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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 18
# Folio 11v, page id 00068267:0022
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9
Hinc ad omnes numeros hoc modo
exprimendos, quia fractio dero, seu
s
dimidium Jero, vel tertia ejus pars
poni non potest. assumenda esset
radix in qua parum faceret unum 100
vero additum vel substractum, v.9.
du sumatur loco denarii decima 10
aliquob
potento prima deceni mediarum pro-
pcortionalium inter 1. et 10. ita
it unum eius vero plus vel minus adjicere
i
endo
mulla
non augeal unitate. Et ita potendo
1et
odo secundum tatem
3 esse aequ
latem progressionem, ac
qaerendo fractionem
lo
integram simitem prokimam
ut in valores ipsius 13 qui proveniat
exponente omitti possit fractio.
Ita omnem numerum possemus
exprimere per
1. adjecto cert
numero esphrarum seu nullarum
seu tero: