# Leibniz Legible — https://leibnizlegible.com
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# Title: [Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica (shelfmark Leibn. Marg. 101)
# Folio 184, page id 845634801:0190
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=845634801&page=190
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 69 lines, status machine
# Lines: 69 recognised, mean confidence 0.86
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184
DE NVV
que morebuncur reliqui, uei palddstale.
I. Lductio latecto ato PlII.
Coefficiens solidum
Ouadrato quadrarum adfectum re
solvendum
Plano. plana ablaricia
Summa planoplanorum ablatitiorum.
Reliquum resolvendi quadraro qua 
drair adfecti
TF Eductio lateris ingularis secundi
Divisorum scoefficiens soli-
parssuperior dum.
Ouadrato-quadrati adfecti resole
di reliquum.
COuadruplus cubus
lateris primi.
Viriorum) Sexcupium quadratum
pars inferior) ejusdem.
uadruplum latus pri
mum.
Summadivisorum
Coefficiens denique in succedencta loca ordine subjicirur, cum subrus divisores quo
Paradioma analy seos quadrato- quadrari adfecti sub latere.
000 sublaterale C00 Tot nuert.
Toc puncta simpli.  2 4 les cirent
cium laterum, q
sedes puctave q
quadratorum.
q
26
16256 quadratica
ncta quadrato. quadrarica.
0. 0
Ouadrato quadrarum lareris primi.
Alatere primo in coëfficiens solidum.
00
O
lateris primi
A quadrato lateris secundi in sex cuplum
quadrarum primi
A cubo laceris secundi in quadrup luI
latus primum
Ouadrato-quadrarum lateris secunat
A lacere secundo in coefficiens soli
un
Plano P
A latere secutuo it Guadruplum Ct
drato-quaatati.
rum loca, punctare, a quibus alioqui ducendum fuerac operisinicium. Sed et l vlita
adtc-
Summa plano pluitota stiu
equalis reliquo resolvendi adfecti qua
Eraque sF QQ F F, BOON, aguetur 355, 776. fit LN 24. Ex retrograda, quae omnino ob serva
ta cernicus, composicionis via.
Incerdum accidir coetsicientem subgradualem magnitudinem in anreriora produci:
ulera ipsum adfectum quadraro quactaluur, aut Co octhattet, iit aB c0 dC . 1O1
Poltir. Ouod argumentum es quadraro- quadrarum non tam adtici, quam adEcere, quo
niam minus Ht adticienre plano. plano. Coethciens Hlaesue dettucccentes leces ordi
rerocanda el donec siclocus divitioni, a quarunc opus inchoare magis contenae
CA. Er quor puncus Leltocedet coctHctens, tor delebuntur lubrus quadraro-quadracc
decto
e
iad
equa
ua
e
cerre