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# Title: Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo (shelfmark Leibn. Marg. 182)
# Folio 333, page id 1066518432:0361
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DE VERTDUS ET NOTTBUS CORPORUM. L. 1B. II. 333
aaf as WM. AM
cbb. = bB c
 In BKE, sed in PTOPOSITIONE LXVIII. 5. 559
cst XZ: BKE =WM. AM: TN ersO aso = XZ; ac proinde x (= 108.
Y(bB + gy: BB + ff) - aaso
cione dictum.
+=
aa
aco
6
=TTO = XZ. Ut in memorata PFODOSI-
66 0 =  CxIt = ZZ: AM, Pariter ut in dicta propositione
oHtenlum.
S C H O V YO N.
579. Plura alia exempla ad illustrationem canonum generalium
non aftero, ac multa alia silentio praetereo, quae ex soluto exemplo
pocuissent elici. Id tamen minime ridetur subticendum, quod den-
litates medii rarie modificando effici possit, ut graria, juxta quam-
libet accelerationis retardationisque legem, Possint delcendere vel
alcendere in lineis horizonti perpendicularibus. Galilaeus olim pri-
musdemonstrarie, celeritates grari in racuo cadenti acquilitas esse
in subduplicata ratione spatiorum, quod etiam in antecedentibus
(5. 250.) octensum eAt, led ex principiis a Calilxeanis diversis. IIaeC
accelerationis lex solis corporibus in racuo cadentibus convenire
hactenus credebatur, sed, ut mox probabitur, Perperam, cum etiam
in aëre relistente juxta hanc candem accelerationis legem delcende-
re postint graria, modo aeris densitas cerra quadam rationeubique
rarietur.
580. F res generaliter FradatUE, SIE nuNC r = (am +2 + abun +
cum +.1). A: am  adeo ut Formuta prima 5. 5.70. ∞ = sudu: C Fr, vel dif-
terentiando (8 Fr). ax = UdU, NUINCFUEUIEA SIE (an L 2G F an L2 N + abum a
L Cm F 1). dae = am +2 udu, FaL a + 2 C + gn  2 B F abWm A + Cm + r 1 =
antre, exitque :a 2 eda = am 2 ndu, vel edx = 2udu, aC intesran-
d0, ex = u, (eu W1 = e ∞, aC ym = em: 2 gen: 2, RCC nON, 4m L + = em + L : 2
am F1: 2, qui valores, in aequatione an. F2g FeC. = :am re lubltIutI
OrEDEnE Equationem an +29 F am + 2 A ab em ∞ = =
1=
at. Oux aequatio relationem inter densitates aeris e spatia Der.
curla, seu incer indeterminatas a et i declarat, act id, uI GraVe I
HOC.