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# Title: [Vera Circuli Et Hyperbolae Quadratura] Vera Circvli Et Hyperbolæ Quadratura (shelfmark Leibn. Marg. 98)
# Folio 35, page id 834940469:0119
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=834940469&page=119
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 37 lines, status machine
# Lines: 37 recognised, mean confidence 0.85
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etiam sune quam axis Hgurae LKB euolueae, quo d Ec probo,
exiscocius tigurae L. BK cuolucE est aequalis axibus figurarum
BL. C, CL. C, GI. K, cuolucarum. Sc d ex ancecedente axis A-
cura L. BC euolutxe minor es arcu AC, de axis AGUTX CLC
cuolurae minor arcu F C, item axis Agurxe CiL K cuolure mi-
nOr aECU FIR, _ isicur azes omnium figurarum parcialium 
mul Feuaxis Asura L. BK cuoluea minor eric omnibus arcu-
bus AC, F:C, HK, limul. Deinde ex descripeione AguEx OP
78, ue OR adOP seuvEO Y adOT ita L M ad L. B vel MN adt
BD, codemque modo demonstratur, veSL ad 53 itaNEI ad
CF, e 47 ad 46 ita HIK ad CI, cumque prime inter lc de
cercixe incer se semper line ae quales, crit re omnes primae ne-
ped7 ad omnes secundas nempe rectilincum OPTV3268
IEd Omnes certix nem peM ad omnes quartas nempe arcus
BD, CF, GIs cumque siICrE O7 ad AGUTAm OP78 ICa MK ad ad
de rectilincum ODTV3266 sc minus quam tigura OP78, Crue
omnes arcus BD, CF, CsI, simul minores quam a, lc d arcus
BD, CF, Cl. minores etiam sunc quam azis tigura LBK cuo.
lucaes quod lic probo, axis corius Agurae L BK euolura cs
aequalis axibus fgurarum BLC, CLG, GL.R, cuolutarum,
Icd ex ancecedences axis tigurxe L. BC euoluex maior cHarcu
BD, _ axis AgurA CLC cuolucae maior arcu CF de axis A-
ourae C L.K maior arcu CI, _ igitur axis omnium Aigurarum
parcialiu limul seu aris Agurxe L. BK cuoluex maior est omni-
buSorcubus BD, C. F, Col, sirrul; euidensisieur est quacuOF
esle magnicudines, nempe prima omnes arcus BI, C F, 61,
limul, secunda axis Agure L. BR cuoluFE, cerria a, Quarca
Omnes arcus AC, FC. HLK, Cimul, quarum maxima ee mini-
ma UInE, OmneSaECUS AC, FO, HIK, SimuI, e omnes arcus
BD, CF, CP, Smul, harum erso difterencia maior erie quam
differentia duarum reliquarum nempe axis Agure L. Bk cuo
luce _ quancicaris a quoi est absurdum, ponitur enim mi-
nor, nulla erso en difterentia inrer a et axem fgure L BH
cuolure, et ideo equales sune, quod demonstrare oporcuit
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