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# Title: Leibniz-Handschriften zur Mathematik LH 35, 8, 30
# Folio 133v, page id 00068124:0268
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simicito
e
persum est in omni corporeesse centrum aequilibius non centr. figures. sic omnes rectae bisecantes triangatum
losceles non transemnt cer idem punctum. operae pretium erit in quirere in locum liorum puncto Tumus qui
s
erit vicanus centa figurae
cnrum in emisphera (A in circulo) centrum povita
ver sectore olido(ut in circulo vel
plano) centrum gravitalis coincidit cum, centro gravitates superficiei remisphaeris vel sectoros simusi secta
similiter positi seu concentrici, in subtertia ratione minoris, resevendos sectorem in pyamid
nio curca Evolute si ab e ad () ducantur simper rectae. era quae sunt elementa loci centrorum gravitatis quod
s
si jam curva iea secetur ut ipsae ese) fiant hrangulis ML(L) proportionales idem esset centrum graventie
sufficit hanc sectionam
currgae, quod fiqur. veum iladanc verum revera, si bene ratiocinat. sumus
esse possibitem. Et videtur generaliter res applicari posse ad quantibet linementidium gravitati aesram
apestitorum possuntus enim secaper finifere sectionem ita instrtiu posse ut trapetia BC seu re stangul, ips)
 s de sur purnerat it continis centium tecmputium certe quit aemure t cama se sum prden
1
b
catidem non incidet centruum e rectanguli intolom ungentu
seu rectarum per C ducta rum. exinimanum
lve
nntel ratiocmciven
in arbiliarianums
sie ut intervallumm puncti dati et arbitrarii in una recta ad intervallum punct
rati et arbitraus in alia recta sit in rade data, denique recta, ungens duo puncta arbitrari
secetur etrom in rade data locus omnium punctorum secantium quagentespro quibus libet punctisarbitrarm
respordentibus entrecta quid si scura puncta vveanturin superficie sphaeriea per
seu cirgulos magnosan et ita eorum centrum qua
pravitatis 
Mobicia intetligi possunt puncta diverset
natu la puncta moveantur intrers circulaubur quorienda via centri es
debantur theoremata quaeratur linea centri ducram motalium quorum unum in circubus altermm inte
u in abi
Non detur generaliter summa ex ductibus duorum mobilurum in sin centri gravitatis vias aequat
pers
facto ex summa mobilium in viam centri cois An vero id solum velum de
descensu vel si alius directio eadem manet
responventra
aias brevissimas