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, Liber de centro gravitatis, cit., pp. 1-2. Pigafetta (Le mecaniche, cit., pp. 1-2) traduce così: “Il centro della gravezza di ciascuna figura solida è quel punto posto dentro, d’intorno al quale le parti di momenti eguali da ogni parte si fermano. Peroché se per tale centro sarà condotto un piano, che seghi in qual si voglia modo la figura, sempre la dividerà in parti, che peseranno egualmente”.

NOTEREF _Ref197597335 \h \* MERGEFORMAT  Exercitationes, p. 2.

NOTEREF _Ref197597335 \h \* MERGEFORMAT  “Diximus, Magnitudinis ut lineæ, plani solidique; centrum complecteremur. Erit igitur, ut in praesenti figura, lineae quidem centrum A, plani B, solidi vero C. quod si obijciat quispiam, lineam et superficiem nullam habere gravitatem; is sciat, neque corpora Mathematica gravitatem habere, Mechanicum vero funes, hastas, vectes pro lineis sumere; tabulas vero, et eiusmodi plana ad superficierum naturam referre” (Exercitationes, p. 3).

Fig. 3

NOTEREF _Ref197597335 \h \* MERGEFORMAT  Exercitationes, p. 128.

NOTEREF _Ref197597335 \h \* MERGEFORMAT  Poterat Aristoteles, ni fallimur, rem brevius et universalius proponere. Scilicet cur motus ponderi addat pondus et efficacius ex motu quam ex immoto pondere mota res operetur. Soluit autem. An, inquiens, ideo fit, quia omnia cum motu fiunt, et grave ipsum gravitatis magis assumit motum, dum movetur quam dum quiescit? (Ivi, p. 128).

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