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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 24
# Folio 6r, page id 00068237:0011
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Febr. 167
ad alias propesiones ut tem novenariam, octonariam, ere
quem alias ex sola decimali indagare difficile erit. Insignia habeo
compendia calculi circa reductiones fractionum ad nummos decimales
quae etiam reductioni ad alterius progressionis numeros applicari
possunt. oceileam cil et  Orrgo eorum est series
es
infinita per divisiones inventa
ut
10+ 3
e aequ.
jam  si sit constet id aequari _  -  + C - c
itaque si addas
subtratas
Restabit
du
Joc
+ 109c
 YC
et erit  A aequ. . 763
10000
ita ut error sit minor
quam c
Reductio  ad decimales
applicas, incipiendo ab infimis binaria ternaria, et ita porro assur-
gendo: nam ita demum
itaque si eddas  64 b +c
subtrata
inde
13
ldbo
quaesi addatur ad
vel
= C 4 c 
L = C + c
t-
+C
1216
bibe
b
B27
4
+ C
+bC
b+c
hrat ergo autem L fere 763, ergo etiam
et
b+c
eut fere
5+bC
19000
763
10000
in
seu 763, 81
763, quod facile est, error non exit
10000 habebitur +- 2tf+C c
A
a
boc
jam residuum, ut  est in 
100000000
c
seu
pr e 6067 b∞
et si pro venienti summae rursque addas ipsammet per multiplicatam
habebis quantitatem in qua error non sit
hoc modo error
10000000
127
unde non erit
Hinc generalis regula huo
ve