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# Title: Leibniz-Handschriften zur Mathematik LH 35, 4, 16
# Folio 6r, page id 00068013:0011
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 7v); this page is its right half.
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 73, 2026-08-27T15:28:38Z — 57 lines, status machine
# Lines: 57 recognised, mean confidence 0.70
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# After the first blank line: the recognised lines in reading order, one per line.

tsi des
 per _10X3+ nX +1IX + 13 dividi debet AX + BP
p-2
post primam divisionem feri debet A X  = 1B XD. 2 C  3 +I DX A et post secundam divi-
n-2
sionem 2A.
+3C x , poste tertiam 3A 3
B. - 4
fit . H:_ 1A -  B- AV: 1 = 1DB AN,: 10 operatio stahit: (4) X +(G X + (C) X
+(6)n 3 ete
sit 1A- B. A. 10  B1O - AII, . 1  CB - C Rie-(AA131D - C- A1. 10-BM. 1O +A11. 10 seu Ar. 1OA - 12. 10B
.IL. 105
(D RSLIAO- (ALA (B) = AB = A11. 10+ B (9 = LB) 11.10 - A12. 10 + C = A11. 10 - A12.10- 811. 10 +C
)= D_ -(O)11. 10 -(B)12: 10 - (A) 13:10. Et ita regula gereralis ( (A) = A 1(B) +() n  B10 Nempe
Et ita porro
t
10 (A) = Let 10(B) + nA) = 10B 10(C) + 1(B) + 12(2) = 10C 10(D) + 1(C) + 12 (B) + 13(A) = 10 D. Hoc est principium egalaritatis
10A
et hinc jam uniuscujusque literae valor est investigandus
OPENRHOCONTRACA, 30 + 3
et
devlockdi
+I1X
122 1
X
X
32
X
20+ 210 +27
+33... 43400
a
X B
e
424.0240 0 10 +20. X
aesse
= 10. 12,710 13+ 10. 21 1X
mume
e
 10. 10. 11.22 = 10, 10. 12. 220)t 10. 10. 22)0
4 10. 11. 12. 20 + 10. 12. 12.20 0 - 10. 12. 201
+ 10. HI. 11. 21 + 10. 11. 12.21  = 10. 11. 21 (10
=Il. 11. I. 20) = 11. 11. 12. 201 0+ 11. 11. 20
10
D
Sit Divisor rtI IOX FUX + M2. Dividendus 20X + 21X + 22X + 23X + 24. Operatio con-
tracta 30X +31X + 32 X + 33 X + 34.
(4 11. 11. 29 + 11. 12. 20, _.- 11. 205107
I0 ( 10. 11. 21
a
E
acmerius
c
C C
eda
a
= +1OX _ (- 11. 29 -12. 20
es