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# Title: Leibniz-Handschriften zur Mathematik LH 35, 6, 19
# Folio 9v, page id 00068064:0018
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068064&page=18
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 73, 2026-08-27T15:28:38Z — 155 lines, status machine
# Lines: 155 recognised, mean confidence 0.77
# 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.

V2=
054
+83224
150000
600
+p
60sD
30100
a vel o veloz et in 0t
601, d99 =
002, 097
∞3 094
004 040
00c sl
006 e
00d99 5 0.0097
001945 0.0293
002
003600
i0 4307
vorgtu
0057
6.0935
01363
0. 18
uia brron cegis ardod
AR
 12 4
Po 215
HA. Z = p.  No2 3
K8 = Z = AN. N- 2 :HA
AS K _ K 8. l = K A. W
A ex NS = AK.3
K AK 
AN
E
Na
8b Keb indist rentr. gr. = Kt. W 3 + h
KA dist
K8 W
B, +
93s 108474
4q
376
1698 et  1225 
01, 0) =009d0 8835 0665
-o2
02, 19 = 01432 169 017672
0b491, 181 03, 094 = 017672
5
cioo) i
 liuq  lipis ulto in
01099= 009806 00980
02, 097 = 018815V 028610
o3, cet = 013 05C027
04, 89 = 6,400 087527
05, 046
81 209
d9g 1.2450
∞, e8t o 9+ 162452
o7q.74 04o52 203977
Hatsi nicam ha ducu summe
F momta ducensa sunt in cubum radi qui est
t
2a hoc lao 2Y2. et diudend
(09004
609604
39b
∞gC
6874
09216
o18 +32
exqrudi. ipsius a. Ergo ducendi 3G2
sunt in 212) ser in 2. 82
2822009801 =02F hois quattas 082 B
2 028
24
055
087
124
48aa 163
203
07e fecium
155 applicalis
08464
245 lincae 025392
39 Nempe aa = bb: 2
459 50z est 0098
22 quarta pars 28
quatipars momenti Zonaecrcutans 4
ipsius c72 est
psa s2
nn fallor 14.
100o 100
074
Bb
2
AB AFAZIF ex 00g
axe si AF v. 8
1- _ 172 (86
863 032
1. 2:: 1. AB. Ergo
esa
AK. KIdiL AK. A AL, E, fiet b AN = 074
KI= e E
1 ad S, ut c37 ad Aβ.
00q
2.8
0. 18
2
D. 252
282
2256 18
0564 024
Ergo A3 = 185f031 07896 287
282
AL, 1. AI = 2 Xi = 2 AV. 187 055
Ahr XIZ: AB- = 1974 1410
AL Z. AI. L. XI Z A. eb 2256,
1: 3 :: 043: A-92 2924534
410
155 10
12
392Cd 124
AL L. A1 5 XI S 203 163 1128
AN, 074. fit
4b
5640) 84b 564
1: 2:: 037: AB 57240
A(3 = 031
692 282
AL L. AI - 2. X1 - + 25912 9f03C
AX = fiet
12
1: H :: A B 48
P
AL, 0 A1, 0 AKI = 1 aV=0
185
 NL AX1: kI, P:: Z ANo: Aβ. 06 13)
prax
litire
trax
2aX = XY +XK
148
054
940
(d81 0 034
02 396
036980
46+1
6EE
39
v0ra
950
005376 20043