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# Title: Leibniz-Handschriften zur Mathematik LH 35, 6, 25
# Folio 3r, page id 00068070:0005
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068070&page=5
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 73, 2026-08-27T15:28:38Z — 64 lines, status machine
# Lines: 64 recognised, mean confidence 0.71
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resolvendum
2Jac-tra
cote L
Pcoceta L2atcoth
Ergo 2a
exG
Co -h (2
1
set 2 (2) coco- Ah
1
l2 coco-hk 12 Lc+  co- t
d+h (5)  contr
seu
(4) r: 2h
L. Ergo ex 5 et 6
Ch. c+h (2(co-h, 12∞h. coth. Coeo-hh
et:
C
h
2)co- h. Coth. 
  seu L
Acg. 4 probemus, fit 8 +2 cort ck  stedoh c+
s st sii
conh
=
8) p: 2h
peh
Dt (2)conh cdc. H
a, +h  cot h = )
3
. Ergo ex g et 10
12 (Cth. Wah (scotn. (sct cont Cocoatit (12) 1. 2h
Wd.
1. 2h
(2(Cothh coco hh, (2 Coth 3cothconh coconth (coth
fiet 
Ergo ex ag. 4. 8. 12 1
n
1
L teu
1: 4th
13) 12atia 2: 4tih +-
P2seoto-Bn
Ico-h. Cociahh 12)coth
(14) 1.
seu = +hh
= = 4
(2)h cocohh (2 coth
coco + rcoh  hh (2 coco) + 2hh (F coco C 2Cdh) + hh = 4hhr
2Fcoco-hh
se
1
probeuu Nam
15
coco-hh 2h) conh coth
1:4hh + 1: Bh = I E
t
:4lih
tandemsit (2) coco. tib PJu+h ()coh coth co- h
lequ
1. 2h
120s corh Psco cont P2)cocoatit L contcoti Po +h, co h
=
fiet: