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# Title: [Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica (shelfmark Leibn. Marg. 101)
# Folio 199, page id 845634801:0205
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 53 lines, status machine
# Lines: 53 recognised, mean confidence 0.87
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# After the first blank line: the recognised lines in reading order, one per line.

coctt.
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POTEST A FVM RESOLVFTONE
Llaque s LC = 1ON, aquetur 13, 58 4. fis L N 2 4. Ex recroerada, quae omnino observata cerni-
cur, compositionis via.
Incerdum accidie ux coeticiens planum pluribus abunder binis figuris, quam cubus
neoare adfectus sublacere rernis. Ouod aroumenrum est Colidum adfciens majus esse
relolvendo adFeCtonegate cabo. Vocerur lane cubus acephalus. Traque ur resolurioni CIE
locus, praeponeturmurilo propoliro cubo ca numeralium circulorum mulcieudo, ux rOd
puncta cubica postine ei praetisi, quor quadrarica plano coefticienti. Er educta eplano
coelticiente ran quam quadraro radix, si carera consentiane, un minus proxime major,
concticuerur larus lngulare primum iplius relolrendi cubi negare adfecti, non immura-
ta caereroguin expohca anrecedence methodo, ue in quaectione,
Duidam numerus ductus in sui quacrarum deminucum 116, 620, Facir 352. 947. In no-
tiS IC = +16, 62O N, aquatuT352, 947. Ouxritur quissic numerusille.
E(352,947 cubus mulearus (olido sub lacere X plano r16, 620. Majus aurem est Coli-
dum 116, 620N Colidore solvendo 352,947, quoniam coefficienti plano +16, 62OpEXFiei
Pollune puncta quadracicaeria; Colido autem 352,947 cubica cantum duo. Ieaque Colido
352,947 resolrendo praponerurnumeralis circulus, ec cunc demum coëfficienri lua se-
des addicetur, opere ab extractione radicis quadrariex inchoato, quae consentiae laceri
cubi relolvendi. Vevidere est in paradismace.
Paradiema analyseos cubi acephali sub latere
Cubus adfectus resolvendus.
Caddieit.
Lablacirium
Excessus addicirii
celiquum restituri resolvendi murili
TI Eductio laceris lingularissecuna.
Divisorum pars, Coefficiens
superior.
planum.
Reliquum resolvendi cubi adfecti.
CTriplum quadrat
Divisorum laterisprimi
pars inferior l Triplum latus pri-
mum.
adfecti.
I Eductio lateris lingularisprim.
Coëfsiciens planum
mutilus.
Solida prostaxharerica
cubi.
5
Exbissus divisorum inferiorum
co in bbbssbtl
eun
us lateris primt