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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2a
# Folio 51v, page id 00068197:0102
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E= 9F + G, A = qF - 2G, B. n
H= PF +  G, A = pF - fG9 +, n
Ag. 10y + G. 11a)
120y+4 21a
sid ila fieret 10 - L
c
F = 10G + 1a G= 20y +21 a
+nqV B10y + Mqu B1 14
= 1β 209 - 1β. 21a
quid ergo si faciamas F = 109y+ Hay + 12 aa
AZM + B3. : q
MY B = sl, 9
A+ B,:q
MYB- A,
et G= 20y + 2 ay + 22 ca
et da facenemus qFFt G, et PF+ G habere dvisorem communem L
et qF- G et pF- G, etiam habere communem  et hoc sublato
esse
1F + 
4
G
 M
it PF+
5
eo
eF. G
N