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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 46v, page id 00067993:0092
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Circuli inquisitum est, ita comparatae sunt, ut si vel unius sectorisant
segmenti dare possent qvadraturam, omnium darent, una quadam aequatione
sive relatione generali. Quas Methodos ad unum omnes inutiles
esse jam nunc praedicere possumus. Cet enim qui nimium probat, nihil
probat, ita q plus facturus est, quam fieri possit, nihil agit.
Quare quicunque imposterum in quadraturam Circuli inquirere volet,
 eas tantum methodos quaerere debet quae ad certas circuli portiones, vel
etiam totum, diriguntur, nam si deprehenderit aeque ad caeteras
pertinere frustra progredietur
Certas autem partes, vel etiam totum Circulum (. sed non quamtibet
in ejus portionem) analytice inveniri posse, nondum despero. Quemadm
etsi Cycloeidis quamlibet portionem unalysi ordinaria generali metiri impossibile
esse eodem plane modo ostendi possit, ex generali circuli quadratura
Supposita impossibili; nihilominus tamen duo segmenta cycloeidalia
absolute quadravimus, quorum unum a celeberrimo gfugenio
inventum est, alterum  fortuna obtulit. Artem autem excogitandi
methodos purei spar siculares, et discermondi a genemibus atterius loni est
explicare.