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            D. d. illud autem est finis, hoc 
            <lb ed="#J" n="34"/>autem principium, &amp;c. i. &amp; ista pars quiescens est per motum attractionis 
            <lb ed="#J" n="35"/>finis, &amp; per motum expulsionis principium. &amp; ideo necesse est, vt
            gibbo<lb ed="#J" n="36" break="no"/>sum, aut illud, quod est loco gibbosi, sit quiescens aut concauum: aut
            il<lb ed="#J" n="37" break="no"/>lud, quod est loco concaui, sit motum: licet principium &amp; finis in hoc 
            mo<lb ed="#J" n="38" break="no"/>tu sint diuersa in definitione, in magnitudine autem idem sunt, sicut centrum. &amp;  
            <lb ed="#J" n="39"/>hoc est econtrario de motu recto scilicet quod principium, &amp; finis sint in eo diuersa in 
            <lb ed="#J" n="40"/>definitione, &amp; in magnitudine, &amp; menbrum quod est tale in animali, est
            cor<lb ed="#J" n="41" break="no"/>secundum ipsum.
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