Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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<
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>horum enim medium eſt
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æquale: illorum verò re
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ctum. </
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<
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commutantur, priùs ne
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ceſſe eſt æqualia fieri: li
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neam ſanè rectam, cum ex
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conuexa fit caua: & rurſus
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ex ipſa fit conuexa & ro
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tunda. </
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id
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eſt ex abſurdis quę inſunt
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circulo. </
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">COMMENTARIVS. </
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">Primum ſiquidem.]
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Vetuſtatis iniuria multas veterum li
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bris, & huic ſane irrepſiſſe mendas, non eſt res dubia, vt hoc loco
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pro
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Namque hîc non prima, vt iam patuit: ſed ſe
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cunda eſt in circulo repugnantia. </
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id
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">Eaque ex eo quod cum circuli peri
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pheria ſit vna linea def. 15. lib. 1. elem. & idcirco latitudinis expers
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def. 2. lib. eiuſdem: habeat tamen in ſe contraria conuexum ſcilicet,
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& concauum: illud quidem quà ſpectat foras: hoc vero quà intra.
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<
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id
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">vbi nota Ariſtotelem dixiſſe hæc
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contraria quodam
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modo. </
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id
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">Nec enim vere contraria ſunt, quia vere contraria ſunt ea,
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quæ ſecundum ſeipſa ſumpta, ex ſeipſis extreme diſtant, & vnde ſe
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expellere nata ſint, habent: at hæc conuexum & concauum non ſic
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extreme diſtant: ſed ratione ſitus partium in diuerſis locorum diffe
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rentijs, quod ſcilicet aliæ alijs ſint al
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tiores, vel depreßiores. </
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ctum ſit id in lineis quod ex æquo iacet
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inter ſua extrema def. 2. lib. 1. & vt
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linea A B, curuum erit quod non ex
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æquo iacebit, ſed altius aut depreßius:
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idque ſi inter extrema vbique attollatur:
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conuexum vt C E D: ſi vero vbique
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deprimatur concauum, vt C F D quæ eadem eſt linea ex ſe, ſed
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ex locis E E & F F partium mutata. </
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<
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>Cum igitur ab eadem C D
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