Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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<
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vt annotauit Budæus in Pandect. quod apponitur in libra
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ad æquilibrium faciendum. </
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">Vnde & apud Vitruuium legimus re
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demptorem ad tempus opus manufactum ſubtiliter regi approba
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uiſſe, & ad ſacoma pondus coronæ viſum eſſe præſtitiſſe. </
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quam rationem habeat æquipondium ad ſeſe pro varijs interſtitüs,
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quibus remouetur ab anſa, colligi poteſt ex Vbaldo per corollarium
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quod deduxit è prop. 6. tractatus de lib. in Mech. quod tale eſt. </
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<
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nifeſtum eſt quò pondus à centro libræ magis diſtat, eò grauius eſſe,
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& per conſequens velocius moueri. </
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<
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">Et æquipondij grauitatem in
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vno loco ad grauitatem eiuſdem in altero, eam rationem habere per
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experientiam nouiſſe ſe dicit Cardanus, quam habet remotio ad re
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<
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motionẽ
">motionem</
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.
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vt ſi æqui
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pondiũ
">pondium</
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K
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in D ele
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uet libras
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20. & in
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E 25. ele
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uabit in F
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30. In G 35. In H 40. </
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<
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>Sic æquali ſpatio æquale
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acquirẽs
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augmentũ
">augmentum</
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.
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Cap. 3. lib.
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65. c. Arich</
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Et quidem ſtateræ ratio demonſtrari poteſt. </
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H B cu
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ius anſa
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ſit A C,
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& eius
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æquipon
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dium E,
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appenda
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tur vero
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ex H
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abbr
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põdus
">pon
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dus</
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D,
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quod æquiponderet æquipondio E in F appenſo. </
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<
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dus G appendatur in H, quod etiam æquipondio in B appenſo
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æquiponderet.
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Dico grauitatem ponderis D ad grauitatem ponderis G ita eſſe
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vt C F ad C B.
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