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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2b
# Folio 65r, page id 00068198:0129
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loc erq
n
1
V
ad + V. M
dlm. seu d(V. m)
1
summari potest, et quod huic potest comparari
a
d
at
Gentraliter rgo
fiet d, VCd = Cd, de + valco. et summari hoc potest
Si reamis
an possit comparari dato. saltem intervenientibus quadraturis ractabilibas
ationalibus
l
s
aa
ex 
 alco est
W0, d0+
aed. l
Codo +Vde
iu
s
C
es
1
a
faumari deberet Cd sit YX la est  LCX
dx: 2X, et
s
+ L
2
s
et ea a
dvco = d(∞ S∞) = dv + vdX. 2X. VX
ces est
e
t
a 
sit
et
a
Y
+
quod mirum forec
e l
+ Pap
eu
tq Ecodi
s
Z.
dco ve
quo
1 C.
sit
si
proX
et vdx: 2VZ poncuo
d V fet dx = todrp: 25dco rP, et
Ke
tine ex cinvicem plurent ao
summatio irationatis mataletur in lationaten
it v
du
YL it co-
C
i
su
l
bit ei
o
i