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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 11
# Folio 23v, page id 00068261:0046
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 131 lines, status machine
# Lines: 131 recognised, mean confidence 0.69
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in dyadia Calculo hanc inveni regulam subtractionis.
ta
v
tab) ta
= b + b
2ab
ubi notandum tab- b semper posse haberi
pro not quantitate, et significare - 0 vel - 1
b(alis qu (a- b nunquam vero + I. Caeterum -0 et +0 sunt idem
vit
Debecnt jam a ex e
detrahi
d
P
C
n
b
M
sibm (al eta
l-M +. l 3+l
trablm
+
vem
(+ b 2a
+m
l- 2bm.
-al
+ l
+b
+M
-2bm
+ 2abl
L2alM
Agablm
sit b
_lm
+2bIm
a
Asto) quse) u (queb. i
qu 2 - 1(b a)
I(a
Aqusb. n) qu a - 1)
5
st a)
C
4a
la
92
qu (9. 2) qu sp. d) ( (a. y)e qu n. B)
ps
qu sin B qu ( + 1B 
Casedi pta st
 quee 
p
17
M3
subtractionis lex Generalis
N est A) nomotum
B
tc
ab
n
secta) m(abtn) J-((+
=qu (= c HM) 
qu s a
Il
qu A. _
qu(bm
l(
l
e
qu sa.l)
pro a, b, c, etc il, m, n, et
B  ita ut ) ponatur l C, e etc) m n, p, et
-alm
loco qu l. d
loco qu a- l, scribi potest,
differentia inter a, et
In
+
suter
lpha
c. qui
N intantina
quis qus uhit
Uphre
bahi
-mel
anque a) it qutq qu
qutit
Ansuc EtMhia
Um Tems. b
le
qu
juliem
T+IE
WDZAC_
qus- q ( qu q. 9
lo te ab ququlian + (sea - qui um
In
Vmtrms
im
cutu
67
icilcee
Eahi
se Unsqugat lmE
A
1
qu+n +quq
pe -nhia -msum
Up
VbL+ LZ 
C = qus = (B)
q- q (H A)
cced
t
f.) que p
SP
l
i
blie
I5-(3)
ia
a
( (A)
(C)
(-(B) a
Et ita iate terprocessius
Gabe alintat sel halit
in seu continuatio