Aristoteles
,
Physicorvm Aristotelis, sev, de natvrali auscultatione, libri octo
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LIBER I.
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nitu, atq; </
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autẽ ipſius C: </
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<
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">ab infinito igitur magnitudo finita auferatur
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B D: </
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<
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<
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<
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">ipſum igitur B pondus minus
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erit ipſo pondere C: </
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<
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nus nimirum eſt. </
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<
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<
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mero aliquo repetitũ: </
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<
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<
s
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xml:space
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">ut minus ſeſe habet ad maius, ita
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B D ſeſe habet ad B F magnitudinem: </
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<
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">fieri enim poteſt, ut
<
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quantauis ab infinita auferatur. </
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<
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ſimilitudinẽ rationũ ſubeunt cum põderibus, & </
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<
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dus minoris eſt magnitudinis, maius etiã magnitudinis erit
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maioris: </
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<
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">æquale ergo finiti pondus erit, ac infiniti. </
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<
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">Si maio
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ris præterea corporis maius eſt pondus, ipſius B D pondus
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maius erit põdere corporis ipſius B F: </
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<
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">quare finiti pondus,
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maius erit pondere infiniti: </
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<
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">inæqualium etiam magnitudinũ
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idem fuerit pondus: </
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<
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">finitum enim ac infinitũ, inæqualia eſſe
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constat. </
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<
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">Nihil autẽ intereſt, cõmenſurabilia ipſa pondera,
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an incõmenſurabilia ſint: </
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<
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">etenim eadẽ erit ratio, ſi incõmen
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ſurabilia ſint. </
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">Veluti ſi E pondus menſurans C pondus ter
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repetitũ exuperet: </
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mantur, pondus ipſarum maius erit pondere C: </
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<
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eueniet impoßibile. </
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lia ipſa ſumãtur: </
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">nihil enim intereſt à pondere, an à magni
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tudine initium fiat. </
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<
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xml:space
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">Veluti ſi E pondus cõmenſurabile ſu-
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matur ipſi põderi C atq; </
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<
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quæ habet ipſum E pondus, ceu B D deinde allata fuerit
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alia magnitudo ceu B F: </
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<
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bet, ut pondus ſe habet ad pondus: </
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">fieri enim poteſt, ut ſi ma
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gnitudo A B ſit infinita, quant
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auis ab ea magnitudo aufera
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tur. </
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inter ſeſe ſanè cõmenſurabilia erũt. </
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