Aristoteles
,
Physicorvm Aristotelis, sev, de natvrali auscultatione, libri octo
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PHYSICORVM ARIST.
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leres utrum ad affectũ, ſi ſit idem, uel ſimilis, an ad id, quod
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alteratur reſpicere oporteat? </
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<
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">ueluti ſi buius quidem tantũ,
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buius autem tantum ſit dealbatum, an ad utrunq;</
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<
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xml:space
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eſt aut alia, ſi idem aut aliud ſit affectus: </
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xml:space
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">æqualis uerò, aut
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inæqualis, ſiæquale aut inæquale ſit illud. </
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<
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xml:space
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">In generatione
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etiam & </
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">corruptione idem conſiderandum eſt, quonã mo-
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do eſt æquè celeris, atq; </
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<
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">celerior generatio. </
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<
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xml:space
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ris eſt, ſi in æquali tempore generatur idem, ac indiuiduũ?
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</
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<
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">ut homo, ſed non animal: </
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">celerior autem, ſi in æquali diuer-
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ſum:</
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<
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">nõ enim habemus, quænã ſint ea duo, in quibus eſt ipſa
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diuerſitas, quemadmodum babemus ea, in quibus eſt ipſa
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dißimilitudo. </
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">Quòd ſi ſubstantia numerus eſt, plus erit & </
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minus numeri ſpeciei eiuſdem. </
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<
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caret, atq; </
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">in qualitate quidem plus affe-
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ctus, aut excedens magis: </
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riſto. mot
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eſſe
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cõparabiles ad
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inuicem, hîc au
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tem docet quo
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modo compa-
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rẽtur & primò
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de motu Loca
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I@, deinde de re
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liquis.</
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ueat, & </
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xml:space
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dico, quia in tempore: </
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<
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">ad aliquid, quia per quãtitatem
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aliquam mouet, ſemper enim ſimulmouet, ac mouit: </
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quantitas quædam erit, per quam eſt motum, atq; </
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<
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to) hæc inquam cum ita ſint, ſi A quidem ſit id, quod mouet
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B uerò id quod mouetur, & </
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D tempus: </
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">In tẽpore nimirum æquali, po
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tentia æqualis A, dimidium ipſius B, per duplum mouebit
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ipſius C: </
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erit rationis ſimilitudo. </
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">Etſi potentia eadẽ hoc in hoc tẽpo
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re per tantũ ſpacium moueat, per ipſius etiã dimidium idem
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in dimidio ſanè mouebit. </
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<
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">Et dimidium potentiæ, dimidiũ per
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æquale ſpacium in tẽpore mouebit æquali, ipſius enim </
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