[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 278
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.73.
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The machine reads it as
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- sune xquales, is calus cum anrecedente concurrir. Sola enim ad constructionem opu
- Cstnocatum A, C innoras B, D subrogatione. Ouo ram en constantior undique cetMa
- tur methodus; agacur rurlus EF ip E B aequalis. EE quoniam nulla est inter B, D dic
- renria, centro L, intervallo ENI, aequali differenria inter A, C ab lciHO CX L. L descHOd
- circulus, L ex puncto P in circumterenria circuli (umaEuE FO ip(I FF. aequalis, d G2
- EOP majori iplarum A, C (sCilla A) aequalis. Vnde OP Ec aequalisipHC. d pet l,
- aganur lecta ipsiSFO. OP aequales e parallelae se le commicenres in . OnadHaco
- rumigicut constructum eAt OPEF, cujus lacera lune datis aequalia. NempC PF, S 1
- Cst PO sunt daris A, C aequalia, ec reliqua duo OP, FF reliquis B, D. Angulus aucet
- POF angulo FOP esaequalis, rhomboides enim est OPOF. Angulus icaque PF, la
- FOP cum anguloFOE duosrectos equabit. Sed anguluS FOP angulO FFO est ae gual
- Cum in CETAHBMIOFOE CONSTRUCTASINE CTUTA FF, FO aequalia. Angulus itaque POFuI
- cum avoulo FEO duobusrectis est aequalis. Ltaque quadrilaterum OPFF CHCMCIECIA
- SCa quatuor omnes datX A, B, C, D jam sunco inaequales. EF(IT A major oppolIC
- de BMA)OE OPPOLTAD. AGRTUE TUESUS EFip ED aequalis. EF quomam rectam D supet
- 70
- oppolira B, eric excestus minor compolita ex A, C. alioquin ipla Beribusreliquis A, C.
- Destermajor vel aequalis. Ouod quidem HCHLHOH POTCIL OB ExpOlITam CauHOHCI. S
- cerur excectus ille a poe PSa exceuts Poatur in c
- rectUM
- rellum
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- cincar
- duvi
- dorur
- llirovi
- 2XV
- 12
- sii deF
- Mculli
- Dic
- IBdtur P
- 18lC
- Pdr
- ip 1
- tla
- Bulo p
- eoba
- aaequ
- 18 2d
- erarum
- pinen
- ne
- erior et
- pliores
- uo rec
- dusre
- Poecet
- eni
- dati
- a
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 278. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0284?run=74