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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2b
# Folio 111r, page id 00068198:0221
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# Lines: 26 recognised, mean confidence 0.90
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lineam, des pibens
quemadmodum si pondus traratur uno filo, Cuculus ad curvam norma
lich espositione satus; ita si hahatur pondus afilos duobus data est
positione Ellipsis citalle nec curva hormalis. Sccuque est in pluribus.
videndum au ut ego ope circulorum curvae nornalium ese construa
vadraturas, ita excogitari
nossat
giuia curvae normalis
apta ad propositam aequationam differentralem constinendam
vaine remper lidia in quau tem
vema meodum
cm per differentiasi samr semper linea posit
ad cpruam
datur, in quam uni occubrit curva ubi inclinationem habet
ex aequatione
datam
inea
ita videndum est, an semper dan possit
quae ad curvam angulum faciat datum
In problemate
Su
aq invara
ferentialio primi
radum, datur proprietas inclinationum curva seu
rectionum. in problemate differentiali s cundi gradus
datur proprietat curvedinu