplīcitate oppoſita. pͥmis duobꝰ modis ꝯpōnis eſtforma ſimplex ſꝫ nō eſt oīs forma ſimplex ſimplicitate tercō mō dicta. qꝛ forma accnalis q̄eſt qͣlitas hꝫ in ſubiecto eē magꝭ vel minꝰ ꝑfectū. ⁊ talis ꝯpō q̄ eſt ẜm gͣdus ꝑfectōnis nō repugnat ſimplicitati ip̄ius forme. ¶¶ Ad cōfirmatōeꝫ primi argumēti de ſcuto dd̓m eſt ꝙ n̄ſeqͥtur ſcutū eſt coloratū. igit̉ eſt albuꝫ vel nigrū. qꝛ. p. in illa cōſideratōe qͥcquid denoīatīed̓r a genere. vel hꝫ genꝰ opꝫ denoīatiue dici aſpē vel habere ſpēꝫ. innuit duplicē modū denominādi in accn̄tibꝰ. vnū ẜm eſſe. aliū ẜm ineēquē duplice modū tāgit in pͥnciº ſcd̓i topi. qd̓igit̉ genꝰ denoīnat aliqͣ ſpēs denoīabit vel ẜmeſſe vel ineſſe. ⁊ ſic ē vere ꝯcedendū ꝙ ſcuto ineſt albedo vel nigredo vel medius color. ſꝫ nōſeqͥtur gͦ ſcutū eſt albū. qꝛ in accn̄tibꝰ nō ſꝑ tꝫꝯn̄a ab ineſſe ad eē vt circa diffinitōꝫ qualiūdictū fuit ¶ Ad vltimū dd̓m ꝙ ille ſunt ſpēsoppōis cōplexoꝝ. nō āt incōplexoꝝ.Octauū dubiū eſt. qualis eſt diuiſiooppoīs in qͣttuor ſpēs ¶ Soluco dictū vdalrici de argetina ī ſumma ſi accipiat̉ opō ẜm racōeꝫ ſumptā ab intentōe noīs ſic dicit boetiꝰin comento ſuꝑ p̄dicamēta. ⁊ cōſentiūt ei multi ꝑipothetici ꝙ oppō eſt geꝰ qd̓ diuidit̉ in ſpecies. ⁊ ꝓbat. qꝛ nomē eſt idē ⁊ etiā racō noīs.quā rōeꝫ ponit boetiꝰ dicēs. Oppoſita ſunt q̄vno ⁊ eodē tꝑe circa vnā ⁊ eandē rē ſil̓ eſſe nōpn̄t. Si ꝟo ſumat̉ ẜm rē ⁊ ẜm eē quo eſt ī hisq̄ oppoſita ſunt ſicut dic dn̄s Albertꝰ ꝙ nomēoppōīs ẜm magis ⁊ minꝰ ꝯueīt ſuis inferioribus. ⁊ ſic ꝑfecta deſcpͥtio eꝰ cōueīt ꝯͣdictorijsprīo ⁊ oībus alijs rōe ip̄oꝝ ⁊ ſic ē eqͥuocū ſic̄ānalogū eqͥuocū eſt. ⁊ hͦ dicūt areſtotelē ſiḡficaſſe cū dixit. Quotiēs āt opponi ſolet. qꝛ ſic̄dicit boetius qͦtiens ad eqͥuocatōꝫ ꝑtinetQuecūqꝫ ergo vt relatīa opponūtureaip̄a q̄ ſūt oppoſitoꝝ dicūt̉ aut quolibet al̓r ad ea vt duplū ip̄m qd̓ eſt alterius dr̄. alicꝰ em̄ duplū d̓r. ſꝫ ⁊ diſciplina diſciplīato tꝙͣ relatiue oppoſita ē. ⁊ d̓r diſciplina ip̄m qd̓ ē diſciplinati. ſꝫ ⁊ diſciplinatū ip̄m qd̓ ē ad oppoſitū dr̄. .i. ad diſciplinā. diſciplīatuꝫem̄ aliquē diciꝰ diſciplinatū diſciplina. ¶ Quecūqꝫ ergo oppoſita ſūt tqͣad aliqͥd. eaip̄a q̄ ſunt alioꝝ dicūt̉. autqͦcūqꝫ mō ad ſeinuicē. illa v̓o q̄ ſunt ꝯtraria ip̄a qͥdeꝫ q̄ ſunt nullo mō ad ſe

