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# Title: Leibniz-Handschriften zur Mathematik LH 35, 14, 1
# Folio 144v, page id 00068201:0288
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judico, naturae rerum sclicet exitum ostendentis, nam et
aequationes allae sunt sic sutis simplice, scilcer,
aequationes sunt: b + c + bc F, q8. et bc + bc H rs
sit br f (3)  d’e + Q 13 de + l
et c⊓ = 1B d’e + = 1B) de + e
b p) A3 (de + 259de + 2ft (0 de +5 (0 de +2Gl1 de +
CN 1d...
+2h + de + 2h . . . . + re . . . + utu . . . +
2
a
bc e fhd s0 de + Ne+ F s0 d’e, + onde + Hte sede + A de
l
eer compendum
ar
+ Ih 15dC + lt 1 de + ln
T.m
N
Jam ut bcb, et bcc. commodius calculemus, ordinem,s bc. quae
salicet ordinata dabit.
A 18 d’e + fhd 1e de
ote..
a
Lh
a
-.
β r0 de
+ 9M...
+
a
+
-
+ side
bcb fed (de (+ B code (+V 13 d’e
9... + gB de +9ul +..
+ la...
+ lipa + 1B..
+ bec ped se de  huode
+Y. + +βde
nco ...p va
item.
N Y S3
+ hY 13 d’e
++we...
+  B...
+
At de
dh de
10 Icce hes aquationes particulars,
Et ex  aequationem b + c + bc p gs, similiter ordinando, fiet:
25la fut g ge + P a
2b pa eta
29la
2t pa
2fgde
ih+de
tre
l’a
’ a
+ Cd a 1I
Va ( q a
Habemus ergo sex aequationes, et explicando _ B. vo. 2. habebimus literas
m determinatis,, d. C. f. g. l. h. F e numero octo, adeoque super
numerarias duas, ita ut ex lius sex, f. g. l. h. +.  duas quastibet pro arbitrio
sumere liceat
ia ue quat opquae estorunt
obtinere arbitrarias sit possibile, nisi quae es postumt
in
ipsa aequatione duta
l
Wa