Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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<
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>ut ſit thorax A B ſedens ſuper ſella
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tibijs.
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Altiore K
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Æquali L
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Humiliore M
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Dico quod ex
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K facilius ſur
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get: quam ex L:
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quamque ex M.
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">Ratio eſt, quia
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A B ſuper K
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magis eſt parti
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ceps ſtationis:
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quam ſuper L.
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id
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">Et ſuper L quam
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quam ſuper M.
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">Vt enim ſurrectionis initium fiat per angulos acutos: Me
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dium tamen perducens ad terminum ad quem, qui eſt ſitum
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eſſe in vna recta vt A B G D, tranſit per minus acutos
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ad rectum, & tandem ad obtuſos, & obtuſis obtuſiores: quouſque
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ad vnam rectam peruentum ſit, in qua eſt ſtatio vt eſt A B G D
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relicta ſella K, vel L, vel M. </
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">Sed præter hæc obſeruatione di
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gnum eſt, quod in ambulatione progreſſuque noſtro femora cum ti
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bijs, & thoracem cum femoribus non omnino in rectam: ſed in an
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gulos obtuſißimos: tum crura inter ſe in acutum angulum, qui eſt
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vertex trianguli Iſoſcelis conformamus. </
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">Altero ſcilicet pedum fir
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mato in ſolum, altero celeriter circumlato. </
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<
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id
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">vt cum P Ramo aduer
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ſus philoſophos illos, ſi diis placet, qui Platonicis alis deſtituti, philo
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ſophari aggrediuntur, concludamus, quod quieſcimus, quod ſedemus,
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quod ſurgimus, quod ſtamus, quod ambulamus, quod currimus, geo
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metriæ vſum eſſe. </
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<
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">Sed & addemus ex nostro Galeno, id quoque ve
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rum eſſe de brutis omnibus, quorum pedes inſiſtunt terræ ad rectos
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angulos,
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abbr
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pedibus tanquam columnis ad rectos etiam ſuperemi
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nere. </
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id
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">Hinc cauſam collige, cur ſint nonnulla ex his tam apta ferendis
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ſarcinis & oneribus. </
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">Hinc quoque, ſi vis, collige cauſam, cur baiuli
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Pariſienſes onera tanta ſuis harpagonibus: alij ſportulis ferant, nimi
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rum cum ita componant ſpinam, vt antrorſum reclinata moles ſu
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