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# Title: [De la Methode de l'Universalite] De la Méthode de l'Universalité (shelfmark LH IV, V, 10)
# Folio [69]r, page id 00066634:0137
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00066634&page=137
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 39, 2026-08-27T09:55:26Z — 130 lines, status machine
# Lines: 130 recognised, mean confidence 0.68
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
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# After the first blank line: the recognised lines in reading order, one per line.

an
rva
on
es
minos.
x
Vy
X
.
X +ex Yy + ey + rc
vaeritur, ejus locus ad quam sit conicam sectionem, etquomodo illa describi queat
Ponatur
X B v - d, fietque aequatio:
r do + d dv. 
Esto Aequatio:
Conaturtnum
Eatebiturqe aequatu
20.
2) + d (+ du)-
a I
=rCFI
e
2
V
+
t
et H
entL
to
Lr ito 
quoniam si non alia quam ista
methodo in reducendo utamur
necisse est non esse inatam
a sectione contu datain
parabolat determinari
+ cy possit 
vel v + ry + eg. +
lo
3
it +re
v
Ft
ut vero jam et terminus pure cognitus evanescat, ponanus, y e W +n. habebimusqu
Ff W =
n. D
C
a
+eW + C, eritque =Y n + e (] d rc.
ac pnde proinde n +Le C + t
denique + X(n A
v
A
2
A
 tc + +
+
4
p
ar
e
+ 
++ te, sive nit
 4
et aequatio inversa derit:
5+
27
T FF  +t
ta
a
C
Aed
r
u 
d- +c + t
E
t e GrL. ar
2.7
 ac
ptc +tin
t
rectis, et ut pamlolae quoque aerormodare jatilus possinus ex equatione
en
in
is
te-
a re +
let
C d es emorabilis hic evend
observanda in hoc calculo infinitorum, primun Tin isto valore (n F.) + + Sadt: Hc
.
F
mica.d- te quae comparatione ipsus +F
4Y
Y
er
quia irpsis rejectis, posset restaret 1+ s + te seu trte + te quae
u
2Y
EY L 2)
qua
Nom ergo parva illa rejicienda sunt
si illis rejectis majora se destinerent, Aliqs hc observatio surgit.
l
In
4  2Y
encen
+   H ex pe. julogus samabila itq effi
valorem ipsius  ita inveniemus. 4 a e 
Ude s  s+
e
in parabola explicando  per + se destinerent.
t
et destrni contra aliud + eW quod jam in calculo aliunde extat. Sed ita ingens
oritur incommoditas,
8F t et fil aequatio ttC.
C, rejici possunt, ut et
Is
quod est absurdum d sa infinite parva
maguaque sese cuntuo integrantia divelli tuto non posse iideoque ad ea connectenda
si
pnculo esse opus p si
+te
 47 L 21
procedente operatione apparurtte, eductum in F2rBevenore el,
21
sfinmenim ita enim - fg
er
t
tem punntur
tunc alterutram d. aut e