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# Title: Pascaliana (shelfmark LH XXXV, XV, I)
# Folio [25]r, page id 00066632:0049
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00066632&page=49
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 39, 2026-08-27T09:55:26Z — 168 lines, status machine
# Lines: 168 recognised, mean confidence 0.86
# 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.

s
t
a
lavis constructionum
deseri
onum nunc tand
reperta. Vidensum, aq rin
derivari possit Ellipseos descriptro
per paral
a
rammna rigua
naturam curvae
DA
explicans
patet, punctum F A1 seupe
si ponn,
tantam
enbet rectun
quidem possis
jam
pdduei ad immobile manens t
describere ex centro A. ex
ipsi oecurrens in g.
6ot + ut
C2.
sit G p Y.
b + y.
62
equi distare B, adeoque
ren
veritate
e
sI
curvam
ad AB
. Parcrpanilum
F7C.
circutuum arcum circulis
AB 7 b.
in A
β.
GEp e.
D venit in
E, et HF paralleta
A
FB C.
V v- b. fietus aequatio
sed non opus est has
suubzecta descrrbet
pursus sit nllerius paralle logrammm latus LM Np.
immobile L. adeoque ob duo puncta immobilia
i quan cur ant describut punctas
perpendicularu
-
molimine
earcum circuli
seu motum est
moto aequalister
reritens.
A
est nulla perfectione ratione curvas
quaerenda tamen ratio et illas
credibile
caqualiter
statim enum
celeremus
meveatur
uunuue am
ratione t eiqusqui sit in loco
et C.
sint inaequales alia
ut ponamus ipsum 4B cedere.
ixa
ipsi
non sint
AB.
satis curva describetur
Concas et alias
itqe punctum
Hinc curgas
tu
vero
pluriam
tentrum maginagrum
Geom etrim constructionum utilius affenipori
ut moous ejgsmodi applicetur et ad lineas
puuncte D
curvas ose
omnium pe pulcherrium
pos
quarmi. Ultum
C
A Cz B.
ca
quam motus inca quodam centia, milli–
describi
describendi
His absolutis nihil li arbitror ad
em si duo puncta
ingularis
Hi autem circini
contiagant
posito NM esse portionem
et L.
infinitas comminisi combinationes, adeoque
talium circinstum describi poss
ad praxia ciptissum, cum nihil aliud n iip
At V. erit
DF ess
sit in B. curvam circularem, quiais pro immoto erit
tabule
et
2
quare et BH  AGF y. et
c2.
L
us abixsae. Nota si motus
ob laterium
ad descriptionum curvarum. superest
jam dum AC venit in AE.
sit
distingui neue potest, utrim
utrou
rectam ratione ejus qui
aequidis
A facientia
vaeritur ut uppre hendi possit uanus
s
E demittatur
AE
ED in BF est autem BF parallela eet aequalis
EG ergo et aequalis
AH
en
r
linea, quam stutus ipsusue D in
entiorum describemus
ut parabolas
ABCD. luiius duo latem angulum
productanitelligantur, et latus quidem AC
A
eit
et
si C quantium s
ratione eiu
sed non ommino
video posse ind
ruus circim duscinsci
incessus. Certumque
st
rigidum
sit paralle logramm um
et
C
t 4 v2 = 2Y b+
id.
unc quonia n
alterum, mune ita ajo
itus alia en
ed Asus
AB accedere
imnuoto. D describer
adeos
b
nansceri.
ne
deritatuss.
vetes