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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 155v, page id 00068199:0310
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finc sequitur et praxis generatis mirabilis
data linea centioium gnitalis, figuruum
invenire cujus ea confineat centra gravitalis
exempli causa sectorum sit linea proposita
bm
EQ santo in ea puncto E et
ducta laagente EA, sam aequali
ipsi  arcui NE primum
manifestum est linea NEZ
esse lineam centro rum quivitu
curvoi
AV. sed
velimus esse liveam centrorum
gravitatis sectorum seu frgurae
tuncs
p sumto quocunue puncto 
et junctis CA, ac productis in R sic ut fiat AB
dimidia psius  CA, et descripta linem
LBB fore  erit
liven NEE ipsa
gunitalis
nep centrorum sigurae sectorum LC
eG
Hinc muu habetur mirabile. data
sectorm
quacunque fiquia CLB si cujusque radii
ex centro educti cB, sumatur tertia pars B
habebitur nona linea B
quohaca
quae eandem cum proposite figura sectorum habet
lineam centrocum gravitatis NEE
patat et
rins bam qus
gingamnemfigorum cbb
sic dioue in lgnuata ut si
ipsae AA ipsis nitingali
si a Qe detrhatur: AE seu  arcus E 2e sidum fore aum ZE
AaEF aequalis
itaque si ad 2A tnasferalu
F
in producta DE sumatur F aequalis AZ Cut
N
ea AcC ea linea ipsius NEE evolutiare descripen
qaga