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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2b
# Folio 66v, page id 00068198:0132
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emper quidem estic
(n aequ. ag. seu ut duae langenses
parallelae, et habetur ratio areus
ad tangentem, seu longitudo arcus
ubi hoc continuit. Sed Et eo casu habitur
etiam Y et Z. Sed non habebitur F.
inter a et + duples
una vetus CF aequ. 3. actera nota ex
aequ. 10. sed puiet quae inter se aequam
possent, sed prior est intractabilis
si quae curvae assumi possentuae eandum
haberent minimam vel maximam si non
handem sallem qua producta eadem esset
2s
ea in drrectum sacentes
hhaberemus quaesitam.
fieret enim at coqu. 0.
et  dy aequ. 0.
unde duae aequatiines
pro a et +.
difficile est tales curvas praevidere,
isi adhib
catur calculus infinitorum