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# Title: Leibniz-Handschriften zur Mathematik LH 35, 7, 1
# Folio 64v, page id 00068073:0128
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# Lines: 40 recognised, mean confidence 0.89
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sic ergo rem lentabimus
circu curvas. A2A evoluta det
curvom 1B2B.
circulus 1C2C evolutus
del
curvam , d2d. Ponatur coincidere
2β20.
patet primum eandem
esse perpendicularem ueriusque
ed ita nnsallor
re melius
Dabimus
sit curva alia e
analytica
1B2B talis
circuli dati venttersa punctum
E ducantur EFpa (basi
eH curvae insistentis) verticis
G e 
ecta
et
ducatur recta EF circulo
linc.
occurcens in F, et be per punctum datum B ducatur
basi EH parallela BL occurtens eidem circulo in L.
foc utique in curva analytica uhaquaque fieri potest. Jam
dles
ejus 2B Ep axi occunrant
in 2). et per
speciales natura curvae analyticae sit talis ut C
32
ductur aia data alia curva analytica M N
ordinatiae MP.  N. RG sint aequales ipsis FF
respondentibus adeoque in N evanescant seu ordinata fiat
iliginise parva. Inventa tali curva 1B2 B
punctum N ergo et 2B punctum
a
utiq dabitur
datae cycloidi comuna circulo scilicet duto) commune
l