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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 193v, page id 00068193:0392
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Seot. V. Cap. 2. De Motus directione etc.
nempe P, L, Idemque  verum est, numerum utcunque
muthpano, abnet potiigona abeat in curvam. Unde quae
1
demonttravimus in praecedenti de centro gravitatis punlto-
rum, habent locum in centro gravitatis ippus lineae; ex denque
s
et ad polyedram superficiem, imo et ad locum tolidum pro-
Cy.
duci possant; si scilicet hedrae aequales in superficie, aut cutr
aquales in solido assumantur; pro quibus deinde eorumo puncta
media seu centra gravitatio substitui possunt.
5
SeCTWo dEXSA.
DE CoNere si ex
Si corpora
CdR PORYM
epossi l.
quotcunque concurrant quomodocungu.
aqualis temper manet potentia absoluta, hoc ett, summa
actorum ea ponderibus seu materiae quantitatibus cujusque
c
a
15 
corporis m altitudines ductis, ad quas vi suarum celeritt
tum ascendere possunt; seu factum ex pondere sivei quan
ctate materiae ommum simul sumtorum ducta m altitu
dinem centri gravitatis communis, ad quam id vi celerita
tum praetentim m conporibus existentum ascendore portet
De summa factorum ex pondere seu mole malti
tudines sum constat ex demonttratis capite de lauta et effecta
Nam per prop. 7. dicti cap. eadem manet potentia m corpons
bus quae sola invicem agunt. Potentia autem sunt in ratu
one composita ex simpliec ponderum et duplicatâ velocitatum,
seu ex compositi ponderum et dutarum altitudinum. (per prop
(5. ibid.) Porro eadem est quantitas summa ex ascensitus m
co