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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 133r, page id 00067993:0267
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 134v); this page is its right half.
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00067993&page=267
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 39, 2026-08-27T09:55:26Z — 103 lines, status machine
# Lines: 103 recognised, mean confidence 0.78
# 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.

6r 1OrY 50076  - 1 -  + d 0
sii a ∞ a + a
a
bcapia - lae + ba - ba
2Cr 24Y4 720r6
etc
der da +da +2da + 17dà est
In 15Y4 315r6
Ergo bn  rus 31. 29-2
2 -
bp. d -  1
3, 29 H  291
113
+L + b + 2d (10
10 24 11
seu 1 + l + 2d 1
- 16d. seu 10d - 5,- 3-48 d
seu 58d(5- 3
272 seu 29d +1 seu dp 29
23E 335-291
Ergo 295r _c -o ca + rtp ra-gra + ra B igra Ergo 29
undetrigiatuplu
308
eErgo 29) F a. seu quantitas quae sit ad radium u ingitnmplysinus tangente auctus
 ad  novendecuptum radium noncuplo siuu complementi anctum
30go + 312 + 17, 16  30 5 derit arcus. quae appropinquatio hactenus notis omnibus credo
42
or +9c
1040
ems circiter
OC
5040 5040 94) propiar est.
seu arcus erit ad radiium ut 29BD, + AT ad 19Rad. F 9DG
AFB
Eila
168
quod A aequationem 2, seu chordam AB adhibeauus, etiam adhibnissemus, etiam
terminum a. sustulissemus, adeoque erior constitisset puisset omnibus noctenus sine ulla
potus gonorum inscriptione et circum scriptione cuventis sine comparatione minor. 168
to idrea reapse exequamur: proximis aequatioibus addatur quarta.
Gync 20 en 2e60 p, + ea - a + ea - ea
14r
4, 11273
-1 +d - e 10 (: + b + 2d 4 e
2 3 24
40
i r4
c
1 2 5, bit 
11, 1,23, 4, 5 
16, 40 B0
5040 = b + 17d - e
315
188160
64 50go
Exprimra 4 -nb + 8d - e po. seu eri 4- 12b +8d. Ex secunda etj . 16 5, 16, b  16, 16d
extertia eri 64 . 64, 7. b +64, 16,17 d. duos prionos valores aequando fiet:
+20 + 68b + 264d70 ex secunda et 3tio .. 60+ 436b -64,16, 17 dp0
ex b -66d -5  6p 1f, 164, 4, 17 d + 15
Ergo dp (4, 1, , A - 15, 17, + 5, 109
64, 4, 1717, + 66, 109
09
6144
1029
1638
66, 15,17,, +66,5,109,  5,64, 4, 17, 17, -5, 66, 109 Hinm falie reliqua patent 448
64, 4, 17, 17, + 64, 109, 17
Constractio cnusdam appropiuquationis jucus. praecedentis signi D.
2s 2st a. Ed seu 255 ( AB pa constractioi ponatur AB
2r +c
2Y+C
1024
+2r + CHAH
posito NHHAD
in
120
23607
168
131.
315
5040
1. 10
46 3v fer9
oi6
in ipso quadrante
456
1. 3 t2
210751Y
qut
s
16384 840184
a. posito
a 13
2000
1c0.
s 80
41:
Quantitas
linitu 5
roris muxim.
adhibita regula OC
1024 15
103847