Aristoteles
,
Physicorvm Aristotelis, sev, de natvrali auscultatione, libri octo
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LIBER IIII.
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ſeorſumq́; </
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<
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merus eorũ, quæ ſunt æqualia, ſimulq́; </
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</
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<
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<
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">Atqui cùm latio quidem ſit motus, & </
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<
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cõuerſio, unũquodq; </
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<
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">autem uno quodã ſibinumeretur pro-
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pinquo, unitates quidẽ unitate, equi autẽ equo, tempus etiã
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hoc pacto tempore profectò quodã menſurabitur definito. </
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Atq; </
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">Motus autẽ et temporemenſura-
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tur, ſicuti diximus. </
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<
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">Hoc autẽ ideo eſt, quia quantitas motus,
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ac temporis ab eo motu, qui definitus eſt tempore, mẽſura-
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tur. </
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<
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">Si igitur lpſum primũ, propinquorũ omnium eſt menſu
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ra, uniformis ſanè cõuerſio menſura potißimũ erit: </
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huiuſce numerus notißimus est ut patet: </
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<
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dem uniformis nõ eſt, nec accretio, nec generatio, latio au-
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tem eſt. </
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<
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">motus ipſius ſphæræ tempus eſſe
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uidetur: </
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">quia cæteri motus hoc motu menſurantur, & </
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ipſum tempus. </
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est dici. </
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">cæterorum eas, quæ natura-
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lem motum, & </
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<
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">ortum, ac obitum ſubeunt, circulum eſſe di-
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cunt. </
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tur, finemq́; </
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ne quadam hoc fiat: </
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<
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">etenim tempus ipſum circulus quidam
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eſſe uidetur. </
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xml:space
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">Hoc autem ideo rurſus uidetur, quia talis latio
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nis est ipſum menſura: </
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ratur. </
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">Quare dicerererum eas quæ fiunt, circulum eſſe, est
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dicere temporis circulum quendam eſſe: </
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<
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tur, quia tempus menſuratur ipſa cõuerſione. </
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menſuratur, nihil aliud eſſe uidetur, præter id, quod meti-
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tur: </
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merum quidem eundem eſſe ouium, atq; </
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lis: </
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