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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 5
# Folio 7r, page id 00068255:0013
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ut
si nota nitralium multire
se sedes natigralium multipli
Cetur in sedem, samfestum
posse numerum majorist
sedet onotioris repetionum
si duae notae naturalium
in se invicem ducantur
fasus notae productae pro dimi
Casus dimidii priores uut o
reliqui sunt nota producta
tot habebit casus quot nota
sedis majoris ulterioris; ex
quibus dimidiuem catuum et casus
diundii priores erunt 0, casus
vero dimidi posteriores erant
repetitiones casum sedis prioris
secundum numerum qui prodel
dimidio numero replationim
diviso per numerum seds
epelitionum sedis propioris
nota 2 sedis e ma sit
omae multiplicare debeat
notam sedis e+ fimae,
(9e-1
seu nota O() 1L
O
se+F=L
e
nota producta erit
Detf.2)
1
e
so
per
(3 e+ f-1)
C
O2
f-2
(getf-2) as e-1
C
p-1
02. 12-
(e-1) (e+ f-2- e+
C. OC. L.
seu
maturalum
est expontentem majoris
in sede
sedis ulterioris divdr on
multir
notam
e
L. 
1) (3F.=1
Sit. C+f h. ergo C= h.C ergo si tum
pota sedis emae quae est O(22.1) , seCa1) multiplicete per
notam sedis alterioris h quae est O(=1) (.h-1) nol
nota producta erit 0(g h. 2) ( 2 () hme
natura