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            <lb ed="#J" n="15"/>D. Et istud intelligere intellectus non tandum inuenitur in rebus Tmateria 
            <lb ed="#J" n="16"/>libus, sed in mathematicis. Rectum enim quia est in continuo, sicut in
            si<lb ed="#J" n="17" break="no"/>mitas in naso, necesse est quemadmodum intellectus intelligat simitatem 
            <lb ed="#J" n="18"/>compositam ex naso, ita intelligat quiditatem recti compositam cum
            conti<lb ed="#J" n="19" break="no"/>nuo. Et dixit. Et etiam in rebus, &amp;c. i. &amp; rectum, &amp; esse eius similis ex rebus 
            <lb ed="#J" n="20"/>mathematicis est simile ad esse simitatis in naso, rectum enim est in 
            con<lb ed="#J" n="21" break="no"/>tinuo, sicut simitas in naso.
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