Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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Et ſic palmula perducta ad
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cum
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caput prouectum eſſet ad
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æqualiter moueretur, ſed in iſto caſu
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ſcalmo manente nauis immo
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ta eſſet,
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tamen prouecta eſſe ſupponatur. </
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mùm, vt ad
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eſſe perducta palmula
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Ex hoc rurſus
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cõcludit
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Ari
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ſtoteles ex figura à Victore Fauſto & ab alijs paßim rectam
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maiorem eſſe: quam
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Et ita eſſe oſtendamus, quia duorum trian
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gulorum
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anguli, qui ad
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ad verticem oppoſiti,
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ſunt æquales prop. 15. lib. 1. </
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>tum
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æqualis eſt
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vel quia
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ſunt alterni facti à recta
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incidente in parallelas
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Ex
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præcedenti
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demõſtratione
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. </
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<
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">Ergo reliquus
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reliquo
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æqua
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lis erit prop. 32. lib. 1. </
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>Et ſic triangula
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ſunt æquian
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gula, proinde & circum æquales angulos latera proportionalia prop. 4. lib. 6.
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ad
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:
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ſic
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ad
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& vicißim
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prop. 16. lib. 5. vt
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ad
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:
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ſic
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ad
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Eſt
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autẽ
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maior:
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quam
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quia
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erat biſſecta in
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& detracta eſt de dimi
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dia
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portio
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quæ additur ipſi dimidiæ
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Eſt igitur
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maior quam
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Hoc autem quanquam verum ſit, quorſum tamen, dubium eſt.
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</
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<
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">Exiſtimauit Nonius ideò hîc poſitum eſſe, vt oſtendatur B per remi
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<
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gationem factam, non eſſe
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in E: ſed vltra vt in K,
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vnde nouam hanc deſcri
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bit figuram. </
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<
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ſtrat cum A caput remi
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remigatione facta eſt in
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D, palmulam B remi A
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B eſſe non in
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: ſed in K
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vltra
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. </
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<
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Nihilominuſque
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B K motum palmulæ B
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retrorſum minorem eſſe A
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D motu capitis A an
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trorſum, ſecundum ſenten
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tiam Ariſtotelis. </
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<
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Nonius remigatione facta
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& tranſuecta naui ponit
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ſcalmum C tranſuectum eſſe in T: vel ex ſuperiori Victoris figura
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