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# Title: [Vera Circuli Et Hyperbolae Quadratura] Vera Circvli Et Hyperbolæ Quadratura (shelfmark Leibn. Marg. 98)
# Folio 125, page id 834940469:0209
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=834940469&page=209
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 35 lines, status machine
# Lines: 35 recognised, mean confidence 0.91
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quis punaoM erium planorum communi sectione in lacus
coni AFsic perpendicularis recta MF. Dicopyramide (cu.
ius bals est planum aequale superticiei conicae AC FBIL e
alcitudo MF) aequolem esse prramidi coniCA ALMCLBI.
Si dicta prramides non sint aequales, sic earum differentia a
e pyramidiconica in ScribATuF PYraMIS AMCFBIL. conctas
ex prramidibus exian SulaTibUS MOF A, MEBA, MBIA, MI
LA; eidem quoque prramidi conica circum scribatur alio
prramis constans ex pyramidibus crian sularibus MFIDA,
MDCA, MCKA, ica re ditferencia prramidis inscripeae e cir.
cum scripea lic minor quam a. Manitecum est prramidis MFL
DA alcicudinem ese M F, ex suppolicione enim criangulum
TFDA conum eansit, sc ideonormalis ex M ad ED A in recta
contactus seu lacus coni normalirer cadit: eodem modo
Drobatur M F ese alticudinem, ex verrice BI omnium resi.
quorum prramidum erian gulariamse quibus condacur pyra
nis circum scripea, de ideopyramis, cuius bals ae qualiS eAt
omnibus erianguliS AHI, ADC, ACK, _ alcirudo MF;
aequalis est prramidi circum scripeae, de proinde maior pyra-
mide conica, sed maior etiam est prromide cuius balis est
planum aequale superticiei conicae ACFBIL. de alcitudOME,
quoniam eandem cum illa habens alcicudinem, basem habce
maiorem, quippe illi (, dum conuexa existic) circumseripea.
Deinde prramis criangularis MCLA (POlEa verEicCM) mi-
norem habec alcicudinem quam M P, quoniam eius balS Ca
dic intra superticiem coni, eodem modo omnes prramides
Friagulares prramidem in sCripEa COMPONENEES MINOFEM
habene alcitudinem quam ML, e ideo prramis (cuius alci
cucoMF s balis equalis balibus omnium prramidum erian-
ularium prramidem inscriptam componencium) maior est
prramide inlcripeas sedhaec prramis minor est pyramide
balem habence planum aequale superticiei conica ACTEBIL.
ec alcicudinem M F, quoniam eandem habens olcicudinem
basem habet minorem, nempe illi duM COMWEXL existic in
TCFipTAM