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# Title: Leibniz-Handschriften zur Mathematik LH 35, 8, 30
# Folio 121v, page id 00068124:0244
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Quando initio filum EF s o ut alligatum ad rediuvr dE, E, sic collocatur
rectus intergystrndum manebit rectus, et
EF, motu suourcum aegere veutem curvam quia pellit ipsim versus centrum
u
curvae
finiqs amus punctu
ifferre inveniendae hui
linea quaesita erit circul
urviidum gytatur cd cira E.
itan
2
dupliciter
ut alibi astendi et transcendente
 nelatione inter AP et
ulus
mgdolum
ex c
arlacum alia alto poterit dens
invenire possum algebraice per intersectiones circurorum positivne datorum
data ryvenre curvam problema est qud
inveniendo, caavae CC ut trochoidis generatricem
convergentem ex P puncto generatricis ad C punctum fixum ductarum relatione cum n
o recta
set
et pB in tu
turus hanc etiam s
ex data genertri
merabri
parcubus curvat
lva CI, coincorunt, et ex his dalit
 lideamus
vel ipsis i Est eorum elementis qua data rlatione in
viceversa qurquadia
turas. us A seu
trochoides generkti
d
y
atur perquadraturas 1p2F
osolvendus cule
(40
1de +d
et
osila Cki = et PR-
vel Bq
per quadro
vel
linvirem
ad quadritutas in genetentrice salteracandume delatio inter etementum lurrae h CB vel Bp. aut revocibitis
+ Yat
ydytp.