# Leibniz Legible — https://leibnizlegible.com
# Page: https://leibnizlegible.com/page/845634801:0354
# Permalink to this reading: https://leibnizlegible.com/page/845634801:0354?run=74
# Title: [Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica (shelfmark Leibn. Marg. 101)
# Folio 348, page id 845634801:0354
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=845634801&page=354
# Source image: https://digitale-sammlungen.gwlb.de/content/845634801/jpgs/default/00000354.jpg
# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 62 lines, status machine
# Lines: 62 recognised, mean confidence 0.73
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
# Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text.
# Wording rule: say "the machine reads it as …", never "Leibniz wrote".
# After the first blank line: the recognised lines in reading order, one per line.

348
V AR TORDM DE REDVS NIA ZE E N A ZTCFS
(a Plucarchus dixerit Problema illud es Nogor, non quod numeris explicari
NON POlTit, ut geapuas à nogor dicuntur, led cujus tabrica nonrarione, le d in
Arumento consticuatr.
23
Locus Plucarchi cA in Marcello inquienris.
AXHIS per ZoY ME COV Ex dorT (O Sparor, au s eryeSEXCOV CCyNoVa, MarrodONco
3 oconCor, CBENCOV CNBCS,  degaNS qua O vecor oxrCI S à Myas ov
3 dedeo percer pnx ariu a eas, EEcon  cC952o FeIX O 2C CnB i r NapC ryE
3goncne n, ri doEn rn ei au ror need5. n5 à eg noy O sdes ir Aezunda, nai
3 215 ApZnd pZao, cor cos p éerov is  dy5, Sdero arre eVde. 
onpereices de oi (ons ergordnpes CM etS a, oerEpOV D Nom Ber (O) sepcor O S Ba
n orMecos, noj elouvr D Aequndu eC aj 7 Zy5 rX VyS dero  vonrcoV Bt a Ca
33 Xa) ToV Nogor ouco5 3 XC05 di aicdoccS ’EaVTa ZaIS ZectaS, E avEsEpO aa
V 2015.2o M o15. Y yd amopEr ZaVT  CEbonTOr dC je CarZo pl niXeir oi  et
 EvDoEOVnGI ACZVTaV, TOICLIOVTES TCI YNaDVpCO COETEIa, n NogiS derodet Z
cou d’roperra e ua di audrrcr e opanor deqaor epddors
3 cos 2o o ei duo pesas a Noro CBNqua, ne) SOIZetOV C MO  g  Pouercor aray
vaejor, cis oezannas éEizor au Dorepot naraonas prooYe  P85 vas diro nu Ncot
33 DEapCCFCON, na) EpqaTCOY pE Dapuo (OVTES. Er ei de RNaTCr yareEV nI de-
Eeivaro egaVTSS, cis deo vrTaS  X)a Ddciporlas orecouereias à qu dor. d  àou
3parcor, nes voyrior drochopaon sons ir audna Cecsdis a t
37oM 75 i Doplrns Bavavo s apgas deouerns, ru de es dn ecoeas Cn 
3 XaNINI I WEIOBCOPEV NONVY ZE OvOV L0d P1 N0vo Pias puta T spatcoldcor eZVCrErgove
Sune camen quidam adeo Felicis insenii, uE Falurata Ceomerriastarim (C
aoga quae que s apon  adlequi posse concendant, e excitandi le caula la.
pe ante eriumphum camane de ludanc. Publice autem interest ne studion
opera es oeio abutanenr. Ouamobrem in cosita luli.
Plura, Mathematici, ne vota vovete caduca,
Decepti niveos nec jurulate boves.
Consecrare libet si vestrae anathemata mentis
Non ebur, at cornum somnia vestra probet.
C A P V F TI.
Fistoria duplicarionis cubi.
ucorta cplicationis cubi ex existola Fratolthenis ad Prolemaum sC
sem, quam cum Epiorammare recenset Furocius, e ex Vururio lcla
diona, e jucunda est.
BaorNE HroRepcico Epa ro D evns x aip du.
3Fcr apZaicor a aycodorocor Daoir eioagaerur zor Mircs reo FNauxcona laon
Cortarâ Por.  Douor de o av 9.XS Exa rod O ein cireir,
Mineor ’Éec Eas Baorn dus onnor (a D8,
AITONaOOVESC.
33. o de rentcor 18LVB8OMO MeS, OICMASIC (CON EKCGOV KWONOV eV aX a PS, Edon
 dimuapliveras. Fcor gae condpcordonaracd docor, ro er Mdorve)  ondo
n 2o GEPEOV oxra CoN dorV. E Cyreiro dy na) c  rois ecoerS, a av H5 TESV d
 Dev cepeor D) espevor er red aurce auahi diconosorao dev. no) Cxa. Neiro 5o 7o13 ror coxo b n
uet
1o
regopor
pilop
rophuo
PXura
pevc
ernoc.
sEpie
so
_VaX
us
Er
cet
ecti