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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 11
# Folio 93v, page id 00068164:0186
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Hhinc si AF in sive Z datis detur D summatorie
sint in eodem plano duae recto non parallelae 1A 2A3A, 7B2B3 B, et
sit et secentur in et sit sectae proportionaliter in punctus 2A, 2B C2
similiter rectae 1A1B, 2 AEB, 3ABB secta proportionaliter in punctis
ex
1C, 2C, 3C, eruit et  et 1G2C BC, cadent in rectam.
immbus punctis AGB, C agantur, item CH parallela AA occuriens ipsis CF in A
Ecuminundum quid siit si sitbus planum AB
ussnsa. 2, libra CdE, opposito pondere F Eti sed ita
ut planu soc descendat sive at cendat cogatur manere
honontale ob limiates,  (4. Et meo curat in
plano globus L, qui ob eo reflectatur huc illur vide
n margines occurat sequi videtur tono
mutatum iri aequilibrium seu motu, fore sempe
in navi gB curral, globus C celeritate quadm
gelie
et in na ee quuut
prion globus d, confingendo naven carere, mole
et sequam
non it navi seu globo C. tolu su a vani dart
et quesceis post ictum alioqui implicaretur eter
1os ipsiu globi et ita duem, exceritates in n
unum corpus colligeretatur, sed ita vs multiplicaresu
corpora a a, b aet im moveri debent, ut velocilates duunius 
puro
cnips rcedende a certro trorum sint reciparae proportionales. uniqu
ut
6n 8
uniu sit recipiore proportionalis seccritati vliquom, ut
s siat corpora 23,45, velecilurs 6. 8. 10 debet esse
corpea a conpuns _6 ad corparum 4. 8 L. 5. 10
P. entas corporis d ad celentarem centri grav. corporum reli quorum
3.6 aequ. 4.
6. 3 = 4. 8+ 5. 19. sed rursus Y hec fieri
non potet. sed aec esse debet, quia enim A 4 et s non moventur
ergo
ut 4+5 ad Z
in lisdim rectis eliam agneus velocilos eeut gravitatis non vucta
crpus. samina, 4+5 ductu in gelveiturem centu gravitatis mon
Quantitatur molus in singulis summae
plura puncta contactus sint simul, an orrectio centralis
aequatur nelorenitaliam
dut perfecta si plurium punctorum contactus centrum gravitatis, cadit
in aeredius centur pngentem, cariau directionre