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      ¶ 2o 
      <lb ed="#P" n="78"/>ad idem arguitur sic. si fundamentum 
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      <pb ed="#P" n="44-v"/>
                  <cb ed="#P" n="a"/>
                  <lb ed="#P" n="1"/>conclusionis esset verum scilicet quod illud non 
      <lb ed="#P" n="2"/>est euidens quod potest sic apparere et non 
      <lb ed="#P" n="3"/>sit esse etc sequitur consimili ratione 
      <lb ed="#P" n="4"/>quod nulla noticia creata vel creabilis 
      <lb ed="#P" n="5"/>esset infallibilis. et per consequentio 
      nul<lb ed="#P" n="6" break="no"/>la euidens quod est contra dicta Sed 
      <lb ed="#P" n="7"/>consequentia patet quia de qualibet tali sic est 
      <lb ed="#P" n="8"/>quod potest non esse sicut ipsa 
      represen<lb ed="#P" n="9" break="no"/>tat aut quod intellectus potest aliter 
      vti<lb ed="#P" n="10" break="no"/>ipsa quod ipsa sit vtenda quare etc. 
      <lb ed="#P" n="11"/>Secundo confirmatur quia si illud 
      sum<lb ed="#P" n="12" break="no"/>damentum esset verum sequeretur quod 
      <lb ed="#P" n="13"/>nullus beatus haberet euidentiam de 
      per<lb ed="#P" n="14" break="no"/>petuitate sue beatitudims et per 
      conse<lb ed="#P" n="15" break="no"/>quens non esset assecuratus et sic non 
      es<lb ed="#P" n="16" break="no"/>set beatus quia securitas est maxima 
      <lb ed="#P" n="17"/>pars beatitudimis / consequentia patet / 
      <lb ed="#P" n="18"/>quia supposito quod beatus firmiter 
      asse<lb ed="#P" n="19" break="no"/>tiat quod ita perpetuo remanebit et quod 
      <lb ed="#P" n="20"/>ille assensus non potest non fuisse 
      asse<lb ed="#P" n="21" break="no"/>sus tamen oppositum potest non fore / et 
      <lb ed="#P" n="22"/>per consequens non fuit euidens etc 
      qua<lb ed="#P" n="23" break="no"/>re etc
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