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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 4
# Folio 36r, page id 00068022:0071
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 34v); this page is its right half.
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# Lines: 75 recognised, mean confidence 0.82
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# After the first blank line: the recognised lines in reading order, one per line.

  25
+ 9, 25 439
+18
3
125
52
25
habita d, facile habetur c, fiet enim ex aeq. 22 juncta 28
C ⊓ 11, 225, f a = 11, 81fa = 15, 25 a f 18,9 af
=15, 345 + 15, 8, 3 +9, 225, 6 +g, 81 β
+,9, 25 fa
I F 81..
+3 15 C
+35 15.
25..
fc denique erit
b21
+45 L
+3525 fa +325fa +
43 9 ... +11 5...
= 125 B2 n = 125 B2
27  4 10.
+ 45.
75 1
-4, 125 af - 6, 3, 25 af
.. .. 27 .. 4 . 1 9...
b1 F.. 45...
..
+
75..
125
. 27
+ 45
--
25..
a
=162
+480
2
+642
seu i
12
602
+
(29)
=502
+ 1368 β3
+10801
Inventis ergo tandem valoribus omnium incognitarum que primutio
1080
autem
ex quibus primario quaesitae sunt, b, c, d, e, (s) 9, ex quibus f pro
arbitro sup sumi potest, cum qualiscutus supponatur evanescat; aqua
fractionem quaesitam habebimus determ a +cy +da
habebimus inventam,
B
+642 Aa
602..
=1368 (333
+ 1080..
2
fiet enim:
a γ + fy +ga
31)
2
2
us
+ 120 1.
F 125
Freta
sive C
30)
corror suit in calculo
+225(
811.