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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 17
# Folio 3r, page id 00068266:0005
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B
P
N
Mar1 Inn. 16c03
quatio primitivi. Hic tundem
arcanus
illud delectu viviur.
Le
L aequ by. seu si b integer erify
primitivus
Ergo b aequ
et
iu minus non erit
.y est intege
per
C et sit
1 - 1
et  fiat 2
l
 s
Cu
lb aequ G l y- (2 = 1
dividatur 
e
1.
C aeqo
y-2
2
ya 20
V a 1
lug ergoC
12
a
Lelbe e diridatur per
2
e
e
ed
yale
a
est
C etiam integer, et contra si hic non est nec ille
erit.
Ergo ereect a
y-1
e
2 auferatur
totentia ipsius y (quam constat esse
l
minorem,. s
y ly minor ejus cogar
linus minor quam g-r c.2 adeo
eut assumi possit proxime minor) Residum
poterit dividi per 2. Et quia ex soca
fycennulemoe nis
Gmpesme ek anu ne tmmim. Nen aastem b un e dN