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          <pc type="pilcrow">¶</pc> Sed ad 
          <lb ed="#S" n="86"/>oppositum huius dubii quod haec non sit sententia <sic>sententia</sic> philosophi arguitur multipliciter primo quia secundum 
          <lb ed="#S" n="87"/>philosophum <!-- quote --> omnis propositio est oratio verum vel falsum significans nam sic diffinit propositionem 
          <lb ed="#S" n="88"/>philosophus sed cuiuslibet contradictionis complexe utraque pars est propositio verum vel falsum 
          <lb ed="#S" n="89"/>significans et per consequens utraque pars est vera vel falsa
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