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[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 352

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

  1. 352
  2. V AR IOR VM DE RE BVS NTA ZE EM AFTCIS
  3. Plato aurem in eo quem Tullius inFerpFCLatIS est Fimai LocOrocem
  4. atr ∞ non ulurparit.
  5. P NOnvOK Mecricx pro Gcometria, Sed GCOmetriX VOX prO Metrica
  6. reCePEa CR. Placo in PhilebO; n oe NOgISIKI KEqErII N Tu TNToVIXVn Na
  7. Epond epilu ryG n D1 NOVOCDIC EEcOP ENGICS TE NOI NOZISINCONNG) HA TCMLENETWONENCOV
  8. reporcos pses exdreq Zenrior n duo . dcu. Idem libro VII. de Republica Cc0.
  9. metriam ponie ros coet r SdS nEoquetav. AEa qua etFF nvCcr aE
  10. naj ro Bd Cperexor co donci lipcia, naj ry (.prod geNotco5 ExY. FF dicebatus
  11. Scercometria quam ulu tamen Geometriam quoque sDecpa enoior oroua
  12. uc est in Epimenide, FandCM YOCAVEFUNE.
  13. Q ZNVTOrV O SCCaLaPUd PlatONEM ropcI n opul NH. rUEVS AIBUITA GCOMC
  14. trica est. Prso ouin Agura quoque exit Gcometrica. Vix (calpra e Formas
  15. ita emerim non sucor ad locuplerandum MTathemata. Axrificum enim Or
  16. Sana a figuris Gcomerricis delignanEE. AE AguTaS COnEra Geometricas al
  17. axtilicum organis denominari non sinet Plato. Ouinimmo dixerie illuc
  18. esse o recopersias aror Xa D Dcipdr diro à (couarcor res voyrcor dirochoaonsons
  19. D sa aicdyra.
  20. S Auvours linex rectanon estipsa lincarecta, aliare lonsitudo, Sed pla.
  21. num. Ausaprs circuli non est circulus, aliare fisura plana, se d plano. p)2
  22. RUM. Es duo apodusours. Plana planis, plano. plana plano. Planis compa
  23. rentur. Neminilicet a legchomogeneorum deffectere.
  24. P De diebus (eptimanx insignis est ec singularis apud Dionem locus li.
  25. bcoXXXVII. Sic enim aicille.
  26. Dion Cassius lib. 37.
  27. 33Xarqul V AIVar, apES eX, S avaS ar pCoN 85, SN aNaI E, 1i5Noy
  28. cixeir deouvoroi joir dxaiot Mvesd ap avrd leoe ’ee cidevas) n5 avro, ast
  29. esr Ady is aevo vir rois r ct MoIs d rsor i avrois rai rois Popctois Saixoes a A, noy no
  30. 37 H9 FSTOS DIOI MA TEIOV ZCOOV ZVO Est Be4ZV et aur S X) a NEX Divat B5noa
  31. 3n TE i HVOs TR CNOV ZBTO FraN). inovo0 ) duo No735, acos pV X XaNe S5 yta
  32. 3 Decoejias ZVaS EXOVErSS. Ci ga HS Y apuoriar X) Z TEOS äPCOVHaN 3 VEvyV ( B 48
  33. dvoOS rs ors rez m5)) SS cor oarSe
  34. n nesu O dieia ns F re EwaB qv enas D aircor vermodC) nje a). del
  35. 1 peto O diro 5 eEce Poeas ris rc Keorco ddouerns, er d(. XNr cor dvo a5 ex o
  36. vas r rus reraprus dec oryu orouaode, iuer avrorduo averesabd
  37. 13 PyVO. CPINOITO, NEN TEI AVECI TOVECOTESIC AVTXS XE aIVOV ENVVI FSSEoS
  38. nDeSS araXNcor SiNeroi res qpuéeas diprod IaoS a VTaS BOICOS7CO5 F 788
  39. 3)4. 200 piod coesomuouous. cis per dy r sr ~ Négeru Noy . erp deode ras i egs
  40. n uéeas i riS VOKTS dro S NCS. de au de CeerZC
  41. d85, Y de Ertrae rco Ai i rpi soci, rlaero HNico, nepnn A Deodhrn. ex ru Hiput
  42. n) EEdo ZENyry, n Y a E FXuNcor na d yror kiuos ZoaV roII(BOI,
  43. 287i avDis Zernods. eous d Sras ras aes einoe egs Ee dr po
  44. ECor ris SasonS jueas paV ES Y H NOV a DiVS UEVD. N, T870 e Ex eircov
  45. 33 ecor: elrOIrcopcorn avrorrois eeder Noyorn a ZaS Ty ZENjon Y nSCrV S ri
  46. ijpcegs cspar ara duods: i Vrco C X) a Noxcor nosNon ceonnov cavr dedr encus
  47. iue eq. AniVC). rai r pver 3rC) E 9 dedo)
  48. 20sedu es r5ases rBSEm ESS naviras arquasuerss rus u’eas arancias
  49. IneI
  50. Mt
  51. aene
  52. Od
  53. IU

Cite

[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 352. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0358?run=74