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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 110r, page id 00068193:0221
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# Lines: 82 recognised, mean confidence 0.79
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# After the first blank line: the recognised lines in reading order, one per line.

a
a disorni seu accet vel retard.
longitudinum. d cirsa
quisitarum, eiam te
velocitarum
ut l
tano
M
tat
MqV
sita
rata
n al
1b1
po
um cratione data velo
om mastensorum ratio ea ain ratione
detur
5AB. V1.
5 Longitudines.
X
Tempora im-
penta in mut
tiplicati ra
tione veloci
tatum.
l. ete
Semptora impensa in
 X multiplicata ratione velocitatum.
Exempli caura, si longitudinum quadrata (12) sint ut velocita-
 seu si longitudines sint in velocitatum ra
um surdetolida (259
tione quintuplicata subduplicata vel in velocitatum ratione mut
p-C
tipticata secundum numerum
2, tunc ad invenienda tempora
ea velocitatitas quaeratur in linea suprema (qua est longitudiuum)
a
a 
humerus 2 notatus signo (L), et in columna sinsterrima (quae
est velocitatum) quaeratur numerus 5 notatus signo (V), et tunc
in cella notata signo (5) utrique (() et (V) repondente occur
ret numerus
- C
2, qui significat tempora impenta etse m veloci
.
3 l
tatum acquisitaram ratione triplicata sub duplicata, seu mrati
se
onc velocitatum multiplicata secundum numerum Z, hoc est
aL
temporum quadrata fore ut longitudinum cubos: Et generali theo-
remate, si sit l. ut v. seu l ut vC: b, fore t ut v c-b: b teu
1b
F. ut vC.b. Et eatus qui m Tabula proaime praecedente nempe
c
a+5.
quinta erant impossibiles, etiam hu vacant.
In omnibus autem Fabulis uno eodemque eacemplo uni sumus,
Ut
rus
tatk
cons
mpo
clata
hoc
gene
tEu
pa
er
ngo
es
1
M
res
9. 
1A A
FUt
acquisitar
tatum ac
none
lon