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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 85v, page id 00068199:0170
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068199&page=170
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# Lines: 81 recognised, mean confidence 0.61
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A
na amplius considerandu
e
D
t
a
tantur dud au:ax et
an
a
e
Tine
ax
X. a
post differe utrationem accedunt
ax dx) habebinus ddi
et axdu: at ddu
etqeti
cekap. a
dea ootu
da
e
cuu. aax,
a et dex: dx
eaA
si ioltur ai
s
a s
sumi potest et tertia in qua detui X. a. Xa.
ux toni a
supererunt: duus: dd
es vnp
si
d dbesi
ia qua obnda
s
(A dely dx et dyddx.
potiu; r: dax.
ei qa
risenbi
1
ca eges
ddv.  jore
aus: du ddudu, mo dy:a
saa
d
viptuli
1
es
a
l
rationaliter. Obirratur tanea irfolauritas
4
d.lx = ddD dd e, fiet 
an daodaro: a
quaeritur an hinc possit inveniri dx
b
ratione
toxde
1
R
ddx
1X, e
  
de
adque daga. cplis
b
daxa
ta ayluus. dydque seu do.a log.du. Quaeriu
sumendo
a
la laber posset
di
 dixia = diudoue aydu vel logdus= facpda saeas vel et
o
D
Nisei at parsi tauat intored  Hinc si treantum
1
atit edax et duo proportionales u c, facendo
di
aa daaponcudo dde esse conlantem quae haber pac
assumti