DelMonte, Guidubaldo
,
In duos Archimedis aequeponderantium libros Paraphrasis : scholijs illustrata
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in præſentia omittatur; infraquè ſuo loco oſtendendum. </
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<
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autem nobis nunc ſit oſtendiſſe, hæc ad praxim reduci, ma
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nibuſquè (vt dicitur.) contrectari poſſe. </
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<
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bent, huiuſmodi conſideratio non erit vana, ne〈que〉 vt inuti
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lis reijcienda. </
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<
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id
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">Sed vlteriùs adhuc progrediamur, dicamuſ
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què, quoniam planum ACD, quatenus eſt corpori coniun
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ctum, horizonti æquidiſtans permanere debet; ſi ſeorſum à
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corpore illud intelligamus, vt ſi ADC ex eius centro graui
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tatis G ſuſpendatur, tunc quocun〈que〉 modo reperiatur, hoc
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eſt ſiue horizonti ęquidiſtans, ſiuè
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minùs, idipſum permanſurum ni
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hilominus intelligere poſſumus,
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parteſquè vndi〈que〉 æqualium mo
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mentorum conſiſtentes. </
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<
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id
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">Ne〈que〉
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enim Ariſto teles grauibus dunta
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xat, ſed etiam leuibus momenta
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tribuit, idipſum què (vt Eutocius
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in horum librorum comentarijs
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refert) Ptolæmeo quo〈que〉 placuit, vt habetur in líbro (à nobis
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ramen deſiderato) 〈que〉m de momentis ſcripſit. </
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quo〈que〉 Philoſophi id ipſum ſenſiſſe videntur. </
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<
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id
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dem rationi conſentaneum, ſuperuolant enim, quæ leuia ſunt,
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& ſi mente concipiatur
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eadẽ
">eadem</
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figura leuis cuiuſpiam eſſe, tunc
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ſi detineatur in G, partes vndi〈que〉 ęqualium
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expan
abbr
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momentorũ
">momentorum</
expan
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conſiſtent, eſſetquè G (vt ita dicam) centrum leuitatis. </
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niam autem circa centrum grauitatis ę〈que〉ponderationem
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conſideramus, id circo plana, tanquam no bis apparentia gra
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uitatem habere, mente concipimus. </
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<
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">Non eſt igitur à ratio
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ne alienum, æ〈que〉ponderantiam in planis, vt grauibus conſi
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deratis intelligere, conciperequè. </
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<
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id
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cit, quòd definitiones centri grauitatis priùs allatæ non pla
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norum, ſed corporum centra explicarunt, ita vt grauitatis
<
expan
abbr
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cẽ-trũ
">cen
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trum</
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ad corpora,
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expan
abbr
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nõ
">non</
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ad plana ſit
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abbr
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referendũ
">referendum</
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. Hoc enim ideo fa
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ctũ
">ctum</
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eſt, quia propriè
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abbr
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centrũ
">centrum</
expan
>
grauitatis reſpicit corpora; non ta
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men propterea impropriè reſpicit plana, ſed quia primò reſpi
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cit corpora; in
<
expan
abbr
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quib^{9}
">quibus</
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actu ineſſe
<
expan
abbr
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depræhẽditur
">depræhenditur</
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. propterea
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abbr
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eędẽ-met
">eędem
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met</
expan
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definitiones planis quo〈que〉 in
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hũc
">hunc</
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<
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modũ
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aptari
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abbr
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poterũt
">poterunt</
expan
>
. </
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</
archimedes
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