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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 11
# Folio 112v, page id 00068164:0224
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068164&page=224
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 116 lines, status machine
# Lines: 116 recognised, mean confidence 0.75
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
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# After the first blank line: the recognised lines in reading order, one per line.

+
2
 +
a
F Z rEI
Ac E
A parallelogrammo AB CM .. J:
per punctum in eo dactum F.
recta duora F FG abscindere
partem (EA G tateam sic
ut qua eit omnim
possibilum ane quo
nL
A
per punctum late abscindi possnnt
lidea dteapars EBLMG mapima
constructia du. Salvetti est talis.
1
suuit dE aequalem Ad, C posito
1
Fd paralletam AM) et EGent
quaesito
par
 + sX - fa + f X Xr-2a+ V
AX = 2aX t aa = fa+ff
datur AC et CF quaeritur AH
quaesit X. datur et ratio AN ad
NG nempe Y, et AC, a etetC
 es
sit AN=ser ut At v ad aeque
 jam AN ad  est eat Y egoti
IHX Agr
AW CAG: AH (CL X
ab FD data F ad
Pn seu X-a
quae mullisliciter: x dat A MC
DXXax. x enfini nossom minimumm
er-a + X seu (x - a
4x - 2a -X =0O BX = 3
+. b C in pitu
in
AnX = a = 7 2. X
59
t hifferen quid si velum diffram partium sectarum e
+Xx quaqa+ xx1
 X+ fx: x -X F- m
X DYsafus
L) XX : x= a = m
X’ax e
L0
XIx + 2a + X. seu X = 2a
unde prodit contindu
XX: Xa
aBin-
=la
Vd non segisse nohi
dit. i non nat eot sur h uc. 1 =xus nos
gisar
se
S)
qutabile quod F 2XdX X a + xa =C
omtum possitilii meximam, vel minimam
+ xx (Xa  xat XX = meX
ex2fan
=2fX a fF
Lf + a
vo te.  + x: N
AX- a7
institum sumendo
8tx
1
16
ut differentu partum sectaru habent
maxum rationem ped olui
x
peseu X- a
seu FXK: 2 +-a m
tc calcubu
nom
ad inctar rectag
+S Xx. Eua = in
2
etd
Ergo AG=5 X: + 
ductu lateri
(F7)
at
e
avex aat ixxam seu sil
X
e) invicem
+ Ex AX qua  fx n  qV + 2X =0
2X  1ga ( 2XX) 
X = 2a ut supraL
FXX: x a
dax
1 q = xplih gurit den ab s a
d
IY = XY hh
henmturs)
gurt8ynot ooctem oo vmo) in oectios hampea 1,
V
is
est ant 
ADa,
s
rato parturo
maxima
8. 5
Ex parveleli grammo
ABLM ope areque
circuli per punctim
tatum F trausemnlis
paptem abscindere
latem quae sit omnium
possibrlio minima