Aristoteles
,
Physicorvm Aristotelis, sev, de natvrali auscultatione, libri octo
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LIBER VI.
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quia motus unius eſt unus, at neq; </
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<
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tinuus enim motus, continuorum quorundã eſt motus. </
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<
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">eadẽ
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erit pro fectò ratio, & </
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<
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">ſi D E F exceſſerunt in diuiſione
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motus G K. </
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<
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">Qua
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re ſi hoc eſſe non poteſt, eundem atque
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æqualem eſſe neceſſe eſt. </
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<
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xml:space
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">Hæc igitur diuiſio ratione partiũ
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eius eſt, quod mouetur, atq; </
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<
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">cuiuslibet partibilis ipſam eſſe
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neceſſe eſt. </
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<
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">Alia autem eſt temporis ratione. </
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<
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xml:space
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">Nam cùm o-
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mnis motus in tẽpore fit, & </
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<
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">omne tempus ſit diuiſibile, mi-
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nor autem in minori tempore fiat, omnis motus uti tempus
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diuidatur neceſſe eſt. </
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<
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">Cùm autẽ omne quod mouetur, in ali-
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quo moueatur, & </
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<
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<
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">totius ſit mo-
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tus:</
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<
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">eaſdem eſſe diuiſiones & </
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">temporis, & </
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">motus, & </
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ueri, & </
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<
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">eius quod mouetur, & </
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<
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xml:space
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">etiam eius in quo eſt motus,
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neceſſe eſt. </
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<
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">Verùm non omnium ſimiliter, in quibus eſt mo
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tus, ſed quantitatis quidem per ſe, qualitatis uerò per acci-
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dens. </
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<
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">Accipiatur enim tẽpus, in quo quippiam mouetur, & </
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ſit A, & </
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">Si igitur in toto tẽpore motum eſt,
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in illius dimidio, motu minore eſt motũ, quo rurſus diuiſio,
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minore motu rurſus eſt motum: </
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">& </
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">ſie ſemper motus diuide
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tur ut tempus. </
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<
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">Simili modo ſimotus eſt diuiſibilis, & </
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pus eſt diuiſibile. </
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<
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xml:space
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">Sienim toto motu toto in tempore mo-
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tum eſt dimidio in dimidio, & </
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">minore rurſus in minore eſt
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motum. </
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<
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">Ipſum quoq; </
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<
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enim ipſum moueri, C: </
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<
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">in dimidio igitur motus minus erit
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toto, & </
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</
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<
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">I icet etiam ipſum moueri quod eſt partis utriuſque motus
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D E, & </
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">E F deſignando, totũ totius dicere eſſe: </
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<
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">nam ſi ſit
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aliud, plur a motus eiuſdem erunt moueri, ſicut et motum in
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motus partium prius ostendimus diuiſibilem eſſe. </
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datũ enim ipſum moueri parti utriq; </
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