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# Title: Leibniz-Handschriften zur Mathematik LH 35, 7, 1
# Folio 10r, page id 00068073:0019
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1086
Cum serans semper sit major arcu
suo ratio tamen secantium tad arcus
primum decrescat deinde rartus
crespat, hinc datur imaxima ratio
secantis ad arcum.
Loco secantis ipsius arcus sumatur
fecans alterius arcus secundum certam
legem v. y. ireus qui a dato distat
cujus a dato differentia est, data data
secticet cordae 3 vel cum ratio duta
videatur quandm
cet q
hoc ad huc locum habeat, ut secantes.
semplr detre ad Caliorum arcuum
semper datis arcubus sint majores
ratu antem decrescat mox  pursus
crescat. Deniue videatur an inveniri
possit illa tex secantis talis udt
secans fiat aequalis e Augendosem
non
in east
incprat feri aequalis, nunquam tamen
minor, sed semper alias major extra asum
aqualitatis. Ubi duo conjangi
possunt ut sciliceat linea secantium seced
linoeam arcuum occurratrit
ut minima ratu metur secantis ad
rcum. Et midetur Ce ecans
lex secantium ultima capax minime
rationis pidetur esse quaesita nam
infra eam