inuicē dicūt̉. neqꝫ em̄ bonū mali bonūdr̄. ſꝫ cōtrariū. nec albū n̄ igri albū ẜ ꝯtrariū. ¶ Quecūqꝫ v̓o cōtrarioꝝ tālia ſunt vt in qͥbꝰ fieri nata ſunt ⁊ de qͦbus p̄dicāt̉. neceſſariū eſt alterū ip̄oꝝinee. nihil hoꝝ mediū eſt. qͦruꝫ v̓o neceſſariū nō ē alterū ineē. hoꝝ oīm aliqͥd eſt mediū. vt lāguor ⁊ ſaītas in corpore aīalis nat̉a hn̄t fieri. ⁊ neceſſariūē alterū eē in aīalis corꝑe. l̓ lāguorē l̓ſanitatē. ſꝫ ⁊ par ⁊ impar de nūero p̄dicāt̉. ⁊ neceſſariū eſt alterū in nūeroeē. aut abundās aut ꝑfectū. nihil eſt īmedio horū. neqꝫ int̓ lauguorē ⁊ ſanitate. ncqꝫ int̓ abundāteꝫ ⁊ ꝑfectū. qͦrūv̓o nō neceſ ſariū ē alteruꝫ inee. aliqͥdcorū eſt mediū. vt nigrū ⁊ albuꝫ ī corpore nat̉a hn̄t fieri. ⁊ nō eſt neceſſariūalterū horuꝫ eē in corꝑe. Nō em̄ om̄ecorpꝰ aūt albū aūt nigrū eſt. ſꝫ ⁊ pͣuūet ſtudioſuꝫ p̄dicāt̉ qͥdeꝫ de hoīe. ⁊ dealijs multis. ſꝫ nō eſt neceſſariū alteꝝhorū ineē illis de qͥbꝰ predicāt̉. nō eīoīa vel pua vel ſtudioſa ſunt. ſꝫ eſt horū mediuꝫ. albi qͥdeꝫ ⁊ nigri. fuſcuꝫ etpallidū ⁊ qͥcunqꝫ ſunt alij colores p̄uiv̓o ⁊ ſtudioſi. qd̓ neqꝫ puum neqꝫ ſtudioſuꝫ dr̄ ¶ In aliqͥbꝰ itaqꝫ noīa poſita ſunt his q̄ media ſunt. vt albi ⁊ nigri fuſcuꝫ ⁊ pallidum. ī aliqͥbꝰ āt noīaꝗ̄deꝫ ī medis aſſigͣre nō ē idoneū. ſꝫ ꝑvtrorūqꝫ ſummoruꝫ negatōeꝫ qd̓ mediuꝫ ē determīat̉. vt qd̓ neqꝫ bonū neqꝫ malū ē. neqꝫ iuſtuꝫ neqꝫ iniuſtū¶ Quecumqꝫ ergo ⁊ relatiua oppoHic. pͦ. ꝓſeqͥtur de ſpēbꝰ oppōis. Et diuidit̉ īduo. qꝛ prīo on̄dit q̄ ſint oppoſita relatīe. ⁊ ſecūdo ꝯꝑat oppoſita relatīe ⁊ oppoſita ꝯͣrīe adſeinuicē penes drām. ſcd̓a ibi. Quecūqꝫ gͦ. primo dicit q̄cūqꝫ opponūtur vt relatiua. ita opponūt̉ ꝙ eaipſa q̄ ſunt alioꝝ oppoſitoꝝ dicūt̉vel quōlibet aliter. vt duplū illd̓ qd̓ eſt alteriꝰd̓r. qꝛ duplū d̓r alicꝰ duplū. Sil̓r diſciplīaet diſciplinatū opponūt̉ relatīe. qꝛ diſciplīaad illud qd̓ ē diſciplinatū d̓r. ⁊ ſil̓r diſciplīatū ad illd̓ qd̓ eſt oppoſitū d̓r. qꝛ dicimꝰ aliquēdiſciplinatū diſciplina diſciplinatū.