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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 15
# Folio 17v, page id 00068033:0034
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feli sint invicem tres sthoniei
d consrentivi. Sequentis enim prsumimis
n cot1
 CF erminus erit X4Cd XE
 co+2.
Ls
atque ita porro.
exempili gratia. primus:
tertius: 
z
Xx
(3
eB,
2(3
ce
et tertii
1) 
X
1.2 (, X
q
2.
ter bi primi termmus.  comparari debet
cum Xa cergo erit Z aequ. L. sed
Cd
c diaseitur, terminus comparori debet cum X + bX quod
difficile videtur cujus illic sint termini tres hic
2
Hunc rei remedium forte haberi
si prociudentes ponantur esse
X + β
egin
X + β.
conferanda
tera
YX +2C.
t
VX +3BX
cum
fient
p rotucho
+25X
X + bX
es
VX + 26X + X
sed comparatio non procedit; estque res in numeris
nisi forte pe
e
finitis imposibilis interpdolatio
transiendentes. Niimorum ita lex
XD +35 BX
extracta quaedam radix dare debet X +bX quod nonnisi
ranscendenter feli potest. Ut ores generalius praestetu
debet ponn X aegants et X=bX aequales dnibus tetm
pronicis uno intervallo remitis in sene pronica Generali
A
12
C+
c6 +
e
e
t
erit
 ecundus:
s
e
1
da duo.
egrolent tate